"subnr" "exp" "block" "trial" "format" "cond" "prob1" "prob2" "val1" "val2" "plot1" "plot2" "vlot1" "vlot2" "resp" "rt" "profit" "gain"
"1101" "exp1" 1 1 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 366 36 1
"1101" "exp1" 1 2 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 2 432 0 0
"1101" "exp1" 1 3 "graphed-probability" "congruent" 70 30 77 24 70 30 75 25 1 420 77 1
"1101" "exp1" 1 4 "graphed-probability" "pro-out" 70 30 26 77 70 30 25 75 1 454 0 0
"1101" "exp1" 1 5 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 482 76 1
"1101" "exp1" 1 6 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 379 24 1
"1101" "exp1" 1 7 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 1 484 0 0
"1101" "exp1" 1 8 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 1 421 24 1
"1101" "exp1" 1 9 "graphed-probability" "pro-out" 60 40 35 67 60 40 35 65 2 597 67 1
"1101" "exp1" 1 10 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 468 65 1
"1101" "exp1" 1 11 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 1 481 25 1
"1101" "exp1" 1 12 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 663 0 0
"1101" "exp1" 1 13 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 673 20 1
"1101" "exp1" 1 14 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 508 20 1
"1101" "exp1" 1 15 "graphed-probability" "congruent" 80 20 76 24 80 20 75 25 1 577 76 1
"1101" "exp1" 1 16 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 1 482 74 1
"1101" "exp1" 1 17 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 548 66 1
"1101" "exp1" 1 18 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 1 528 0 0
"1101" "exp1" 1 19 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 524 0 0
"1101" "exp1" 1 20 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 2 1337 0 0
"1101" "exp1" 1 21 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 1 516 0 0
"1101" "exp1" 1 22 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 1 743 46 1
"1101" "exp1" 1 23 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 646 13 1
"1101" "exp1" 1 24 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 586 20 1
"1101" "exp1" 1 25 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 572 0 0
"1101" "exp1" 1 26 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 1 451 14 1
"1101" "exp1" 1 27 "graphed-probability" "pro-out" 60 40 13 83 60 40 15 85 2 1077 0 0
"1101" "exp1" 1 28 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 634 67 1
"1101" "exp1" 1 29 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 739 0 0
"1101" "exp1" 1 30 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 542 76 1
"1101" "exp1" 1 31 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1017 20 1
"1101" "exp1" 1 32 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 682 66 1
"1101" "exp1" 1 33 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 2 995 63 1
"1101" "exp1" 1 34 "graphed-probability" "pro-out" 60 40 15 86 60 40 15 85 2 1095 86 1
"1101" "exp1" 1 35 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 1 706 16 1
"1101" "exp1" 1 36 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 552 74 1
"1101" "exp1" 1 37 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 1 498 17 1
"1101" "exp1" 1 38 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 1 529 0 0
"1101" "exp1" 1 39 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 1 588 0 0
"1101" "exp1" 1 40 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 622 46 1
"1101" "exp1" 1 41 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 1 704 26 1
"1101" "exp1" 1 42 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1355 60 1
"1101" "exp1" 1 43 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1174 40 1
"1101" "exp1" 1 44 "graphed-probability" "congruent" 80 20 75 25 80 20 75 25 1 616 75 1
"1101" "exp1" 1 45 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 2 1022 55 1
"1101" "exp1" 1 46 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 820 30 1
"1101" "exp1" 1 47 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 635 60 1
"1101" "exp1" 1 48 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 607 30 1
"1101" "exp1" 1 49 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 1 520 46 1
"1101" "exp1" 1 50 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 476 0 0
"1101" "exp1" 1 51 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 489 33 1
"1101" "exp1" 1 52 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 536 0 0
"1101" "exp1" 1 53 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 518 0 0
"1101" "exp1" 1 54 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 1 541 0 0
"1101" "exp1" 1 55 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 556 45 1
"1101" "exp1" 1 56 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 2 672 0 0
"1101" "exp1" 1 57 "graphed-probability" "congruent" 60 40 64 33 60 40 65 35 1 1129 64 1
"1101" "exp1" 1 58 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 2 1368 87 1
"1101" "exp1" 1 59 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 1 598 37 1
"1101" "exp1" 1 60 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 770 0 0
"1101" "exp1" 2 1 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 459 0 0
"1101" "exp1" 2 2 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 1 381 36 1
"1101" "exp1" 2 3 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 537 40 1
"1101" "exp1" 2 4 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 450 47 1
"1101" "exp1" 2 5 "graphed-probability" "congruent" 70 30 63 37 70 30 65 35 1 411 63 1
"1101" "exp1" 2 6 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 415 30 1
"1101" "exp1" 2 7 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 1 449 35 1
"1101" "exp1" 2 8 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 2 691 0 0
"1101" "exp1" 2 9 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 1 521 0 0
"1101" "exp1" 2 10 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 444 0 0
"1101" "exp1" 2 11 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 1 559 76 1
"1101" "exp1" 2 12 "graphed-probability" "pro-out" 60 40 13 83 60 40 15 85 2 843 0 0
"1101" "exp1" 2 13 "graphed-probability" "pro-out" 80 20 17 83 80 20 15 85 1 542 17 1
"1101" "exp1" 2 14 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 1 448 0 0
"1101" "exp1" 2 15 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 509 20 1
"1101" "exp1" 2 16 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 532 23 1
"1101" "exp1" 2 17 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 533 65 1
"1101" "exp1" 2 18 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 1 620 17 1
"1101" "exp1" 2 19 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 903 30 1
"1101" "exp1" 2 20 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 1 608 17 1
"1101" "exp1" 2 21 "graphed-probability" "pro-out" 60 40 34 66 60 40 35 65 2 818 66 1
"1101" "exp1" 2 22 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 2 828 84 1
"1101" "exp1" 2 23 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 1 631 17 1
"1101" "exp1" 2 24 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 1 814 26 1
"1101" "exp1" 2 25 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 754 75 1
"1101" "exp1" 2 26 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 520 65 1
"1101" "exp1" 2 27 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 545 76 1
"1101" "exp1" 2 28 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 1 730 0 0
"1101" "exp1" 2 29 "graphed-probability" "pro-out" 70 30 26 77 70 30 25 75 1 1392 0 0
"1101" "exp1" 2 30 "graphed-probability" "pro-prob" 80 20 23 75 80 20 25 75 1 594 0 0
"1101" "exp1" 2 31 "graphed-probability" "pro-prob" 80 20 43 54 80 20 45 55 1 519 43 1
"1101" "exp1" 2 32 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 648 74 1
"1101" "exp1" 2 33 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 1 606 26 1
"1101" "exp1" 2 34 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 2 1301 0 0
"1101" "exp1" 2 35 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1224 0 0
"1101" "exp1" 2 36 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 602 20 1
"1101" "exp1" 2 37 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 808 65 1
"1101" "exp1" 2 38 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 1 783 0 0
"1101" "exp1" 2 39 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1744 40 1
"1101" "exp1" 2 40 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 694 25 1
"1101" "exp1" 2 41 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 2 1070 0 0
"1101" "exp1" 2 42 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 822 0 0
"1101" "exp1" 2 43 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 585 0 0
"1101" "exp1" 2 44 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 845 30 1
"1101" "exp1" 2 45 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 2 1232 0 0
"1101" "exp1" 2 46 "graphed-probability" "pro-out" 60 40 34 66 60 40 35 65 2 1268 0 0
"1101" "exp1" 2 47 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1483 30 1
"1101" "exp1" 2 48 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 2 1007 0 0
"1101" "exp1" 2 49 "graphed-probability" "congruent" 60 40 65 36 60 40 65 35 1 655 0 0
"1101" "exp1" 2 50 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 1 952 13 1
"1101" "exp1" 2 51 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1221 0 0
"1101" "exp1" 2 52 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 620 0 0
"1101" "exp1" 2 53 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 605 67 1
"1101" "exp1" 2 54 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 535 76 1
"1101" "exp1" 2 55 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 512 44 1
"1101" "exp1" 2 56 "graphed-probability" "congruent" 60 40 63 33 60 40 65 35 1 725 0 0
"1101" "exp1" 2 57 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 598 34 1
"1101" "exp1" 2 58 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 1 748 0 0
"1101" "exp1" 2 59 "graphed-probability" "pro-prob" 60 40 47 55 60 40 45 55 1 2782 47 1
"1101" "exp1" 2 60 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 620 0 0
"1101" "exp1" 3 1 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 1 1232 0 0
"1101" "exp1" 3 2 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 1 855 17 1
"1101" "exp1" 3 3 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 490 24 1
"1101" "exp1" 3 4 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 1 521 46 1
"1101" "exp1" 3 5 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 547 66 1
"1101" "exp1" 3 6 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 570 66 1
"1101" "exp1" 3 7 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 596 0 0
"1101" "exp1" 3 8 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 592 77 1
"1101" "exp1" 3 9 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 479 0 0
"1101" "exp1" 3 10 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 1 669 27 1
"1101" "exp1" 3 11 "graphed-probability" "congruent" 70 30 77 26 70 30 75 25 1 565 77 1
"1101" "exp1" 3 12 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 2 1108 87 1
"1101" "exp1" 3 13 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 1 1381 0 0
"1101" "exp1" 3 14 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 2 1758 65 1
"1101" "exp1" 3 15 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 1 620 0 0
"1101" "exp1" 3 16 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 606 65 1
"1101" "exp1" 3 17 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 1 638 27 1
"1101" "exp1" 3 18 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 656 20 1
"1101" "exp1" 3 19 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 2 772 0 0
"1101" "exp1" 3 20 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 651 30 1
"1101" "exp1" 3 21 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 598 36 1
"1101" "exp1" 3 22 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 611 0 0
"1101" "exp1" 3 23 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1060 0 0
"1101" "exp1" 3 24 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 872 30 1
"1101" "exp1" 3 25 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 1 533 44 1
"1101" "exp1" 3 26 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 756 20 1
"1101" "exp1" 3 27 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 580 0 0
"1101" "exp1" 3 28 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 626 0 0
"1101" "exp1" 3 29 "graphed-probability" "pro-out" 80 20 17 83 80 20 15 85 1 617 17 1
"1101" "exp1" 3 30 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 589 47 1
"1101" "exp1" 3 31 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 795 60 1
"1101" "exp1" 3 32 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 653 0 0
"1101" "exp1" 3 33 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1492 0 0
"1101" "exp1" 3 34 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 566 75 1
"1101" "exp1" 3 35 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 966 30 1
"1101" "exp1" 3 36 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 840 30 1
"1101" "exp1" 3 37 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 1 702 0 0
"1101" "exp1" 3 38 "graphed-probability" "pro-prob" 60 40 47 54 60 40 45 55 2 1056 0 0
"1101" "exp1" 3 39 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 1 674 35 1
"1101" "exp1" 3 40 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 619 34 1
"1101" "exp1" 3 41 "graphed-probability" "pro-prob" 80 20 25 76 80 20 25 75 1 813 25 1
"1101" "exp1" 3 42 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 483 20 1
"1101" "exp1" 3 43 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 571 63 1
"1101" "exp1" 3 44 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 506 20 1
"1101" "exp1" 3 45 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 574 75 1
"1101" "exp1" 3 46 "graphed-probability" "congruent" 60 40 64 33 60 40 65 35 1 952 0 0
"1101" "exp1" 3 47 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 2 1255 63 1
"1101" "exp1" 3 48 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 2 882 86 1
"1101" "exp1" 3 49 "graphed-probability" "pro-out" 70 30 27 77 70 30 25 75 1 592 27 1
"1101" "exp1" 3 50 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 1 503 24 1
"1101" "exp1" 3 51 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 435 44 1
"1101" "exp1" 3 52 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 2 661 85 1
"1101" "exp1" 3 53 "graphed-probability" "pro-out" 70 30 23 77 70 30 25 75 1 564 23 1
"1101" "exp1" 3 54 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 1 467 13 1
"1101" "exp1" 3 55 "graphed-probability" "pro-out" 60 40 35 67 60 40 35 65 2 915 0 0
"1101" "exp1" 3 56 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 1 628 24 1
"1101" "exp1" 3 57 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 715 60 1
"1101" "exp1" 3 58 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 587 75 1
"1101" "exp1" 3 59 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 678 47 1
"1101" "exp1" 3 60 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 2 796 0 0
"1101" "exp1" 4 1 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 1 528 0 0
"1101" "exp1" 4 2 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 1 570 26 1
"1101" "exp1" 4 3 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 2 885 85 1
"1101" "exp1" 4 4 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 1 549 16 1
"1101" "exp1" 4 5 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 495 0 0
"1101" "exp1" 4 6 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 2 772 0 0
"1101" "exp1" 4 7 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 490 25 1
"1101" "exp1" 4 8 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 486 20 1
"1101" "exp1" 4 9 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 2 838 65 1
"1101" "exp1" 4 10 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 1 765 26 1
"1101" "exp1" 4 11 "graphed-probability" "pro-prob" 80 20 45 56 80 20 45 55 1 499 0 0
"1101" "exp1" 4 12 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 2 821 53 1
"1101" "exp1" 4 13 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 2 632 0 0
"1101" "exp1" 4 14 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 828 63 1
"1101" "exp1" 4 15 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 836 0 0
"1101" "exp1" 4 16 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 2 976 0 0
"1101" "exp1" 4 17 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1002 0 0
"1101" "exp1" 4 18 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 570 66 1
"1101" "exp1" 4 19 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 521 75 1
"1101" "exp1" 4 20 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 2 678 0 0
"1101" "exp1" 4 21 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 1 842 25 1
"1101" "exp1" 4 22 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 554 0 0
"1101" "exp1" 4 23 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 555 64 1
"1101" "exp1" 4 24 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 1 562 26 1
"1101" "exp1" 4 25 "graphed-probability" "pro-out" 60 40 37 65 60 40 35 65 2 1328 65 1
"1101" "exp1" 4 26 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 2 1457 87 1
"1101" "exp1" 4 27 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1199 0 0
"1101" "exp1" 4 28 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 2 1168 56 1
"1101" "exp1" 4 29 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 572 0 0
"1101" "exp1" 4 30 "graphed-probability" "congruent" 60 40 63 33 60 40 65 35 1 500 0 0
"1101" "exp1" 4 31 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 1 467 14 1
"1101" "exp1" 4 32 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 471 73 1
"1101" "exp1" 4 33 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 1 470 77 1
"1101" "exp1" 4 34 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 565 20 1
"1101" "exp1" 4 35 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 610 74 1
"1101" "exp1" 4 36 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 2 1044 0 0
"1101" "exp1" 4 37 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 1 627 33 1
"1101" "exp1" 4 38 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1028 60 1
"1101" "exp1" 4 39 "graphed-probability" "congruent" 70 30 64 35 70 30 65 35 1 638 64 1
"1101" "exp1" 4 40 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 617 47 1
"1101" "exp1" 4 41 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 504 0 0
"1101" "exp1" 4 42 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 504 20 1
"1101" "exp1" 4 43 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 1 488 27 1
"1101" "exp1" 4 44 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1111 0 0
"1101" "exp1" 4 45 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 1 892 16 1
"1101" "exp1" 4 46 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 505 30 1
"1101" "exp1" 4 47 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 535 20 1
"1101" "exp1" 4 48 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 673 75 1
"1101" "exp1" 4 49 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 607 47 1
"1101" "exp1" 4 50 "graphed-probability" "congruent" 80 20 73 27 80 20 75 25 1 480 73 1
"1101" "exp1" 4 51 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 456 73 1
"1101" "exp1" 4 52 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 572 47 1
"1101" "exp1" 4 53 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 1 632 14 1
"1101" "exp1" 4 54 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 1 628 0 0
"1101" "exp1" 4 55 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 978 23 1
"1101" "exp1" 4 56 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 782 0 0
"1101" "exp1" 4 57 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 1 596 37 1
"1101" "exp1" 4 58 "graphed-probability" "congruent" 60 40 65 36 60 40 65 35 1 827 0 0
"1101" "exp1" 4 59 "graphed-probability" "pro-prob" 70 30 34 66 70 30 35 65 1 629 0 0
"1101" "exp1" 4 60 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 2 1102 0 0
"1101" "exp1" 5 1 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 411 45 1
"1101" "exp1" 5 2 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 423 75 1
"1101" "exp1" 5 3 "graphed-probability" "congruent" 70 30 66 34 70 30 65 35 1 526 0 0
"1101" "exp1" 5 4 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 1 500 26 1
"1101" "exp1" 5 5 "graphed-probability" "pro-out" 60 40 35 67 60 40 35 65 2 984 0 0
"1101" "exp1" 5 6 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 1 528 0 0
"1101" "exp1" 5 7 "graphed-probability" "congruent" 80 20 76 24 80 20 75 25 1 450 76 1
"1101" "exp1" 5 8 "graphed-probability" "congruent" 70 30 75 27 70 30 75 25 1 466 75 1
"1101" "exp1" 5 9 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 1 471 27 1
"1101" "exp1" 5 10 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 445 0 0
"1101" "exp1" 5 11 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 816 0 0
"1101" "exp1" 5 12 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 2 1071 0 0
"1101" "exp1" 5 13 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 1 606 27 1
"1101" "exp1" 5 14 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 698 0 0
"1101" "exp1" 5 15 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 1135 13 1
"1101" "exp1" 5 16 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 1 553 34 1
"1101" "exp1" 5 17 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 2 1120 86 1
"1101" "exp1" 5 18 "graphed-probability" "congruent" 60 40 63 33 60 40 65 35 1 586 63 1
"1101" "exp1" 5 19 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 571 75 1
"1101" "exp1" 5 20 "graphed-probability" "pro-prob" 80 20 45 56 80 20 45 55 1 441 45 1
"1101" "exp1" 5 21 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 593 44 1
"1101" "exp1" 5 22 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 1 958 37 1
"1101" "exp1" 5 23 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 2 1291 0 0
"1101" "exp1" 5 24 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 2 804 0 0
"1101" "exp1" 5 25 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 1 698 0 0
"1101" "exp1" 5 26 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1575 0 0
"1101" "exp1" 5 27 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 522 73 1
"1101" "exp1" 5 28 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 1 597 43 1
"1101" "exp1" 5 29 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 838 76 1
"1101" "exp1" 5 30 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 578 20 1
"1101" "exp1" 5 31 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 522 24 1
"1101" "exp1" 5 32 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 480 0 0
"1101" "exp1" 5 33 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 1 475 0 0
"1101" "exp1" 5 34 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 2 815 85 1
"1101" "exp1" 5 35 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 1 600 36 1
"1101" "exp1" 5 36 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 1 492 0 0
"1101" "exp1" 5 37 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 1 536 43 1
"1101" "exp1" 5 38 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 498 0 0
"1101" "exp1" 5 39 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 929 0 0
"1101" "exp1" 5 40 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 951 0 0
"1101" "exp1" 5 41 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 2 1050 0 0
"1101" "exp1" 5 42 "graphed-probability" "pro-out" 70 30 23 77 70 30 25 75 1 729 23 1
"1101" "exp1" 5 43 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 492 0 0
"1101" "exp1" 5 44 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 585 36 1
"1101" "exp1" 5 45 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 2 825 0 0
"1101" "exp1" 5 46 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 656 0 0
"1101" "exp1" 5 47 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 2 1021 0 0
"1101" "exp1" 5 48 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 2 1522 66 1
"1101" "exp1" 5 49 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 834 0 0
"1101" "exp1" 5 50 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 578 0 0
"1101" "exp1" 5 51 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 572 63 1
"1101" "exp1" 5 52 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 882 30 1
"1101" "exp1" 5 53 "graphed-probability" "congruent" 60 40 65 36 60 40 65 35 1 877 65 1
"1101" "exp1" 5 54 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 1 728 25 1
"1101" "exp1" 5 55 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 765 0 0
"1101" "exp1" 5 56 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 590 23 1
"1101" "exp1" 5 57 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 2 845 84 1
"1101" "exp1" 5 58 "graphed-probability" "pro-out" 80 20 15 83 80 20 15 85 1 634 15 1
"1101" "exp1" 5 59 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 456 63 1
"1101" "exp1" 5 60 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 605 30 1
"1101" "exp1" 6 1 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 1 411 46 1
"1101" "exp1" 6 2 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 453 64 1
"1101" "exp1" 6 3 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 524 40 1
"1101" "exp1" 6 4 "graphed-probability" "pro-prob" 80 20 44 56 80 20 45 55 1 585 0 0
"1101" "exp1" 6 5 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 551 34 1
"1101" "exp1" 6 6 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 484 30 1
"1101" "exp1" 6 7 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 681 24 1
"1101" "exp1" 6 8 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 2 766 56 1
"1101" "exp1" 6 9 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 1 564 27 1
"1101" "exp1" 6 10 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1179 0 0
"1101" "exp1" 6 11 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 576 0 0
"1101" "exp1" 6 12 "graphed-probability" "congruent" 60 40 65 36 60 40 65 35 1 811 0 0
"1101" "exp1" 6 13 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 888 0 0
"1101" "exp1" 6 14 "graphed-probability" "pro-prob" 80 20 27 74 80 20 25 75 1 552 27 1
"1101" "exp1" 6 15 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 543 30 1
"1101" "exp1" 6 16 "graphed-probability" "congruent" 60 40 64 37 60 40 65 35 1 666 0 0
"1101" "exp1" 6 17 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 1 595 26 1
"1101" "exp1" 6 18 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 640 67 1
"1101" "exp1" 6 19 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 523 0 0
"1101" "exp1" 6 20 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 1 480 14 1
"1101" "exp1" 6 21 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 1 463 33 1
"1101" "exp1" 6 22 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 1310 63 1
"1101" "exp1" 6 23 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 2 1122 53 1
"1101" "exp1" 6 24 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 2 980 84 1
"1101" "exp1" 6 25 "graphed-probability" "pro-prob" 60 40 47 53 60 40 45 55 2 1174 0 0
"1101" "exp1" 6 26 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 2111 47 1
"1101" "exp1" 6 27 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 2 789 0 0
"1101" "exp1" 6 28 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 744 0 0
"1101" "exp1" 6 29 "graphed-probability" "pro-out" 70 30 23 74 70 30 25 75 1 1230 0 0
"1101" "exp1" 6 30 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 1 1018 25 1
"1101" "exp1" 6 31 "graphed-probability" "congruent" 80 20 76 25 80 20 75 25 1 713 76 1
"1101" "exp1" 6 32 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 593 20 1
"1101" "exp1" 6 33 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 528 0 0
"1101" "exp1" 6 34 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 504 0 0
"1101" "exp1" 6 35 "graphed-probability" "congruent" 70 30 66 34 70 30 65 35 1 526 66 1
"1101" "exp1" 6 36 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 547 20 1
"1101" "exp1" 6 37 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 2 1055 0 0
"1101" "exp1" 6 38 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 618 20 1
"1101" "exp1" 6 39 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 2 945 0 0
"1101" "exp1" 6 40 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 1 590 33 1
"1101" "exp1" 6 41 "graphed-probability" "congruent" 80 20 76 25 80 20 75 25 1 1040 76 1
"1101" "exp1" 6 42 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 1 1131 37 1
"1101" "exp1" 6 43 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 1 640 33 1
"1101" "exp1" 6 44 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 562 66 1
"1101" "exp1" 6 45 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 1 503 76 1
"1101" "exp1" 6 46 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 2 1105 64 1
"1101" "exp1" 6 47 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 1 571 67 1
"1101" "exp1" 6 48 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 1 543 16 1
"1101" "exp1" 6 49 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 511 30 1
"1101" "exp1" 6 50 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 1 513 15 1
"1101" "exp1" 6 51 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 643 60 1
"1101" "exp1" 6 52 "graphed-probability" "pro-out" 80 20 15 86 80 20 15 85 1 574 15 1
"1101" "exp1" 6 53 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 925 30 1
"1101" "exp1" 6 54 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 502 75 1
"1101" "exp1" 6 55 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 1 453 25 1
"1101" "exp1" 6 56 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 1 737 47 1
"1101" "exp1" 6 57 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 2 728 0 0
"1101" "exp1" 6 58 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 2 1192 65 1
"1101" "exp1" 6 59 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 640 20 1
"1101" "exp1" 6 60 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 548 74 1
"1101" "exp1" 7 1 "graphed-probability" "pro-prob" 60 40 44 54 60 40 45 55 2 636 0 0
"1101" "exp1" 7 2 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 1 487 76 1
"1101" "exp1" 7 3 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 2 517 0 0
"1101" "exp1" 7 4 "graphed-probability" "pro-out" 60 40 35 67 60 40 35 65 2 568 67 1
"1101" "exp1" 7 5 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 632 66 1
"1101" "exp1" 7 6 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 497 0 0
"1101" "exp1" 7 7 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 1 517 13 1
"1101" "exp1" 7 8 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 700 0 0
"1101" "exp1" 7 9 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 1 1122 0 0
"1101" "exp1" 7 10 "graphed-probability" "pro-out" 80 20 13 84 80 20 15 85 1 439 13 1
"1101" "exp1" 7 11 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 479 0 0
"1101" "exp1" 7 12 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 2 769 0 0
"1101" "exp1" 7 13 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 604 0 0
"1101" "exp1" 7 14 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 2 1277 56 1
"1101" "exp1" 7 15 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 2 885 0 0
"1101" "exp1" 7 16 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 563 75 1
"1101" "exp1" 7 17 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 1 503 76 1
"1101" "exp1" 7 18 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 510 74 1
"1101" "exp1" 7 19 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 590 65 1
"1101" "exp1" 7 20 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 1 717 37 1
"1101" "exp1" 7 21 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 618 0 0
"1101" "exp1" 7 22 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 560 0 0
"1101" "exp1" 7 23 "graphed-probability" "congruent" 60 40 65 36 60 40 65 35 1 725 0 0
"1101" "exp1" 7 24 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 854 0 0
"1101" "exp1" 7 25 "graphed-probability" "pro-prob" 80 20 25 74 80 20 25 75 1 890 25 1
"1101" "exp1" 7 26 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 1 723 24 1
"1101" "exp1" 7 27 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 469 40 1
"1101" "exp1" 7 28 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 2 856 0 0
"1101" "exp1" 7 29 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 930 60 1
"1101" "exp1" 7 30 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 1 616 0 0
"1101" "exp1" 7 31 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 846 0 0
"1101" "exp1" 7 32 "graphed-probability" "pro-prob" 80 20 43 54 80 20 45 55 1 527 43 1
"1101" "exp1" 7 33 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 1 1441 0 0
"1101" "exp1" 7 34 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 535 73 1
"1101" "exp1" 7 35 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 569 0 0
"1101" "exp1" 7 36 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 484 63 1
"1101" "exp1" 7 37 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 1 440 25 1
"1101" "exp1" 7 38 "graphed-probability" "congruent" 80 20 75 25 80 20 75 25 1 540 0 0
"1101" "exp1" 7 39 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 1 435 34 1
"1101" "exp1" 7 40 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 498 0 0
"1101" "exp1" 7 41 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1118 30 1
"1101" "exp1" 7 42 "graphed-probability" "pro-out" 70 30 23 74 70 30 25 75 1 462 23 1
"1101" "exp1" 7 43 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 1 497 24 1
"1101" "exp1" 7 44 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 1 499 0 0
"1101" "exp1" 7 45 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 567 47 1
"1101" "exp1" 7 46 "graphed-probability" "pro-prob" 70 30 37 63 70 30 35 65 1 433 37 1
"1101" "exp1" 7 47 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 1 632 0 0
"1101" "exp1" 7 48 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 492 0 0
"1101" "exp1" 7 49 "graphed-probability" "pro-prob" 80 20 23 75 80 20 25 75 1 627 23 1
"1101" "exp1" 7 50 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 1 522 14 1
"1101" "exp1" 7 51 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 1 555 0 0
"1101" "exp1" 7 52 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 2 1356 56 1
"1101" "exp1" 7 53 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 1 978 0 0
"1101" "exp1" 7 54 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 522 0 0
"1101" "exp1" 7 55 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 481 20 1
"1101" "exp1" 7 56 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 2 1169 0 0
"1101" "exp1" 7 57 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1055 0 0
"1101" "exp1" 7 58 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 770 30 1
"1101" "exp1" 7 59 "graphed-probability" "pro-out" 60 40 13 85 60 40 15 85 2 941 0 0
"1101" "exp1" 7 60 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 1 653 17 1
"1101" "exp1" 8 1 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 1 628 25 1
"1101" "exp1" 8 2 "graphed-probability" "congruent" 80 20 73 25 80 20 75 25 1 544 73 1
"1101" "exp1" 8 3 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 441 25 1
"1101" "exp1" 8 4 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 1 520 25 1
"1101" "exp1" 8 5 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 2 1013 0 0
"1101" "exp1" 8 6 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 1 576 26 1
"1101" "exp1" 8 7 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 2 1060 0 0
"1101" "exp1" 8 8 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 520 0 0
"1101" "exp1" 8 9 "graphed-probability" "pro-out" 70 30 25 77 70 30 25 75 1 475 25 1
"1101" "exp1" 8 10 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 1 419 0 0
"1101" "exp1" 8 11 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 2 779 0 0
"1101" "exp1" 8 12 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 1 603 0 0
"1101" "exp1" 8 13 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 2 1039 87 1
"1101" "exp1" 8 14 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 535 66 1
"1101" "exp1" 8 15 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 872 0 0
"1101" "exp1" 8 16 "graphed-probability" "congruent" 60 40 67 33 60 40 65 35 1 520 67 1
"1101" "exp1" 8 17 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 2 1034 0 0
"1101" "exp1" 8 18 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 623 73 1
"1101" "exp1" 8 19 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 576 23 1
"1101" "exp1" 8 20 "graphed-probability" "pro-prob" 60 40 45 54 60 40 45 55 2 1189 0 0
"1101" "exp1" 8 21 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 1 764 43 1
"1101" "exp1" 8 22 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 764 20 1
"1101" "exp1" 8 23 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 432 44 1
"1101" "exp1" 8 24 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 586 30 1
"1101" "exp1" 8 25 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 508 64 1
"1101" "exp1" 8 26 "graphed-probability" "pro-out" 70 30 23 74 70 30 25 75 1 870 23 1
"1101" "exp1" 8 27 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 1 1276 37 1
"1101" "exp1" 8 28 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 528 20 1
"1101" "exp1" 8 29 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 2083 0 0
"1101" "exp1" 8 30 "graphed-probability" "pro-prob" 80 20 43 56 80 20 45 55 1 601 43 1
"1101" "exp1" 8 31 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1178 0 0
"1101" "exp1" 8 32 "graphed-probability" "congruent" 80 20 77 25 80 20 75 25 1 548 77 1
"1101" "exp1" 8 33 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 1 613 43 1
"1101" "exp1" 8 34 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 529 75 1
"1101" "exp1" 8 35 "graphed-probability" "pro-out" 60 40 15 86 60 40 15 85 2 912 0 0
"1101" "exp1" 8 36 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 1 520 35 1
"1101" "exp1" 8 37 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 1 650 67 1
"1101" "exp1" 8 38 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 1 782 0 0
"1101" "exp1" 8 39 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 627 63 1
"1101" "exp1" 8 40 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 728 30 1
"1101" "exp1" 8 41 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 735 0 0
"1101" "exp1" 8 42 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 1 1032 44 1
"1101" "exp1" 8 43 "graphed-probability" "pro-out" 80 20 15 86 80 20 15 85 1 613 15 1
"1101" "exp1" 8 44 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 617 66 1
"1101" "exp1" 8 45 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 631 0 0
"1101" "exp1" 8 46 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 1 502 16 1
"1101" "exp1" 8 47 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 487 76 1
"1101" "exp1" 8 48 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 1 559 14 1
"1101" "exp1" 8 49 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 764 0 0
"1101" "exp1" 8 50 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 522 20 1
"1101" "exp1" 8 51 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 574 75 1
"1101" "exp1" 8 52 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 1 1264 34 1
"1101" "exp1" 8 53 "graphed-probability" "congruent" 60 40 65 36 60 40 65 35 1 609 65 1
"1101" "exp1" 8 54 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 479 73 1
"1101" "exp1" 8 55 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 2 594 0 0
"1101" "exp1" 8 56 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 1 481 14 1
"1101" "exp1" 8 57 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 1116 0 0
"1101" "exp1" 8 58 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 2 1561 0 0
"1101" "exp1" 8 59 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 570 30 1
"1101" "exp1" 8 60 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 450 20 1
"1101" "exp1" 9 1 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 1 466 23 1
"1101" "exp1" 9 2 "graphed-probability" "pro-out" 60 40 13 83 60 40 15 85 1 480 0 0
"1101" "exp1" 9 3 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 842 76 1
"1101" "exp1" 9 4 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 1 432 45 1
"1101" "exp1" 9 5 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 2 1011 63 1
"1101" "exp1" 9 6 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 1 554 0 0
"1101" "exp1" 9 7 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 490 64 1
"1101" "exp1" 9 8 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 458 74 1
"1101" "exp1" 9 9 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 486 0 0
"1101" "exp1" 9 10 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 1 1328 0 0
"1101" "exp1" 9 11 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 1 584 27 1
"1101" "exp1" 9 12 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 2 1490 87 1
"1101" "exp1" 9 13 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 824 0 0
"1101" "exp1" 9 14 "graphed-probability" "congruent" 80 20 73 25 80 20 75 25 1 888 73 1
"1101" "exp1" 9 15 "graphed-probability" "pro-prob" 70 30 34 66 70 30 35 65 1 1231 34 1
"1101" "exp1" 9 16 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 716 0 0
"1101" "exp1" 9 17 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 1 608 33 1
"1101" "exp1" 9 18 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 1 587 13 1
"1101" "exp1" 9 19 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 539 30 1
"1101" "exp1" 9 20 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 604 0 0
"1101" "exp1" 9 21 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 430 73 1
"1101" "exp1" 9 22 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 1 1242 47 1
"1101" "exp1" 9 23 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 1 987 0 0
"1101" "exp1" 9 24 "graphed-probability" "congruent" 70 30 66 37 70 30 65 35 1 557 66 1
"1101" "exp1" 9 25 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 495 13 1
"1101" "exp1" 9 26 "graphed-probability" "congruent" 60 40 64 33 60 40 65 35 1 607 64 1
"1101" "exp1" 9 27 "graphed-probability" "pro-prob" 60 40 44 54 60 40 45 55 2 1160 54 1
"1101" "exp1" 9 28 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 1 522 43 1
"1101" "exp1" 9 29 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 1 454 14 1
"1101" "exp1" 9 30 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 2 1366 63 1
"1101" "exp1" 9 31 "graphed-probability" "congruent" 70 30 66 34 70 30 65 35 1 776 66 1
"1101" "exp1" 9 32 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 1 539 27 1
"1101" "exp1" 9 33 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 564 0 0
"1101" "exp1" 9 34 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 1037 64 1
"1101" "exp1" 9 35 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1172 0 0
"1101" "exp1" 9 36 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 570 76 1
"1101" "exp1" 9 37 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1007 30 1
"1101" "exp1" 9 38 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 566 63 1
"1101" "exp1" 9 39 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 533 0 0
"1101" "exp1" 9 40 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 1 486 17 1
"1101" "exp1" 9 41 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 459 76 1
"1101" "exp1" 9 42 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 2 939 0 0
"1101" "exp1" 9 43 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 1 692 24 1
"1101" "exp1" 9 44 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 503 0 0
"1101" "exp1" 9 45 "graphed-probability" "pro-prob" 60 40 47 54 60 40 45 55 2 966 0 0
"1101" "exp1" 9 46 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 503 0 0
"1101" "exp1" 9 47 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 484 30 1
"1101" "exp1" 9 48 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 895 0 0
"1101" "exp1" 9 49 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 2 516 83 1
"1101" "exp1" 9 50 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 1 566 23 1
"1101" "exp1" 9 51 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 2 904 75 1
"1101" "exp1" 9 52 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1360 60 1
"1101" "exp1" 9 53 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 959 60 1
"1101" "exp1" 9 54 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 507 0 0
"1101" "exp1" 9 55 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 2 1145 0 0
"1101" "exp1" 9 56 "graphed-probability" "congruent" 60 40 64 33 60 40 65 35 1 569 0 0
"1101" "exp1" 9 57 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 603 20 1
"1101" "exp1" 9 58 "graphed-probability" "pro-out" 60 40 15 86 60 40 15 85 1 600 15 1
"1101" "exp1" 9 59 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 774 30 1
"1101" "exp1" 9 60 "graphed-probability" "pro-out" 70 30 26 77 70 30 25 75 1 606 26 1
"1101" "exp1" 10 1 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 703 0 0
"1101" "exp1" 10 2 "graphed-probability" "pro-prob" 60 40 44 54 60 40 45 55 2 736 0 0
"1101" "exp1" 10 3 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 559 47 1
"1101" "exp1" 10 4 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 1 641 27 1
"1101" "exp1" 10 5 "graphed-probability" "congruent" 70 30 77 26 70 30 75 25 1 866 77 1
"1101" "exp1" 10 6 "graphed-probability" "pro-out" 60 40 37 65 60 40 35 65 2 968 65 1
"1101" "exp1" 10 7 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 451 73 1
"1101" "exp1" 10 8 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 2 640 83 1
"1101" "exp1" 10 9 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1000 0 0
"1101" "exp1" 10 10 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 2 1647 0 0
"1101" "exp1" 10 11 "graphed-probability" "congruent" 80 20 76 24 80 20 75 25 1 506 76 1
"1101" "exp1" 10 12 "graphed-probability" "pro-out" 80 20 15 83 80 20 15 85 1 1384 0 0
"1101" "exp1" 10 13 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 2 1081 53 1
"1101" "exp1" 10 14 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 604 65 1
"1101" "exp1" 10 15 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 1 500 67 1
"1101" "exp1" 10 16 "graphed-probability" "congruent" 60 40 65 36 60 40 65 35 1 593 0 0
"1101" "exp1" 10 17 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 2 705 0 0
"1101" "exp1" 10 18 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 2 640 0 0
"1101" "exp1" 10 19 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 1 936 76 1
"1101" "exp1" 10 20 "graphed-probability" "congruent" 70 30 66 34 70 30 65 35 1 496 66 1
"1101" "exp1" 10 21 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 1 830 14 1
"1101" "exp1" 10 22 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 2 671 0 0
"1101" "exp1" 10 23 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 969 30 1
"1101" "exp1" 10 24 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1224 60 1
"1101" "exp1" 10 25 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 693 20 1
"1101" "exp1" 10 26 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 457 77 1
"1101" "exp1" 10 27 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 510 76 1
"1101" "exp1" 10 28 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 492 0 0
"1101" "exp1" 10 29 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 2 1440 0 0
"1101" "exp1" 10 30 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 948 67 1
"1101" "exp1" 10 31 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 1 985 16 1
"1101" "exp1" 10 32 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 691 0 0
"1101" "exp1" 10 33 "graphed-probability" "pro-prob" 70 30 36 63 70 30 35 65 1 569 36 1
"1101" "exp1" 10 34 "graphed-probability" "pro-out" 60 40 13 83 60 40 15 85 2 924 0 0
"1101" "exp1" 10 35 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 752 47 1
"1101" "exp1" 10 36 "graphed-probability" "pro-out" 60 40 37 65 60 40 35 65 2 953 65 1
"1101" "exp1" 10 37 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 514 0 0
"1101" "exp1" 10 38 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 688 60 1
"1101" "exp1" 10 39 "graphed-probability" "congruent" 60 40 65 36 60 40 65 35 1 655 65 1
"1101" "exp1" 10 40 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 1 1211 26 1
"1101" "exp1" 10 41 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 609 20 1
"1101" "exp1" 10 42 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 1 934 0 0
"1101" "exp1" 10 43 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1203 60 1
"1101" "exp1" 10 44 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 1 1127 25 1
"1101" "exp1" 10 45 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 584 74 1
"1101" "exp1" 10 46 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 607 33 1
"1101" "exp1" 10 47 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 2 967 0 0
"1101" "exp1" 10 48 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 1 689 43 1
"1101" "exp1" 10 49 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 799 20 1
"1101" "exp1" 10 50 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 1 535 26 1
"1101" "exp1" 10 51 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 1 593 0 0
"1101" "exp1" 10 52 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 2 827 0 0
"1101" "exp1" 10 53 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 1 646 14 1
"1101" "exp1" 10 54 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 493 30 1
"1101" "exp1" 10 55 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 2 800 85 1
"1101" "exp1" 10 56 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 1 863 0 0
"1101" "exp1" 10 57 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 1 750 27 1
"1101" "exp1" 10 58 "graphed-probability" "pro-prob" 80 20 43 54 80 20 45 55 1 857 0 0
"1101" "exp1" 10 59 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 636 30 1
"1101" "exp1" 10 60 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 398 20 1
"1101" "exp1" 11 1 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 448 74 1
"1101" "exp1" 11 2 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 628 30 1
"1101" "exp1" 11 3 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 634 0 0
"1101" "exp1" 11 4 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 1 860 25 1
"1101" "exp1" 11 5 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 499 73 1
"1101" "exp1" 11 6 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 699 65 1
"1101" "exp1" 11 7 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 2 681 84 1
"1101" "exp1" 11 8 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 1 1270 0 0
"1101" "exp1" 11 9 "graphed-probability" "congruent" 60 40 64 34 60 40 65 35 1 565 0 0
"1101" "exp1" 11 10 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 580 66 1
"1101" "exp1" 11 11 "graphed-probability" "pro-out" 60 40 36 63 60 40 35 65 2 902 0 0
"1101" "exp1" 11 12 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 1 916 14 1
"1101" "exp1" 11 13 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 2 987 0 0
"1101" "exp1" 11 14 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 1 905 27 1
"1101" "exp1" 11 15 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 786 47 1
"1101" "exp1" 11 16 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 1 1359 33 1
"1101" "exp1" 11 17 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 1 646 43 1
"1101" "exp1" 11 18 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 545 0 0
"1101" "exp1" 11 19 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 512 74 1
"1101" "exp1" 11 20 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 2 924 0 0
"1101" "exp1" 11 21 "graphed-probability" "pro-prob" 80 20 43 56 80 20 45 55 1 559 43 1
"1101" "exp1" 11 22 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 1 1467 0 0
"1101" "exp1" 11 23 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 552 64 1
"1101" "exp1" 11 24 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 2 1019 0 0
"1101" "exp1" 11 25 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 664 0 0
"1101" "exp1" 11 26 "graphed-probability" "pro-out" 60 40 34 66 60 40 35 65 2 686 66 1
"1101" "exp1" 11 27 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1020 60 1
"1101" "exp1" 11 28 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 2 895 0 0
"1101" "exp1" 11 29 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 1 549 24 1
"1101" "exp1" 11 30 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 815 73 1
"1101" "exp1" 11 31 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 1133 37 1
"1101" "exp1" 11 32 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 1 528 13 1
"1101" "exp1" 11 33 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 584 73 1
"1101" "exp1" 11 34 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 480 75 1
"1101" "exp1" 11 35 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 2 942 83 1
"1101" "exp1" 11 36 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 2 752 87 1
"1101" "exp1" 11 37 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 665 0 0
"1101" "exp1" 11 38 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 1 959 14 1
"1101" "exp1" 11 39 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 559 20 1
"1101" "exp1" 11 40 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 1 473 27 1
"1101" "exp1" 11 41 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 489 35 1
"1101" "exp1" 11 42 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 767 24 1
"1101" "exp1" 11 43 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 522 0 0
"1101" "exp1" 11 44 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1012 0 0
"1101" "exp1" 11 45 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 545 30 1
"1101" "exp1" 11 46 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 998 60 1
"1101" "exp1" 11 47 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 574 20 1
"1101" "exp1" 11 48 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1127 30 1
"1101" "exp1" 11 49 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 1 510 0 0
"1101" "exp1" 11 50 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 637 0 0
"1101" "exp1" 11 51 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 1 1515 27 1
"1101" "exp1" 11 52 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 1 559 0 0
"1101" "exp1" 11 53 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 806 45 1
"1101" "exp1" 11 54 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 825 30 1
"1101" "exp1" 11 55 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 1 532 0 0
"1101" "exp1" 11 56 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 503 0 0
"1101" "exp1" 11 57 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 518 77 1
"1101" "exp1" 11 58 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 2 807 83 1
"1101" "exp1" 11 59 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 824 60 1
"1101" "exp1" 11 60 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 498 73 1
"1101" "exp1" 12 1 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 1 739 0 0
"1101" "exp1" 12 2 "graphed-probability" "pro-prob" 60 40 47 54 60 40 45 55 2 762 54 1
"1101" "exp1" 12 3 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 882 30 1
"1101" "exp1" 12 4 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 498 0 0
"1101" "exp1" 12 5 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 485 20 1
"1101" "exp1" 12 6 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 2 647 65 1
"1101" "exp1" 12 7 "graphed-probability" "pro-prob" 80 20 44 55 80 20 45 55 1 1241 44 1
"1101" "exp1" 12 8 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 1 989 27 1
"1101" "exp1" 12 9 "graphed-probability" "pro-out" 60 40 13 83 60 40 15 85 2 781 83 1
"1101" "exp1" 12 10 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 634 30 1
"1101" "exp1" 12 11 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 492 77 1
"1101" "exp1" 12 12 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 853 24 1
"1101" "exp1" 12 13 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 728 0 0
"1101" "exp1" 12 14 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 2 807 0 0
"1101" "exp1" 12 15 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 2 686 65 1
"1101" "exp1" 12 16 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 2 915 56 1
"1101" "exp1" 12 17 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 1 678 14 1
"1101" "exp1" 12 18 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 929 60 1
"1101" "exp1" 12 19 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 2 923 0 0
"1101" "exp1" 12 20 "graphed-probability" "congruent" 80 20 77 24 80 20 75 25 1 569 0 0
"1101" "exp1" 12 21 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 2 951 63 1
"1101" "exp1" 12 22 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 1 1631 0 0
"1101" "exp1" 12 23 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 1 540 27 1
"1101" "exp1" 12 24 "graphed-probability" "pro-prob" 70 30 36 66 70 30 35 65 1 852 0 0
"1101" "exp1" 12 25 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1359 0 0
"1101" "exp1" 12 26 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 602 74 1
"1101" "exp1" 12 27 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 628 65 1
"1101" "exp1" 12 28 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 562 74 1
"1101" "exp1" 12 29 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 522 20 1
"1101" "exp1" 12 30 "graphed-probability" "congruent" 70 30 63 37 70 30 65 35 1 465 0 0
"1101" "exp1" 12 31 "graphed-probability" "pro-prob" 80 20 43 56 80 20 45 55 1 808 43 1
"1101" "exp1" 12 32 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 2 700 0 0
"1101" "exp1" 12 33 "graphed-probability" "pro-out" 80 20 16 85 80 20 15 85 1 474 0 0
"1101" "exp1" 12 34 "graphed-probability" "pro-out" 70 30 27 77 70 30 25 75 1 1260 27 1
"1101" "exp1" 12 35 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 843 0 0
"1101" "exp1" 12 36 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 574 46 1
"1101" "exp1" 12 37 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 574 30 1
"1101" "exp1" 12 38 "graphed-probability" "congruent" 80 20 74 26 80 20 75 25 1 446 0 0
"1101" "exp1" 12 39 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 470 20 1
"1101" "exp1" 12 40 "graphed-probability" "pro-prob" 80 20 43 54 80 20 45 55 1 485 43 1
"1101" "exp1" 12 41 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 525 0 0
"1101" "exp1" 12 42 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 482 0 0
"1101" "exp1" 12 43 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 985 0 0
"1101" "exp1" 12 44 "graphed-probability" "pro-out" 60 40 15 87 60 40 15 85 2 726 87 1
"1101" "exp1" 12 45 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 589 75 1
"1101" "exp1" 12 46 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 2 1207 0 0
"1101" "exp1" 12 47 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 1 570 17 1
"1101" "exp1" 12 48 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 504 64 1
"1101" "exp1" 12 49 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 1 438 27 1
"1101" "exp1" 12 50 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 494 0 0
"1101" "exp1" 12 51 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 623 25 1
"1101" "exp1" 12 52 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 488 20 1
"1101" "exp1" 12 53 "graphed-probability" "pro-out" 60 40 35 66 60 40 35 65 2 850 66 1
"1101" "exp1" 12 54 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 661 0 0
"1101" "exp1" 12 55 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 1 494 13 1
"1101" "exp1" 12 56 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 1 518 23 1
"1101" "exp1" 12 57 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 503 0 0
"1101" "exp1" 12 58 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 556 67 1
"1101" "exp1" 12 59 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 536 0 0
"1101" "exp1" 12 60 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 1 520 0 0
"1101" "exp1" 13 1 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 2 609 0 0
"1101" "exp1" 13 2 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 589 67 1
"1101" "exp1" 13 3 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 2 772 0 0
"1101" "exp1" 13 4 "graphed-probability" "pro-prob" 80 20 44 55 80 20 45 55 1 474 44 1
"1101" "exp1" 13 5 "graphed-probability" "congruent" 80 20 76 25 80 20 75 25 1 490 76 1
"1101" "exp1" 13 6 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 1 411 13 1
"1101" "exp1" 13 7 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 1 554 0 0
"1101" "exp1" 13 8 "graphed-probability" "congruent" 60 40 64 33 60 40 65 35 1 706 0 0
"1101" "exp1" 13 9 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 2 1203 0 0
"1101" "exp1" 13 10 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 700 0 0
"1101" "exp1" 13 11 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 786 0 0
"1101" "exp1" 13 12 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 2 947 0 0
"1101" "exp1" 13 13 "graphed-probability" "congruent" 60 40 64 37 60 40 65 35 1 774 64 1
"1101" "exp1" 13 14 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 743 20 1
"1101" "exp1" 13 15 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 1 600 76 1
"1101" "exp1" 13 16 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 562 24 1
"1101" "exp1" 13 17 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 1 577 24 1
"1101" "exp1" 13 18 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 2 728 0 0
"1101" "exp1" 13 19 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 1 484 14 1
"1101" "exp1" 13 20 "graphed-probability" "pro-out" 60 40 14 83 60 40 15 85 2 623 83 1
"1101" "exp1" 13 21 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 602 63 1
"1101" "exp1" 13 22 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 1 518 26 1
"1101" "exp1" 13 23 "graphed-probability" "pro-out" 80 20 13 84 80 20 15 85 1 511 13 1
"1101" "exp1" 13 24 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 610 20 1
"1101" "exp1" 13 25 "graphed-probability" "pro-out" 70 30 26 77 70 30 25 75 1 502 0 0
"1101" "exp1" 13 26 "graphed-probability" "pro-out" 60 40 13 85 60 40 15 85 2 1000 0 0
"1101" "exp1" 13 27 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 1 839 0 0
"1101" "exp1" 13 28 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 591 75 1
"1101" "exp1" 13 29 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 461 30 1
"1101" "exp1" 13 30 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 484 40 1
"1101" "exp1" 13 31 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 2 1280 0 0
"1101" "exp1" 13 32 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1580 60 1
"1101" "exp1" 13 33 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 1 875 0 0
"1101" "exp1" 13 34 "graphed-probability" "congruent" 70 30 77 24 70 30 75 25 2 758 24 1
"1101" "exp1" 13 35 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 1 1994 33 1
"1101" "exp1" 13 36 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 1 1656 24 1
"1101" "exp1" 13 37 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 487 20 1
"1101" "exp1" 13 38 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1050 30 1
"1101" "exp1" 13 39 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 592 73 1
"1101" "exp1" 13 40 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 1006 0 0
"1101" "exp1" 13 41 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 1 1025 34 1
"1101" "exp1" 13 42 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 2 936 0 0
"1101" "exp1" 13 43 "graphed-probability" "congruent" 70 30 64 35 70 30 65 35 1 590 64 1
"1101" "exp1" 13 44 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 555 0 0
"1101" "exp1" 13 45 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 665 30 1
"1101" "exp1" 13 46 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 2 1443 0 0
"1101" "exp1" 13 47 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 566 73 1
"1101" "exp1" 13 48 "graphed-probability" "congruent" 70 30 77 24 70 30 75 25 1 523 77 1
"1101" "exp1" 13 49 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 1 646 43 1
"1101" "exp1" 13 50 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 1 496 27 1
"1101" "exp1" 13 51 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 1 535 35 1
"1101" "exp1" 13 52 "graphed-probability" "congruent" 60 40 64 33 60 40 65 35 1 819 64 1
"1101" "exp1" 13 53 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 2 751 0 0
"1101" "exp1" 13 54 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 937 30 1
"1101" "exp1" 13 55 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 1 625 0 0
"1101" "exp1" 13 56 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 536 0 0
"1101" "exp1" 13 57 "graphed-probability" "congruent" 80 20 77 25 80 20 75 25 1 479 77 1
"1101" "exp1" 13 58 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 501 20 1
"1101" "exp1" 13 59 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 491 63 1
"1101" "exp1" 13 60 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 1 752 0 0
"1101" "exp1" 14 1 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 1 633 0 0
"1101" "exp1" 14 2 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 1 448 27 1
"1101" "exp1" 14 3 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 2 1233 55 1
"1101" "exp1" 14 4 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 1 698 34 1
"1101" "exp1" 14 5 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 707 0 0
"1101" "exp1" 14 6 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 1 618 33 1
"1101" "exp1" 14 7 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 1 854 46 1
"1101" "exp1" 14 8 "graphed-probability" "pro-out" 70 30 25 77 70 30 25 75 1 647 0 0
"1101" "exp1" 14 9 "graphed-probability" "pro-out" 60 40 35 67 60 40 35 65 1 1296 0 0
"1101" "exp1" 14 10 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 561 73 1
"1101" "exp1" 14 11 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 468 24 1
"1101" "exp1" 14 12 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 757 75 1
"1101" "exp1" 14 13 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 2 1020 53 1
"1101" "exp1" 14 14 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 618 20 1
"1101" "exp1" 14 15 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 480 74 1
"1101" "exp1" 14 16 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 2 1062 0 0
"1101" "exp1" 14 17 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1082 60 1
"1101" "exp1" 14 18 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 725 60 1
"1101" "exp1" 14 19 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 539 64 1
"1101" "exp1" 14 20 "graphed-probability" "pro-out" 60 40 15 86 60 40 15 85 2 813 0 0
"1101" "exp1" 14 21 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 468 73 1
"1101" "exp1" 14 22 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 499 64 1
"1101" "exp1" 14 23 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 445 0 0
"1101" "exp1" 14 24 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 508 20 1
"1101" "exp1" 14 25 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1139 30 1
"1101" "exp1" 14 26 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 853 0 0
"1101" "exp1" 14 27 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 1 636 16 1
"1101" "exp1" 14 28 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 1 847 0 0
"1101" "exp1" 14 29 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 1 1185 0 0
"1101" "exp1" 14 30 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 468 30 1
"1101" "exp1" 14 31 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 1 931 24 1
"1101" "exp1" 14 32 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 517 20 1
"1101" "exp1" 14 33 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 466 47 1
"1101" "exp1" 14 34 "graphed-probability" "congruent" 70 30 77 26 70 30 75 25 1 494 77 1
"1101" "exp1" 14 35 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 1 525 17 1
"1101" "exp1" 14 36 "graphed-probability" "pro-out" 80 20 16 85 80 20 15 85 1 688 16 1
"1101" "exp1" 14 37 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 1 503 0 0
"1101" "exp1" 14 38 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 617 30 1
"1101" "exp1" 14 39 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 2 960 0 0
"1101" "exp1" 14 40 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 535 0 0
"1101" "exp1" 14 41 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 776 0 0
"1101" "exp1" 14 42 "graphed-probability" "pro-prob" 80 20 23 75 80 20 25 75 1 598 23 1
"1101" "exp1" 14 43 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 567 25 1
"1101" "exp1" 14 44 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 672 0 0
"1101" "exp1" 14 45 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 2 604 86 1
"1101" "exp1" 14 46 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 594 77 1
"1101" "exp1" 14 47 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 697 60 1
"1101" "exp1" 14 48 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 622 47 1
"1101" "exp1" 14 49 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 2 644 0 0
"1101" "exp1" 14 50 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 858 0 0
"1101" "exp1" 14 51 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 2 596 0 0
"1101" "exp1" 14 52 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 1 642 0 0
"1101" "exp1" 14 53 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 1 577 0 0
"1101" "exp1" 14 54 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 506 76 1
"1101" "exp1" 14 55 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 966 63 1
"1101" "exp1" 14 56 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 1 877 0 0
"1101" "exp1" 14 57 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 1 594 0 0
"1101" "exp1" 14 58 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 1 877 26 1
"1101" "exp1" 14 59 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 497 30 1
"1101" "exp1" 14 60 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 456 0 0
"1101" "exp1" 15 1 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 587 0 0
"1101" "exp1" 15 2 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 671 30 1
"1101" "exp1" 15 3 "graphed-probability" "congruent" 70 30 77 24 70 30 75 25 1 513 0 0
"1101" "exp1" 15 4 "graphed-probability" "congruent" 60 40 63 35 60 40 65 35 1 539 63 1
"1101" "exp1" 15 5 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 479 47 1
"1101" "exp1" 15 6 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 1 488 45 1
"1101" "exp1" 15 7 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 2 1132 0 0
"1101" "exp1" 15 8 "graphed-probability" "pro-prob" 60 40 47 55 60 40 45 55 1 672 0 0
"1101" "exp1" 15 9 "graphed-probability" "pro-out" 60 40 36 64 60 40 35 65 2 1193 64 1
"1101" "exp1" 15 10 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 644 0 0
"1101" "exp1" 15 11 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 524 67 1
"1101" "exp1" 15 12 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 386 20 1
"1101" "exp1" 15 13 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 569 30 1
"1101" "exp1" 15 14 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 1 413 27 1
"1101" "exp1" 15 15 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 503 34 1
"1101" "exp1" 15 16 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 449 74 1
"1101" "exp1" 15 17 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 731 0 0
"1101" "exp1" 15 18 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 2 648 83 1
"1101" "exp1" 15 19 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 507 76 1
"1101" "exp1" 15 20 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 2 1421 0 0
"1101" "exp1" 15 21 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 627 0 0
"1101" "exp1" 15 22 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 1 537 13 1
"1101" "exp1" 15 23 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 472 20 1
"1101" "exp1" 15 24 "graphed-probability" "pro-out" 80 20 13 84 80 20 15 85 1 432 13 1
"1101" "exp1" 15 25 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 1 629 26 1
"1101" "exp1" 15 26 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 492 20 1
"1101" "exp1" 15 27 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 440 44 1
"1101" "exp1" 15 28 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 1 1043 0 0
"1101" "exp1" 15 29 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 554 74 1
"1101" "exp1" 15 30 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 470 0 0
"1101" "exp1" 15 31 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1286 30 1
"1101" "exp1" 15 32 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 2 688 63 1
"1101" "exp1" 15 33 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 1 688 23 1
"1101" "exp1" 15 34 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 619 44 1
"1101" "exp1" 15 35 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 865 13 1
"1101" "exp1" 15 36 "graphed-probability" "pro-out" 60 40 15 86 60 40 15 85 2 644 0 0
"1101" "exp1" 15 37 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 1 607 43 1
"1101" "exp1" 15 38 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 522 25 1
"1101" "exp1" 15 39 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 521 73 1
"1101" "exp1" 15 40 "graphed-probability" "pro-prob" 80 20 27 74 80 20 25 75 1 534 0 0
"1101" "exp1" 15 41 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 563 66 1
"1101" "exp1" 15 42 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 914 30 1
"1101" "exp1" 15 43 "graphed-probability" "pro-out" 60 40 14 83 60 40 15 85 2 698 83 1
"1101" "exp1" 15 44 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 584 77 1
"1101" "exp1" 15 45 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1361 60 1
"1101" "exp1" 15 46 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 1 527 27 1
"1101" "exp1" 15 47 "graphed-probability" "congruent" 70 30 66 34 70 30 65 35 1 546 0 0
"1101" "exp1" 15 48 "graphed-probability" "congruent" 80 20 75 25 80 20 75 25 1 655 75 1
"1101" "exp1" 15 49 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 2 947 57 1
"1101" "exp1" 15 50 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1014 0 0
"1101" "exp1" 15 51 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 676 0 0
"1101" "exp1" 15 52 "graphed-probability" "pro-prob" 70 30 37 63 70 30 35 65 1 1052 37 1
"1101" "exp1" 15 53 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 679 63 1
"1101" "exp1" 15 54 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 466 0 0
"1101" "exp1" 15 55 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 509 64 1
"1101" "exp1" 15 56 "graphed-probability" "pro-prob" 70 30 36 66 70 30 35 65 1 494 36 1
"1101" "exp1" 15 57 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 1 488 16 1
"1101" "exp1" 15 58 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 1 516 0 0
"1101" "exp1" 15 59 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 2 638 63 1
"1101" "exp1" 15 60 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 1 928 0 0
"1101" "exp1" 16 1 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 570 20 1
"1101" "exp1" 16 2 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 846 87 1
"1101" "exp1" 16 3 "graphed-probability" "pro-out" 80 20 16 85 80 20 15 85 1 433 16 1
"1101" "exp1" 16 4 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 851 30 1
"1101" "exp1" 16 5 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 464 63 1
"1101" "exp1" 16 6 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1045 30 1
"1101" "exp1" 16 7 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 445 20 1
"1101" "exp1" 16 8 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 1 428 16 1
"1101" "exp1" 16 9 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 628 0 0
"1101" "exp1" 16 10 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 469 20 1
"1101" "exp1" 16 11 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 417 24 1
"1101" "exp1" 16 12 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 1 499 0 0
"1101" "exp1" 16 13 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 602 0 0
"1101" "exp1" 16 14 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 481 76 1
"1101" "exp1" 16 15 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1052 30 1
"1101" "exp1" 16 16 "graphed-probability" "congruent" 70 30 66 37 70 30 65 35 1 560 66 1
"1101" "exp1" 16 17 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1012 60 1
"1101" "exp1" 16 18 "graphed-probability" "pro-prob" 70 30 34 66 70 30 35 65 1 643 34 1
"1101" "exp1" 16 19 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 445 25 1
"1101" "exp1" 16 20 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 1 654 27 1
"1101" "exp1" 16 21 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 550 20 1
"1101" "exp1" 16 22 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 1 574 24 1
"1101" "exp1" 16 23 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 2 634 87 1
"1101" "exp1" 16 24 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 433 66 1
"1101" "exp1" 16 25 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 489 75 1
"1101" "exp1" 16 26 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 1 1272 46 1
"1101" "exp1" 16 27 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 458 0 0
"1101" "exp1" 16 28 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 555 46 1
"1101" "exp1" 16 29 "graphed-probability" "pro-out" 60 40 34 66 60 40 35 65 2 815 66 1
"1101" "exp1" 16 30 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 2 840 63 1
"1101" "exp1" 16 31 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 662 60 1
"1101" "exp1" 16 32 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 818 45 1
"1101" "exp1" 16 33 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 811 77 1
"1101" "exp1" 16 34 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 1 625 0 0
"1101" "exp1" 16 35 "graphed-probability" "congruent" 70 30 64 35 70 30 65 35 1 501 64 1
"1101" "exp1" 16 36 "graphed-probability" "pro-out" 60 40 15 87 60 40 15 85 2 978 0 0
"1101" "exp1" 16 37 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 550 77 1
"1101" "exp1" 16 38 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 469 75 1
"1101" "exp1" 16 39 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 2 946 0 0
"1101" "exp1" 16 40 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1013 30 1
"1101" "exp1" 16 41 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 677 0 0
"1101" "exp1" 16 42 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 546 74 1
"1101" "exp1" 16 43 "graphed-probability" "pro-out" 60 40 34 66 60 40 35 65 2 753 66 1
"1101" "exp1" 16 44 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 1 563 0 0
"1101" "exp1" 16 45 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 1 1356 0 0
"1101" "exp1" 16 46 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 2 1376 56 1
"1101" "exp1" 16 47 "graphed-probability" "pro-out" 60 40 36 64 60 40 35 65 2 1138 0 0
"1101" "exp1" 16 48 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 1 600 16 1
"1101" "exp1" 16 49 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 639 0 0
"1101" "exp1" 16 50 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 1 1158 26 1
"1101" "exp1" 16 51 "graphed-probability" "pro-prob" 80 20 27 74 80 20 25 75 1 1059 27 1
"1101" "exp1" 16 52 "graphed-probability" "pro-prob" 80 20 43 56 80 20 45 55 1 642 43 1
"1101" "exp1" 16 53 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 1692 36 1
"1101" "exp1" 16 54 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 975 75 1
"1101" "exp1" 16 55 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 1 896 26 1
"1101" "exp1" 16 56 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 702 0 0
"1101" "exp1" 16 57 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 482 0 0
"1101" "exp1" 16 58 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 1 1129 0 0
"1101" "exp1" 16 59 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 470 43 1
"1101" "exp1" 16 60 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 1 467 0 0
"1101" "exp1" 17 1 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 582 0 0
"1101" "exp1" 17 2 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 848 30 1
"1101" "exp1" 17 3 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 676 84 1
"1101" "exp1" 17 4 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 498 30 1
"1101" "exp1" 17 5 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 1 451 15 1
"1101" "exp1" 17 6 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 520 30 1
"1101" "exp1" 17 7 "graphed-probability" "congruent" 70 30 63 37 70 30 65 35 1 460 63 1
"1101" "exp1" 17 8 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 760 0 0
"1101" "exp1" 17 9 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 1 529 25 1
"1101" "exp1" 17 10 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 792 0 0
"1101" "exp1" 17 11 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 1 459 0 0
"1101" "exp1" 17 12 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 730 73 1
"1101" "exp1" 17 13 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 2 686 83 1
"1101" "exp1" 17 14 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 494 67 1
"1101" "exp1" 17 15 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 775 0 0
"1101" "exp1" 17 16 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 588 47 1
"1101" "exp1" 17 17 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 489 73 1
"1101" "exp1" 17 18 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 460 0 0
"1101" "exp1" 17 19 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 2 785 56 1
"1101" "exp1" 17 20 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 2 1003 0 0
"1101" "exp1" 17 21 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 548 73 1
"1101" "exp1" 17 22 "graphed-probability" "pro-prob" 80 20 25 74 80 20 25 75 1 404 25 1
"1101" "exp1" 17 23 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 485 20 1
"1101" "exp1" 17 24 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 969 65 1
"1101" "exp1" 17 25 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 2 953 54 1
"1101" "exp1" 17 26 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 473 76 1
"1101" "exp1" 17 27 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 2 753 0 0
"1101" "exp1" 17 28 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 671 60 1
"1101" "exp1" 17 29 "graphed-probability" "pro-prob" 80 20 23 75 80 20 25 75 1 744 23 1
"1101" "exp1" 17 30 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 523 20 1
"1101" "exp1" 17 31 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 580 0 0
"1101" "exp1" 17 32 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 2 587 84 1
"1101" "exp1" 17 33 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 641 0 0
"1101" "exp1" 17 34 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 1 633 26 1
"1101" "exp1" 17 35 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 591 0 0
"1101" "exp1" 17 36 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 1 445 24 1
"1101" "exp1" 17 37 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 512 74 1
"1101" "exp1" 17 38 "graphed-probability" "pro-prob" 80 20 27 74 80 20 25 75 1 573 27 1
"1101" "exp1" 17 39 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 638 0 0
"1101" "exp1" 17 40 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 1 531 16 1
"1101" "exp1" 17 41 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 461 0 0
"1101" "exp1" 17 42 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 1 607 37 1
"1101" "exp1" 17 43 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 490 47 1
"1101" "exp1" 17 44 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 2 900 55 1
"1101" "exp1" 17 45 "graphed-probability" "pro-out" 60 40 37 67 60 40 35 65 2 624 67 1
"1101" "exp1" 17 46 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 1 483 46 1
"1101" "exp1" 17 47 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 584 0 0
"1101" "exp1" 17 48 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 473 47 1
"1101" "exp1" 17 49 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 1 658 17 1
"1101" "exp1" 17 50 "graphed-probability" "congruent" 60 40 63 33 60 40 65 35 1 549 0 0
"1101" "exp1" 17 51 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 516 67 1
"1101" "exp1" 17 52 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 2 516 0 0
"1101" "exp1" 17 53 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 1 510 43 1
"1101" "exp1" 17 54 "graphed-probability" "pro-out" 60 40 35 67 60 40 35 65 2 934 0 0
"1101" "exp1" 17 55 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 502 63 1
"1101" "exp1" 17 56 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 482 64 1
"1101" "exp1" 17 57 "graphed-probability" "congruent" 80 20 76 24 80 20 75 25 1 766 76 1
"1101" "exp1" 17 58 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 2 931 66 1
"1101" "exp1" 17 59 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 1 661 33 1
"1101" "exp1" 17 60 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 1 707 13 1
"1101" "exp1" 18 1 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 2 819 0 0
"1101" "exp1" 18 2 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 2 638 0 0
"1101" "exp1" 18 3 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 445 65 1
"1101" "exp1" 18 4 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 442 64 1
"1101" "exp1" 18 5 "graphed-probability" "pro-prob" 80 20 27 74 80 20 25 75 1 469 27 1
"1101" "exp1" 18 6 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 862 67 1
"1101" "exp1" 18 7 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 1 533 37 1
"1101" "exp1" 18 8 "graphed-probability" "congruent" 80 20 73 27 80 20 75 25 1 450 73 1
"1101" "exp1" 18 9 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 2 671 63 1
"1101" "exp1" 18 10 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 1 581 45 1
"1101" "exp1" 18 11 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 2 1090 0 0
"1101" "exp1" 18 12 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 730 0 0
"1101" "exp1" 18 13 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 1 433 0 0
"1101" "exp1" 18 14 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 819 34 1
"1101" "exp1" 18 15 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 1 507 43 1
"1101" "exp1" 18 16 "graphed-probability" "congruent" 80 20 75 25 80 20 75 25 1 479 75 1
"1101" "exp1" 18 17 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 550 24 1
"1101" "exp1" 18 18 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 429 23 1
"1101" "exp1" 18 19 "graphed-probability" "pro-out" 70 30 25 77 70 30 25 75 1 723 25 1
"1101" "exp1" 18 20 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 731 73 1
"1101" "exp1" 18 21 "graphed-probability" "pro-out" 70 30 27 77 70 30 25 75 1 831 27 1
"1101" "exp1" 18 22 "graphed-probability" "congruent" 80 20 73 27 80 20 75 25 1 705 73 1
"1101" "exp1" 18 23 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 1 724 17 1
"1101" "exp1" 18 24 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 2 939 0 0
"1101" "exp1" 18 25 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 1108 13 1
"1101" "exp1" 18 26 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 2 906 0 0
"1101" "exp1" 18 27 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 1 496 24 1
"1101" "exp1" 18 28 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 497 74 1
"1101" "exp1" 18 29 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 526 20 1
"1101" "exp1" 18 30 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 517 45 1
"1101" "exp1" 18 31 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 518 63 1
"1101" "exp1" 18 32 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 494 20 1
"1101" "exp1" 18 33 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 644 30 1
"1101" "exp1" 18 34 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 2 739 64 1
"1101" "exp1" 18 35 "graphed-probability" "pro-prob" 70 30 36 66 70 30 35 65 1 465 36 1
"1101" "exp1" 18 36 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1013 0 0
"1101" "exp1" 18 37 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 2 1105 64 1
"1101" "exp1" 18 38 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 1 617 0 0
"1101" "exp1" 18 39 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 697 60 1
"1101" "exp1" 18 40 "graphed-probability" "pro-out" 80 20 13 84 80 20 15 85 1 447 13 1
"1101" "exp1" 18 41 "graphed-probability" "congruent" 70 30 77 24 70 30 75 25 1 424 77 1
"1101" "exp1" 18 42 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 526 20 1
"1101" "exp1" 18 43 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 1 477 17 1
"1101" "exp1" 18 44 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 645 30 1
"1101" "exp1" 18 45 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 646 63 1
"1101" "exp1" 18 46 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 458 75 1
"1101" "exp1" 18 47 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 466 30 1
"1101" "exp1" 18 48 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 1 551 26 1
"1101" "exp1" 18 49 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 597 0 0
"1101" "exp1" 18 50 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 2 647 85 1
"1101" "exp1" 18 51 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 456 30 1
"1101" "exp1" 18 52 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 1 714 36 1
"1101" "exp1" 18 53 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 484 76 1
"1101" "exp1" 18 54 "graphed-probability" "congruent" 70 30 64 35 70 30 65 35 1 490 0 0
"1101" "exp1" 18 55 "graphed-probability" "congruent" 60 40 67 33 60 40 65 35 1 803 67 1
"1101" "exp1" 18 56 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 491 0 0
"1101" "exp1" 18 57 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 766 20 1
"1101" "exp1" 18 58 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 887 60 1
"1101" "exp1" 18 59 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 1 1080 0 0
"1101" "exp1" 18 60 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 1 607 43 1
"1101" "exp1" 19 1 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 1 833 36 1
"1101" "exp1" 19 2 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 1 420 0 0
"1101" "exp1" 19 3 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 406 44 1
"1101" "exp1" 19 4 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 543 67 1
"1101" "exp1" 19 5 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 446 0 0
"1101" "exp1" 19 6 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 2 635 0 0
"1101" "exp1" 19 7 "graphed-probability" "congruent" 80 20 77 24 80 20 75 25 1 467 77 1
"1101" "exp1" 19 8 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 686 0 0
"1101" "exp1" 19 9 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 477 67 1
"1101" "exp1" 19 10 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 1 452 35 1
"1101" "exp1" 19 11 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 467 0 0
"1101" "exp1" 19 12 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 1 501 65 1
"1101" "exp1" 19 13 "graphed-probability" "congruent" 80 20 76 24 80 20 75 25 1 429 76 1
"1101" "exp1" 19 14 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 434 20 1
"1101" "exp1" 19 15 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 657 30 1
"1101" "exp1" 19 16 "graphed-probability" "pro-prob" 60 40 45 54 60 40 45 55 2 1478 54 1
"1101" "exp1" 19 17 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 581 0 0
"1101" "exp1" 19 18 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 632 30 1
"1101" "exp1" 19 19 "graphed-probability" "pro-out" 60 40 36 63 60 40 35 65 2 622 0 0
"1101" "exp1" 19 20 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 1 621 14 1
"1101" "exp1" 19 21 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 481 0 0
"1101" "exp1" 19 22 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 2 825 0 0
"1101" "exp1" 19 23 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 756 74 1
"1101" "exp1" 19 24 "graphed-probability" "congruent" 60 40 63 35 60 40 65 35 1 582 63 1
"1101" "exp1" 19 25 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 1 887 27 1
"1101" "exp1" 19 26 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 533 74 1
"1101" "exp1" 19 27 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 1 637 0 0
"1101" "exp1" 19 28 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 2 587 53 1
"1101" "exp1" 19 29 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 2 664 0 0
"1101" "exp1" 19 30 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 1 725 0 0
"1101" "exp1" 19 31 "graphed-probability" "pro-out" 60 40 15 87 60 40 15 85 2 688 87 1
"1101" "exp1" 19 32 "graphed-probability" "pro-out" 70 30 27 77 70 30 25 75 1 996 27 1
"1101" "exp1" 19 33 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 2 1129 57 1
"1101" "exp1" 19 34 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 480 24 1
"1101" "exp1" 19 35 "graphed-probability" "pro-prob" 80 20 45 56 80 20 45 55 1 518 45 1
"1101" "exp1" 19 36 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 440 73 1
"1101" "exp1" 19 37 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 492 77 1
"1101" "exp1" 19 38 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 2 663 84 1
"1101" "exp1" 19 39 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 1 763 14 1
"1101" "exp1" 19 40 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 1 595 0 0
"1101" "exp1" 19 41 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 639 44 1
"1101" "exp1" 19 42 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 467 0 0
"1101" "exp1" 19 43 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 1 470 27 1
"1101" "exp1" 19 44 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 2 597 84 1
"1101" "exp1" 19 45 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 675 20 1
"1101" "exp1" 19 46 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 485 30 1
"1101" "exp1" 19 47 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 1 474 43 1
"1101" "exp1" 19 48 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 497 23 1
"1101" "exp1" 19 49 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 1 558 24 1
"1101" "exp1" 19 50 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 1 459 0 0
"1101" "exp1" 19 51 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 735 0 0
"1101" "exp1" 19 52 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 445 64 1
"1101" "exp1" 19 53 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1087 40 1
"1101" "exp1" 19 54 "graphed-probability" "congruent" 60 40 65 35 60 40 65 35 1 796 65 1
"1101" "exp1" 19 55 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 655 20 1
"1101" "exp1" 19 56 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 2 905 66 1
"1101" "exp1" 19 57 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 481 24 1
"1101" "exp1" 19 58 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 802 0 0
"1101" "exp1" 19 59 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 520 0 0
"1101" "exp1" 19 60 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 837 0 0
"1101" "exp1" 20 1 "graphed-probability" "pro-prob" 80 20 44 55 80 20 45 55 1 465 0 0
"1101" "exp1" 20 2 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 660 20 1
"1101" "exp1" 20 3 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 1 442 25 1
"1101" "exp1" 20 4 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 434 67 1
"1101" "exp1" 20 5 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 816 20 1
"1101" "exp1" 20 6 "graphed-probability" "pro-out" 60 40 35 66 60 40 35 65 2 789 66 1
"1101" "exp1" 20 7 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 560 47 1
"1101" "exp1" 20 8 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 696 20 1
"1101" "exp1" 20 9 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 665 60 1
"1101" "exp1" 20 10 "graphed-probability" "pro-out" 60 40 36 63 60 40 35 65 2 669 63 1
"1101" "exp1" 20 11 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 583 63 1
"1101" "exp1" 20 12 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 734 0 0
"1101" "exp1" 20 13 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 647 30 1
"1101" "exp1" 20 14 "graphed-probability" "pro-out" 70 30 25 77 70 30 25 75 1 760 0 0
"1101" "exp1" 20 15 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1801 0 0
"1101" "exp1" 20 16 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 597 46 1
"1101" "exp1" 20 17 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 1 609 26 1
"1101" "exp1" 20 18 "graphed-probability" "pro-out" 60 40 35 66 60 40 35 65 2 693 66 1
"1101" "exp1" 20 19 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 484 76 1
"1101" "exp1" 20 20 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 470 75 1
"1101" "exp1" 20 21 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 584 67 1
"1101" "exp1" 20 22 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 1306 65 1
"1101" "exp1" 20 23 "graphed-probability" "congruent" 80 20 77 24 80 20 75 25 1 552 0 0
"1101" "exp1" 20 24 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 1 548 23 1
"1101" "exp1" 20 25 "graphed-probability" "pro-out" 60 40 14 83 60 40 15 85 2 842 0 0
"1101" "exp1" 20 26 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 605 30 1
"1101" "exp1" 20 27 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 459 65 1
"1101" "exp1" 20 28 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 2 1042 54 1
"1101" "exp1" 20 29 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 1 692 26 1
"1101" "exp1" 20 30 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 1 520 15 1
"1101" "exp1" 20 31 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 589 77 1
"1101" "exp1" 20 32 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 1 926 24 1
"1101" "exp1" 20 33 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 482 45 1
"1101" "exp1" 20 34 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 847 73 1
"1101" "exp1" 20 35 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 715 67 1
"1101" "exp1" 20 36 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 2 1103 0 0
"1101" "exp1" 20 37 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 1 904 0 0
"1101" "exp1" 20 38 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1713 0 0
"1101" "exp1" 20 39 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 598 35 1
"1101" "exp1" 20 40 "graphed-probability" "pro-prob" 70 30 36 63 70 30 35 65 1 1218 36 1
"1101" "exp1" 20 41 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 2 1065 55 1
"1101" "exp1" 20 42 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 938 0 0
"1101" "exp1" 20 43 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 1 796 16 1
"1101" "exp1" 20 44 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 1 402 16 1
"1101" "exp1" 20 45 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 1079 13 1
"1101" "exp1" 20 46 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 620 66 1
"1101" "exp1" 20 47 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 1 573 26 1
"1101" "exp1" 20 48 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 2 1011 0 0
"1101" "exp1" 20 49 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 2 747 0 0
"1101" "exp1" 20 50 "graphed-probability" "pro-out" 60 40 34 66 60 40 35 65 2 822 66 1
"1101" "exp1" 20 51 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 2 779 0 0
"1101" "exp1" 20 52 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 1 684 0 0
"1101" "exp1" 20 53 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 1 692 0 0
"1101" "exp1" 20 54 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 569 20 1
"1101" "exp1" 20 55 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 975 0 0
"1101" "exp1" 20 56 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 583 74 1
"1101" "exp1" 20 57 "graphed-probability" "congruent" 60 40 65 36 60 40 65 35 1 590 0 0
"1101" "exp1" 20 58 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 466 74 1
"1101" "exp1" 20 59 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 1 481 34 1
"1101" "exp1" 20 60 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 1 625 24 1
"1102" "exp1" 1 1 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 570 0 0
"1102" "exp1" 1 2 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 690 74 1
"1102" "exp1" 1 3 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 1 615 24 1
"1102" "exp1" 1 4 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 1 618 26 1
"1102" "exp1" 1 5 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 2 1097 0 0
"1102" "exp1" 1 6 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 602 77 1
"1102" "exp1" 1 7 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 1 848 46 1
"1102" "exp1" 1 8 "graphed-probability" "congruent" 60 40 65 35 60 40 65 35 1 570 65 1
"1102" "exp1" 1 9 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 2 1023 53 1
"1102" "exp1" 1 10 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 575 20 1
"1102" "exp1" 1 11 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 1 789 33 1
"1102" "exp1" 1 12 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 661 65 1
"1102" "exp1" 1 13 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 807 47 1
"1102" "exp1" 1 14 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 969 20 1
"1102" "exp1" 1 15 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 1 700 43 1
"1102" "exp1" 1 16 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 944 0 0
"1102" "exp1" 1 17 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1445 0 0
"1102" "exp1" 1 18 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 707 33 1
"1102" "exp1" 1 19 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 1 556 0 0
"1102" "exp1" 1 20 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 832 30 1
"1102" "exp1" 1 21 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 615 63 1
"1102" "exp1" 1 22 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 2 1445 0 0
"1102" "exp1" 1 23 "graphed-probability" "congruent" 80 20 76 24 80 20 75 25 1 740 76 1
"1102" "exp1" 1 24 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 943 73 1
"1102" "exp1" 1 25 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 2 856 67 1
"1102" "exp1" 1 26 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 1 963 24 1
"1102" "exp1" 1 27 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 1 664 0 0
"1102" "exp1" 1 28 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 763 30 1
"1102" "exp1" 1 29 "graphed-probability" "congruent" 60 40 63 35 60 40 65 35 1 823 0 0
"1102" "exp1" 1 30 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 594 0 0
"1102" "exp1" 1 31 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 726 67 1
"1102" "exp1" 1 32 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 805 65 1
"1102" "exp1" 1 33 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 1 709 37 1
"1102" "exp1" 1 34 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 1 533 0 0
"1102" "exp1" 1 35 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 470 65 1
"1102" "exp1" 1 36 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 1 849 43 1
"1102" "exp1" 1 37 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 2 1180 63 1
"1102" "exp1" 1 38 "graphed-probability" "pro-out" 60 40 14 83 60 40 15 85 2 1701 83 1
"1102" "exp1" 1 39 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 1 891 23 1
"1102" "exp1" 1 40 "graphed-probability" "pro-out" 60 40 35 66 60 40 35 65 1 1133 0 0
"1102" "exp1" 1 41 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 1 913 0 0
"1102" "exp1" 1 42 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1186 0 0
"1102" "exp1" 1 43 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 2 845 0 0
"1102" "exp1" 1 44 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 897 20 1
"1102" "exp1" 1 45 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 2 913 86 1
"1102" "exp1" 1 46 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 1007 0 0
"1102" "exp1" 1 47 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1217 30 1
"1102" "exp1" 1 48 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 2 1210 86 1
"1102" "exp1" 1 49 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 835 20 1
"1102" "exp1" 1 50 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 566 66 1
"1102" "exp1" 1 51 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 483 0 0
"1102" "exp1" 1 52 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 616 25 1
"1102" "exp1" 1 53 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 747 0 0
"1102" "exp1" 1 54 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 542 0 0
"1102" "exp1" 1 55 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 1 1072 43 1
"1102" "exp1" 1 56 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 1 752 45 1
"1102" "exp1" 1 57 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 2 986 0 0
"1102" "exp1" 1 58 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 1 618 27 1
"1102" "exp1" 1 59 "graphed-probability" "pro-prob" 60 40 47 54 60 40 45 55 1 609 47 1
"1102" "exp1" 1 60 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 1 673 15 1
"1102" "exp1" 2 1 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 1 497 37 1
"1102" "exp1" 2 2 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 435 20 1
"1102" "exp1" 2 3 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 1 471 47 1
"1102" "exp1" 2 4 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 1 419 13 1
"1102" "exp1" 2 5 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 475 20 1
"1102" "exp1" 2 6 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 402 77 1
"1102" "exp1" 2 7 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 1 554 0 0
"1102" "exp1" 2 8 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 1 448 46 1
"1102" "exp1" 2 9 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 469 45 1
"1102" "exp1" 2 10 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 1 436 14 1
"1102" "exp1" 2 11 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 1 425 33 1
"1102" "exp1" 2 12 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 572 0 0
"1102" "exp1" 2 13 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 480 0 0
"1102" "exp1" 2 14 "graphed-probability" "pro-out" 80 20 15 86 80 20 15 85 1 557 15 1
"1102" "exp1" 2 15 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 1 578 35 1
"1102" "exp1" 2 16 "graphed-probability" "pro-prob" 80 20 25 76 80 20 25 75 1 407 25 1
"1102" "exp1" 2 17 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 324 67 1
"1102" "exp1" 2 18 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 454 0 0
"1102" "exp1" 2 19 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 736 40 1
"1102" "exp1" 2 20 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 1 467 44 1
"1102" "exp1" 2 21 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 1 536 17 1
"1102" "exp1" 2 22 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 396 75 1
"1102" "exp1" 2 23 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 448 67 1
"1102" "exp1" 2 24 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 346 76 1
"1102" "exp1" 2 25 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 496 0 0
"1102" "exp1" 2 26 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 313 73 1
"1102" "exp1" 2 27 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 536 63 1
"1102" "exp1" 2 28 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 1 451 0 0
"1102" "exp1" 2 29 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 453 0 0
"1102" "exp1" 2 30 "graphed-probability" "pro-out" 60 40 15 86 60 40 15 85 1 527 15 1
"1102" "exp1" 2 31 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 679 0 0
"1102" "exp1" 2 32 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 1 480 0 0
"1102" "exp1" 2 33 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 1 428 0 0
"1102" "exp1" 2 34 "graphed-probability" "pro-out" 60 40 36 64 60 40 35 65 1 558 0 0
"1102" "exp1" 2 35 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 1 551 0 0
"1102" "exp1" 2 36 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 448 47 1
"1102" "exp1" 2 37 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 1 412 77 1
"1102" "exp1" 2 38 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 554 24 1
"1102" "exp1" 2 39 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 481 65 1
"1102" "exp1" 2 40 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 569 0 0
"1102" "exp1" 2 41 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 369 30 1
"1102" "exp1" 2 42 "graphed-probability" "pro-prob" 80 20 25 74 80 20 25 75 1 674 25 1
"1102" "exp1" 2 43 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 1 679 13 1
"1102" "exp1" 2 44 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 2 547 0 0
"1102" "exp1" 2 45 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 604 40 1
"1102" "exp1" 2 46 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 1 549 27 1
"1102" "exp1" 2 47 "graphed-probability" "pro-prob" 60 40 47 55 60 40 45 55 1 571 47 1
"1102" "exp1" 2 48 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 1 688 74 1
"1102" "exp1" 2 49 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 967 40 1
"1102" "exp1" 2 50 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 1 550 33 1
"1102" "exp1" 2 51 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 1 556 33 1
"1102" "exp1" 2 52 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 1 397 0 0
"1102" "exp1" 2 53 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 517 46 1
"1102" "exp1" 2 54 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 436 74 1
"1102" "exp1" 2 55 "graphed-probability" "congruent" 60 40 63 33 60 40 65 35 1 513 63 1
"1102" "exp1" 2 56 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 427 20 1
"1102" "exp1" 2 57 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 552 0 0
"1102" "exp1" 2 58 "graphed-probability" "pro-out" 70 30 27 77 70 30 25 75 1 664 27 1
"1102" "exp1" 2 59 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 1 487 16 1
"1102" "exp1" 2 60 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 459 30 1
"1102" "exp1" 3 1 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 521 77 1
"1102" "exp1" 3 2 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 603 0 0
"1102" "exp1" 3 3 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 1 454 74 1
"1102" "exp1" 3 4 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 518 67 1
"1102" "exp1" 3 5 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 725 0 0
"1102" "exp1" 3 6 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 2 686 0 0
"1102" "exp1" 3 7 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 557 70 1
"1102" "exp1" 3 8 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 732 60 1
"1102" "exp1" 3 9 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 2 722 0 0
"1102" "exp1" 3 10 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 532 0 0
"1102" "exp1" 3 11 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 553 60 1
"1102" "exp1" 3 12 "graphed-probability" "congruent" 80 20 76 24 80 20 75 25 1 488 76 1
"1102" "exp1" 3 13 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 519 64 1
"1102" "exp1" 3 14 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 2 576 0 0
"1102" "exp1" 3 15 "graphed-probability" "pro-out" 60 40 35 66 60 40 35 65 2 533 0 0
"1102" "exp1" 3 16 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 2 943 0 0
"1102" "exp1" 3 17 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 2 781 53 1
"1102" "exp1" 3 18 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 897 63 1
"1102" "exp1" 3 19 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 2 1511 67 1
"1102" "exp1" 3 20 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 2 682 0 0
"1102" "exp1" 3 21 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 2 949 0 0
"1102" "exp1" 3 22 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1267 0 0
"1102" "exp1" 3 23 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 2 575 0 0
"1102" "exp1" 3 24 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 2 569 53 1
"1102" "exp1" 3 25 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 2 495 84 1
"1102" "exp1" 3 26 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 2 804 0 0
"1102" "exp1" 3 27 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 2 1025 0 0
"1102" "exp1" 3 28 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 1457 77 1
"1102" "exp1" 3 29 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 2 958 0 0
"1102" "exp1" 3 30 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1010 0 0
"1102" "exp1" 3 31 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 840 0 0
"1102" "exp1" 3 32 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 603 0 0
"1102" "exp1" 3 33 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 1004 0 0
"1102" "exp1" 3 34 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 837 64 1
"1102" "exp1" 3 35 "graphed-probability" "pro-prob" 60 40 45 54 60 40 45 55 1 695 45 1
"1102" "exp1" 3 36 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 849 63 1
"1102" "exp1" 3 37 "graphed-probability" "pro-prob" 80 20 43 54 80 20 45 55 1 1505 43 1
"1102" "exp1" 3 38 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 726 0 0
"1102" "exp1" 3 39 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 632 77 1
"1102" "exp1" 3 40 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 1 854 27 1
"1102" "exp1" 3 41 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 1 1238 27 1
"1102" "exp1" 3 42 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 2 701 0 0
"1102" "exp1" 3 43 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 715 70 1
"1102" "exp1" 3 44 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 2 1002 77 1
"1102" "exp1" 3 45 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 2 1669 0 0
"1102" "exp1" 3 46 "graphed-probability" "pro-out" 60 40 14 83 60 40 15 85 2 599 0 0
"1102" "exp1" 3 47 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 2 1053 54 1
"1102" "exp1" 3 48 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 2 829 0 0
"1102" "exp1" 3 49 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 2 643 0 0
"1102" "exp1" 3 50 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 2 1056 0 0
"1102" "exp1" 3 51 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 2 799 0 0
"1102" "exp1" 3 52 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 2 741 64 1
"1102" "exp1" 3 53 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 2 571 0 0
"1102" "exp1" 3 54 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 934 60 1
"1102" "exp1" 3 55 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 2 513 0 0
"1102" "exp1" 3 56 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 1 1345 0 0
"1102" "exp1" 3 57 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 2 869 0 0
"1102" "exp1" 3 58 "graphed-probability" "pro-out" 70 30 25 77 70 30 25 75 2 579 77 1
"1102" "exp1" 3 59 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 865 0 0
"1102" "exp1" 3 60 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 757 63 1
"1102" "exp1" 4 1 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 2 1009 0 0
"1102" "exp1" 4 2 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 2 915 0 0
"1102" "exp1" 4 3 "graphed-probability" "pro-out" 60 40 35 67 60 40 35 65 1 1070 0 0
"1102" "exp1" 4 4 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 2 1084 85 1
"1102" "exp1" 4 5 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 1 844 35 1
"1102" "exp1" 4 6 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 741 43 1
"1102" "exp1" 4 7 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 718 75 1
"1102" "exp1" 4 8 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 1 957 37 1
"1102" "exp1" 4 9 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 1 886 67 1
"1102" "exp1" 4 10 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 836 35 1
"1102" "exp1" 4 11 "graphed-probability" "congruent" 70 30 66 37 70 30 65 35 1 642 66 1
"1102" "exp1" 4 12 "graphed-probability" "congruent" 60 40 63 33 60 40 65 35 1 544 0 0
"1102" "exp1" 4 13 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 585 0 0
"1102" "exp1" 4 14 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 566 0 0
"1102" "exp1" 4 15 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 522 65 1
"1102" "exp1" 4 16 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 574 20 1
"1102" "exp1" 4 17 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 2 874 87 1
"1102" "exp1" 4 18 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 562 20 1
"1102" "exp1" 4 19 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 580 73 1
"1102" "exp1" 4 20 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 2 782 0 0
"1102" "exp1" 4 21 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 539 0 0
"1102" "exp1" 4 22 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 1 479 25 1
"1102" "exp1" 4 23 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 2 632 64 1
"1102" "exp1" 4 24 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 1193 46 1
"1102" "exp1" 4 25 "graphed-probability" "pro-out" 60 40 15 87 60 40 15 85 2 1032 0 0
"1102" "exp1" 4 26 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 853 0 0
"1102" "exp1" 4 27 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 523 77 1
"1102" "exp1" 4 28 "graphed-probability" "congruent" 60 40 67 33 60 40 65 35 1 567 67 1
"1102" "exp1" 4 29 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 1 901 0 0
"1102" "exp1" 4 30 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 1 921 0 0
"1102" "exp1" 4 31 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1090 30 1
"1102" "exp1" 4 32 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 1 657 46 1
"1102" "exp1" 4 33 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 624 0 0
"1102" "exp1" 4 34 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1090 0 0
"1102" "exp1" 4 35 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 1 1089 14 1
"1102" "exp1" 4 36 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 777 0 0
"1102" "exp1" 4 37 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 1 1050 0 0
"1102" "exp1" 4 38 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 1 575 0 0
"1102" "exp1" 4 39 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 1 627 33 1
"1102" "exp1" 4 40 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 2 817 0 0
"1102" "exp1" 4 41 "graphed-probability" "pro-out" 80 20 17 83 80 20 15 85 1 1116 17 1
"1102" "exp1" 4 42 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 653 20 1
"1102" "exp1" 4 43 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 1 758 76 1
"1102" "exp1" 4 44 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 2 882 0 0
"1102" "exp1" 4 45 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 2 1488 0 0
"1102" "exp1" 4 46 "graphed-probability" "pro-prob" 80 20 43 54 80 20 45 55 1 602 43 1
"1102" "exp1" 4 47 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1536 0 0
"1102" "exp1" 4 48 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 1 640 13 1
"1102" "exp1" 4 49 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 494 74 1
"1102" "exp1" 4 50 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 535 24 1
"1102" "exp1" 4 51 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 763 66 1
"1102" "exp1" 4 52 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 477 20 1
"1102" "exp1" 4 53 "graphed-probability" "pro-out" 60 40 15 87 60 40 15 85 2 840 0 0
"1102" "exp1" 4 54 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 766 30 1
"1102" "exp1" 4 55 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 512 65 1
"1102" "exp1" 4 56 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 1 770 17 1
"1102" "exp1" 4 57 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 693 46 1
"1102" "exp1" 4 58 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 1 657 26 1
"1102" "exp1" 4 59 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 938 74 1
"1102" "exp1" 4 60 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 557 40 1
"1102" "exp1" 5 1 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 644 0 0
"1102" "exp1" 5 2 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 644 30 1
"1102" "exp1" 5 3 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 1 506 77 1
"1102" "exp1" 5 4 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 1 481 46 1
"1102" "exp1" 5 5 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 421 0 0
"1102" "exp1" 5 6 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 604 0 0
"1102" "exp1" 5 7 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 686 20 1
"1102" "exp1" 5 8 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 2 828 87 1
"1102" "exp1" 5 9 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 521 0 0
"1102" "exp1" 5 10 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 1 1020 45 1
"1102" "exp1" 5 11 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 493 0 0
"1102" "exp1" 5 12 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 573 0 0
"1102" "exp1" 5 13 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 526 75 1
"1102" "exp1" 5 14 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 1009 0 0
"1102" "exp1" 5 15 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 500 74 1
"1102" "exp1" 5 16 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 544 64 1
"1102" "exp1" 5 17 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 1 702 46 1
"1102" "exp1" 5 18 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 793 60 1
"1102" "exp1" 5 19 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 1 490 16 1
"1102" "exp1" 5 20 "graphed-probability" "congruent" 60 40 64 34 60 40 65 35 1 588 0 0
"1102" "exp1" 5 21 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 638 0 0
"1102" "exp1" 5 22 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 1 455 46 1
"1102" "exp1" 5 23 "graphed-probability" "pro-out" 60 40 36 63 60 40 35 65 1 559 0 0
"1102" "exp1" 5 24 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 601 0 0
"1102" "exp1" 5 25 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 456 73 1
"1102" "exp1" 5 26 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 2 721 0 0
"1102" "exp1" 5 27 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 1 547 37 1
"1102" "exp1" 5 28 "graphed-probability" "pro-prob" 80 20 23 75 80 20 25 75 1 485 23 1
"1102" "exp1" 5 29 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 600 0 0
"1102" "exp1" 5 30 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 1 449 23 1
"1102" "exp1" 5 31 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 2 603 64 1
"1102" "exp1" 5 32 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 495 0 0
"1102" "exp1" 5 33 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 494 75 1
"1102" "exp1" 5 34 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 1 440 65 1
"1102" "exp1" 5 35 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 584 0 0
"1102" "exp1" 5 36 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 2 488 0 0
"1102" "exp1" 5 37 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 539 47 1
"1102" "exp1" 5 38 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 1 460 45 1
"1102" "exp1" 5 39 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 515 0 0
"1102" "exp1" 5 40 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 2 756 65 1
"1102" "exp1" 5 41 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 1 595 14 1
"1102" "exp1" 5 42 "graphed-probability" "congruent" 70 30 77 26 70 30 75 25 1 657 0 0
"1102" "exp1" 5 43 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 731 0 0
"1102" "exp1" 5 44 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 521 0 0
"1102" "exp1" 5 45 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 917 20 1
"1102" "exp1" 5 46 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 451 30 1
"1102" "exp1" 5 47 "graphed-probability" "pro-prob" 70 30 36 63 70 30 35 65 1 637 36 1
"1102" "exp1" 5 48 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 1 460 0 0
"1102" "exp1" 5 49 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 1 594 24 1
"1102" "exp1" 5 50 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 414 0 0
"1102" "exp1" 5 51 "graphed-probability" "pro-out" 70 30 25 74 70 30 25 75 1 468 25 1
"1102" "exp1" 5 52 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 1 538 14 1
"1102" "exp1" 5 53 "graphed-probability" "pro-out" 70 30 25 74 70 30 25 75 1 411 25 1
"1102" "exp1" 5 54 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 496 24 1
"1102" "exp1" 5 55 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 563 0 0
"1102" "exp1" 5 56 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 421 0 0
"1102" "exp1" 5 57 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 1 891 13 1
"1102" "exp1" 5 58 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 1 459 0 0
"1102" "exp1" 5 59 "graphed-probability" "pro-out" 60 40 36 63 60 40 35 65 1 608 0 0
"1102" "exp1" 5 60 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 658 24 1
"1102" "exp1" 6 1 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 1 1704 36 1
"1102" "exp1" 6 2 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 432 40 1
"1102" "exp1" 6 3 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 448 33 1
"1102" "exp1" 6 4 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 1 439 65 1
"1102" "exp1" 6 5 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 1 631 43 1
"1102" "exp1" 6 6 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 581 24 1
"1102" "exp1" 6 7 "graphed-probability" "congruent" 60 40 63 35 60 40 65 35 2 612 35 1
"1102" "exp1" 6 8 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 505 0 0
"1102" "exp1" 6 9 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 598 0 0
"1102" "exp1" 6 10 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 496 65 1
"1102" "exp1" 6 11 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 1 554 14 1
"1102" "exp1" 6 12 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 488 0 0
"1102" "exp1" 6 13 "graphed-probability" "pro-out" 70 30 23 77 70 30 25 75 1 850 23 1
"1102" "exp1" 6 14 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 1 559 27 1
"1102" "exp1" 6 15 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 793 0 0
"1102" "exp1" 6 16 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 1 519 0 0
"1102" "exp1" 6 17 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 644 46 1
"1102" "exp1" 6 18 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 474 20 1
"1102" "exp1" 6 19 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 1 411 43 1
"1102" "exp1" 6 20 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 1 474 46 1
"1102" "exp1" 6 21 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 681 40 1
"1102" "exp1" 6 22 "graphed-probability" "pro-out" 60 40 35 66 60 40 35 65 1 502 35 1
"1102" "exp1" 6 23 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 563 0 0
"1102" "exp1" 6 24 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 1 720 14 1
"1102" "exp1" 6 25 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 1 481 0 0
"1102" "exp1" 6 26 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 1 465 34 1
"1102" "exp1" 6 27 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 423 0 0
"1102" "exp1" 6 28 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 428 75 1
"1102" "exp1" 6 29 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 1 495 23 1
"1102" "exp1" 6 30 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 1 631 0 0
"1102" "exp1" 6 31 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 1 502 0 0
"1102" "exp1" 6 32 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 1 418 26 1
"1102" "exp1" 6 33 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 431 20 1
"1102" "exp1" 6 34 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 556 0 0
"1102" "exp1" 6 35 "graphed-probability" "pro-prob" 60 40 47 54 60 40 45 55 1 365 0 0
"1102" "exp1" 6 36 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 1 475 0 0
"1102" "exp1" 6 37 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 797 0 0
"1102" "exp1" 6 38 "graphed-probability" "congruent" 60 40 65 35 60 40 65 35 1 394 0 0
"1102" "exp1" 6 39 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 1 671 0 0
"1102" "exp1" 6 40 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 416 0 0
"1102" "exp1" 6 41 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 1 391 0 0
"1102" "exp1" 6 42 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 622 0 0
"1102" "exp1" 6 43 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 581 66 1
"1102" "exp1" 6 44 "graphed-probability" "congruent" 80 20 74 26 80 20 75 25 1 586 0 0
"1102" "exp1" 6 45 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 1 432 36 1
"1102" "exp1" 6 46 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 403 30 1
"1102" "exp1" 6 47 "graphed-probability" "pro-out" 60 40 14 83 60 40 15 85 1 808 14 1
"1102" "exp1" 6 48 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 1 629 24 1
"1102" "exp1" 6 49 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 1 445 47 1
"1102" "exp1" 6 50 "graphed-probability" "pro-out" 60 40 13 83 60 40 15 85 1 996 13 1
"1102" "exp1" 6 51 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 476 75 1
"1102" "exp1" 6 52 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 1 640 17 1
"1102" "exp1" 6 53 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 565 20 1
"1102" "exp1" 6 54 "graphed-probability" "pro-prob" 80 20 43 56 80 20 45 55 1 882 0 0
"1102" "exp1" 6 55 "graphed-probability" "congruent" 70 30 64 35 70 30 65 35 1 598 0 0
"1102" "exp1" 6 56 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 478 20 1
"1102" "exp1" 6 57 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 462 36 1
"1102" "exp1" 6 58 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 651 0 0
"1102" "exp1" 6 59 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 1 540 24 1
"1102" "exp1" 6 60 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 467 30 1
"1102" "exp1" 7 1 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 1 468 37 1
"1102" "exp1" 7 2 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 472 30 1
"1102" "exp1" 7 3 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 703 30 1
"1102" "exp1" 7 4 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 831 0 0
"1102" "exp1" 7 5 "graphed-probability" "pro-prob" 60 40 47 55 60 40 45 55 1 687 0 0
"1102" "exp1" 7 6 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 582 0 0
"1102" "exp1" 7 7 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 658 0 0
"1102" "exp1" 7 8 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 1 1378 33 1
"1102" "exp1" 7 9 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 1 547 0 0
"1102" "exp1" 7 10 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 2 1141 86 1
"1102" "exp1" 7 11 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 893 67 1
"1102" "exp1" 7 12 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 723 0 0
"1102" "exp1" 7 13 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 1 1046 46 1
"1102" "exp1" 7 14 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 661 0 0
"1102" "exp1" 7 15 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 707 46 1
"1102" "exp1" 7 16 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 550 34 1
"1102" "exp1" 7 17 "graphed-probability" "pro-out" 60 40 34 66 60 40 35 65 1 515 34 1
"1102" "exp1" 7 18 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 664 66 1
"1102" "exp1" 7 19 "graphed-probability" "congruent" 70 30 66 34 70 30 65 35 1 491 66 1
"1102" "exp1" 7 20 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 557 74 1
"1102" "exp1" 7 21 "graphed-probability" "pro-out" 70 30 26 75 70 30 25 75 1 732 0 0
"1102" "exp1" 7 22 "graphed-probability" "pro-prob" 80 20 44 56 80 20 45 55 1 604 44 1
"1102" "exp1" 7 23 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 582 0 0
"1102" "exp1" 7 24 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 487 76 1
"1102" "exp1" 7 25 "graphed-probability" "pro-out" 80 20 15 86 80 20 15 85 1 667 0 0
"1102" "exp1" 7 26 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 1 470 0 0
"1102" "exp1" 7 27 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 566 23 1
"1102" "exp1" 7 28 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 1 518 0 0
"1102" "exp1" 7 29 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 1 441 0 0
"1102" "exp1" 7 30 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 499 20 1
"1102" "exp1" 7 31 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 341 0 0
"1102" "exp1" 7 32 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 340 0 0
"1102" "exp1" 7 33 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 351 20 1
"1102" "exp1" 7 34 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 459 40 1
"1102" "exp1" 7 35 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 445 20 1
"1102" "exp1" 7 36 "graphed-probability" "pro-prob" 60 40 47 55 60 40 45 55 1 460 0 0
"1102" "exp1" 7 37 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 1 643 0 0
"1102" "exp1" 7 38 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 1 465 0 0
"1102" "exp1" 7 39 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 1 629 0 0
"1102" "exp1" 7 40 "graphed-probability" "pro-out" 60 40 36 63 60 40 35 65 1 502 36 1
"1102" "exp1" 7 41 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 1 451 0 0
"1102" "exp1" 7 42 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 1 474 0 0
"1102" "exp1" 7 43 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 505 75 1
"1102" "exp1" 7 44 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 547 74 1
"1102" "exp1" 7 45 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 537 47 1
"1102" "exp1" 7 46 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 677 34 1
"1102" "exp1" 7 47 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 582 76 1
"1102" "exp1" 7 48 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 1 380 45 1
"1102" "exp1" 7 49 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 1 471 0 0
"1102" "exp1" 7 50 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 1 535 14 1
"1102" "exp1" 7 51 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 811 20 1
"1102" "exp1" 7 52 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 419 30 1
"1102" "exp1" 7 53 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 1 458 23 1
"1102" "exp1" 7 54 "graphed-probability" "pro-out" 60 40 13 85 60 40 15 85 1 498 0 0
"1102" "exp1" 7 55 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 437 74 1
"1102" "exp1" 7 56 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 1 560 14 1
"1102" "exp1" 7 57 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 460 73 1
"1102" "exp1" 7 58 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1003 0 0
"1102" "exp1" 7 59 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 573 0 0
"1102" "exp1" 7 60 "graphed-probability" "pro-out" 70 30 26 77 70 30 25 75 1 472 26 1
"1102" "exp1" 8 1 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 1 1196 0 0
"1102" "exp1" 8 2 "graphed-probability" "pro-out" 80 20 17 83 80 20 15 85 1 466 17 1
"1102" "exp1" 8 3 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 515 30 1
"1102" "exp1" 8 4 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 760 0 0
"1102" "exp1" 8 5 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 511 30 1
"1102" "exp1" 8 6 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 1 1089 47 1
"1102" "exp1" 8 7 "graphed-probability" "congruent" 70 30 64 35 70 30 65 35 1 495 64 1
"1102" "exp1" 8 8 "graphed-probability" "congruent" 80 20 74 26 80 20 75 25 1 690 74 1
"1102" "exp1" 8 9 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 476 20 1
"1102" "exp1" 8 10 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 862 0 0
"1102" "exp1" 8 11 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 1 585 0 0
"1102" "exp1" 8 12 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 523 33 1
"1102" "exp1" 8 13 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 533 65 1
"1102" "exp1" 8 14 "graphed-probability" "pro-prob" 70 30 36 66 70 30 35 65 1 478 36 1
"1102" "exp1" 8 15 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 542 74 1
"1102" "exp1" 8 16 "graphed-probability" "pro-prob" 70 30 36 63 70 30 35 65 1 457 36 1
"1102" "exp1" 8 17 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 548 45 1
"1102" "exp1" 8 18 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 473 75 1
"1102" "exp1" 8 19 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 1 576 34 1
"1102" "exp1" 8 20 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 1 524 0 0
"1102" "exp1" 8 21 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 661 0 0
"1102" "exp1" 8 22 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 589 0 0
"1102" "exp1" 8 23 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 466 74 1
"1102" "exp1" 8 24 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 376 75 1
"1102" "exp1" 8 25 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 396 20 1
"1102" "exp1" 8 26 "graphed-probability" "pro-prob" 80 20 44 56 80 20 45 55 1 515 44 1
"1102" "exp1" 8 27 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 390 30 1
"1102" "exp1" 8 28 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 1 447 25 1
"1102" "exp1" 8 29 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 404 40 1
"1102" "exp1" 8 30 "graphed-probability" "congruent" 70 30 66 34 70 30 65 35 1 568 66 1
"1102" "exp1" 8 31 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 2 630 0 0
"1102" "exp1" 8 32 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 1 598 0 0
"1102" "exp1" 8 33 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 499 47 1
"1102" "exp1" 8 34 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 1 484 13 1
"1102" "exp1" 8 35 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 1 421 27 1
"1102" "exp1" 8 36 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 442 24 1
"1102" "exp1" 8 37 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 756 67 1
"1102" "exp1" 8 38 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1070 60 1
"1102" "exp1" 8 39 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 1 453 77 1
"1102" "exp1" 8 40 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 1 411 14 1
"1102" "exp1" 8 41 "graphed-probability" "congruent" 80 20 77 24 80 20 75 25 1 435 77 1
"1102" "exp1" 8 42 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 364 20 1
"1102" "exp1" 8 43 "graphed-probability" "congruent" 60 40 63 33 60 40 65 35 1 613 63 1
"1102" "exp1" 8 44 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 1 489 0 0
"1102" "exp1" 8 45 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 1 397 0 0
"1102" "exp1" 8 46 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 1 471 33 1
"1102" "exp1" 8 47 "graphed-probability" "pro-out" 80 20 15 83 80 20 15 85 1 361 15 1
"1102" "exp1" 8 48 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 675 0 0
"1102" "exp1" 8 49 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 1 516 0 0
"1102" "exp1" 8 50 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 2 824 86 1
"1102" "exp1" 8 51 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 1 476 0 0
"1102" "exp1" 8 52 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 388 64 1
"1102" "exp1" 8 53 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 1 452 37 1
"1102" "exp1" 8 54 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 1 494 23 1
"1102" "exp1" 8 55 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 1 427 36 1
"1102" "exp1" 8 56 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 434 45 1
"1102" "exp1" 8 57 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 528 76 1
"1102" "exp1" 8 58 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 737 0 0
"1102" "exp1" 8 59 "graphed-probability" "pro-prob" 80 20 25 74 80 20 25 75 1 346 25 1
"1102" "exp1" 8 60 "graphed-probability" "pro-out" 60 40 13 85 60 40 15 85 2 819 0 0
"1102" "exp1" 9 1 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 1 1060 43 1
"1102" "exp1" 9 2 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 1 593 35 1
"1102" "exp1" 9 3 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 408 65 1
"1102" "exp1" 9 4 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 1 477 43 1
"1102" "exp1" 9 5 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 1 899 0 0
"1102" "exp1" 9 6 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 899 67 1
"1102" "exp1" 9 7 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 505 46 1
"1102" "exp1" 9 8 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 472 0 0
"1102" "exp1" 9 9 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 408 30 1
"1102" "exp1" 9 10 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 1 426 13 1
"1102" "exp1" 9 11 "graphed-probability" "pro-prob" 70 30 34 66 70 30 35 65 1 474 0 0
"1102" "exp1" 9 12 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 455 30 1
"1102" "exp1" 9 13 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 662 40 1
"1102" "exp1" 9 14 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 775 0 0
"1102" "exp1" 9 15 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 645 0 0
"1102" "exp1" 9 16 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 846 65 1
"1102" "exp1" 9 17 "graphed-probability" "pro-prob" 70 30 34 66 70 30 35 65 1 503 34 1
"1102" "exp1" 9 18 "graphed-probability" "pro-prob" 60 40 44 54 60 40 45 55 1 678 44 1
"1102" "exp1" 9 19 "graphed-probability" "pro-out" 80 20 16 85 80 20 15 85 1 542 16 1
"1102" "exp1" 9 20 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 420 0 0
"1102" "exp1" 9 21 "graphed-probability" "pro-prob" 70 30 36 63 70 30 35 65 1 579 36 1
"1102" "exp1" 9 22 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 759 0 0
"1102" "exp1" 9 23 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 541 0 0
"1102" "exp1" 9 24 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 1 607 24 1
"1102" "exp1" 9 25 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 707 0 0
"1102" "exp1" 9 26 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 2 817 0 0
"1102" "exp1" 9 27 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 458 76 1
"1102" "exp1" 9 28 "graphed-probability" "congruent" 60 40 65 36 60 40 65 35 1 556 0 0
"1102" "exp1" 9 29 "graphed-probability" "pro-prob" 60 40 47 53 60 40 45 55 1 506 0 0
"1102" "exp1" 9 30 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 2 689 0 0
"1102" "exp1" 9 31 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 2 939 67 1
"1102" "exp1" 9 32 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 672 40 1
"1102" "exp1" 9 33 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 1028 0 0
"1102" "exp1" 9 34 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 500 30 1
"1102" "exp1" 9 35 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 411 74 1
"1102" "exp1" 9 36 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 1 370 0 0
"1102" "exp1" 9 37 "graphed-probability" "congruent" 80 20 76 24 80 20 75 25 1 921 76 1
"1102" "exp1" 9 38 "graphed-probability" "congruent" 80 20 77 25 80 20 75 25 1 469 77 1
"1102" "exp1" 9 39 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 1 426 0 0
"1102" "exp1" 9 40 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 642 24 1
"1102" "exp1" 9 41 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 408 13 1
"1102" "exp1" 9 42 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 499 77 1
"1102" "exp1" 9 43 "graphed-probability" "congruent" 80 20 77 24 80 20 75 25 1 632 77 1
"1102" "exp1" 9 44 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 1 371 27 1
"1102" "exp1" 9 45 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 492 24 1
"1102" "exp1" 9 46 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 2 829 0 0
"1102" "exp1" 9 47 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 555 24 1
"1102" "exp1" 9 48 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 448 0 0
"1102" "exp1" 9 49 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 598 20 1
"1102" "exp1" 9 50 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 480 20 1
"1102" "exp1" 9 51 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 834 0 0
"1102" "exp1" 9 52 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 1 427 16 1
"1102" "exp1" 9 53 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 509 20 1
"1102" "exp1" 9 54 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 577 46 1
"1102" "exp1" 9 55 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 643 65 1
"1102" "exp1" 9 56 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 450 65 1
"1102" "exp1" 9 57 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 467 77 1
"1102" "exp1" 9 58 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 625 23 1
"1102" "exp1" 9 59 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 403 47 1
"1102" "exp1" 9 60 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 2 578 0 0
"1102" "exp1" 10 1 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 986 30 1
"1102" "exp1" 10 2 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 2 404 0 0
"1102" "exp1" 10 3 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 453 13 1
"1102" "exp1" 10 4 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 487 45 1
"1102" "exp1" 10 5 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 444 77 1
"1102" "exp1" 10 6 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 1 476 0 0
"1102" "exp1" 10 7 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 1 609 0 0
"1102" "exp1" 10 8 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 597 36 1
"1102" "exp1" 10 9 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 408 0 0
"1102" "exp1" 10 10 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 535 67 1
"1102" "exp1" 10 11 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 497 20 1
"1102" "exp1" 10 12 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 1 477 35 1
"1102" "exp1" 10 13 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 465 67 1
"1102" "exp1" 10 14 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 1 712 26 1
"1102" "exp1" 10 15 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 454 73 1
"1102" "exp1" 10 16 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 409 67 1
"1102" "exp1" 10 17 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 671 66 1
"1102" "exp1" 10 18 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 763 0 0
"1102" "exp1" 10 19 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 529 0 0
"1102" "exp1" 10 20 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 573 0 0
"1102" "exp1" 10 21 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 2 1031 0 0
"1102" "exp1" 10 22 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 366 63 1
"1102" "exp1" 10 23 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 1 458 0 0
"1102" "exp1" 10 24 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 1 492 33 1
"1102" "exp1" 10 25 "graphed-probability" "congruent" 80 20 74 26 80 20 75 25 1 465 74 1
"1102" "exp1" 10 26 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 454 20 1
"1102" "exp1" 10 27 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 666 65 1
"1102" "exp1" 10 28 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 2 571 0 0
"1102" "exp1" 10 29 "graphed-probability" "pro-out" 60 40 15 86 60 40 15 85 1 496 0 0
"1102" "exp1" 10 30 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 1 644 37 1
"1102" "exp1" 10 31 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 440 77 1
"1102" "exp1" 10 32 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 1 545 0 0
"1102" "exp1" 10 33 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 406 75 1
"1102" "exp1" 10 34 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 1 400 0 0
"1102" "exp1" 10 35 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 1 443 0 0
"1102" "exp1" 10 36 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 423 30 1
"1102" "exp1" 10 37 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 1 504 46 1
"1102" "exp1" 10 38 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 529 0 0
"1102" "exp1" 10 39 "graphed-probability" "congruent" 60 40 63 33 60 40 65 35 1 414 63 1
"1102" "exp1" 10 40 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 534 0 0
"1102" "exp1" 10 41 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 506 0 0
"1102" "exp1" 10 42 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 1 395 23 1
"1102" "exp1" 10 43 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 708 60 1
"1102" "exp1" 10 44 "graphed-probability" "pro-out" 70 30 23 74 70 30 25 75 1 498 23 1
"1102" "exp1" 10 45 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 394 20 1
"1102" "exp1" 10 46 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 708 0 0
"1102" "exp1" 10 47 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 1 538 25 1
"1102" "exp1" 10 48 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 417 65 1
"1102" "exp1" 10 49 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 1 542 0 0
"1102" "exp1" 10 50 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 500 30 1
"1102" "exp1" 10 51 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 742 40 1
"1102" "exp1" 10 52 "graphed-probability" "pro-out" 80 20 16 85 80 20 15 85 1 526 16 1
"1102" "exp1" 10 53 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 743 45 1
"1102" "exp1" 10 54 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 600 24 1
"1102" "exp1" 10 55 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 1 606 16 1
"1102" "exp1" 10 56 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 461 74 1
"1102" "exp1" 10 57 "graphed-probability" "pro-out" 60 40 34 66 60 40 35 65 1 610 34 1
"1102" "exp1" 10 58 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 1 827 35 1
"1102" "exp1" 10 59 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 1 1041 17 1
"1102" "exp1" 10 60 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 1 480 23 1
"1102" "exp1" 11 1 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 2 583 0 0
"1102" "exp1" 11 2 "graphed-probability" "congruent" 70 30 77 24 70 30 75 25 1 489 0 0
"1102" "exp1" 11 3 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 445 0 0
"1102" "exp1" 11 4 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 1 642 14 1
"1102" "exp1" 11 5 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 570 75 1
"1102" "exp1" 11 6 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 2 586 67 1
"1102" "exp1" 11 7 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 553 46 1
"1102" "exp1" 11 8 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 510 63 1
"1102" "exp1" 11 9 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 513 44 1
"1102" "exp1" 11 10 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 503 75 1
"1102" "exp1" 11 11 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 1 861 0 0
"1102" "exp1" 11 12 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 418 20 1
"1102" "exp1" 11 13 "graphed-probability" "pro-prob" 60 40 47 53 60 40 45 55 1 455 47 1
"1102" "exp1" 11 14 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 395 70 1
"1102" "exp1" 11 15 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 2 671 0 0
"1102" "exp1" 11 16 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 403 0 0
"1102" "exp1" 11 17 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 404 47 1
"1102" "exp1" 11 18 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 2 630 87 1
"1102" "exp1" 11 19 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 1 406 0 0
"1102" "exp1" 11 20 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 397 24 1
"1102" "exp1" 11 21 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 346 63 1
"1102" "exp1" 11 22 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 476 74 1
"1102" "exp1" 11 23 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 878 30 1
"1102" "exp1" 11 24 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 607 44 1
"1102" "exp1" 11 25 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 898 40 1
"1102" "exp1" 11 26 "graphed-probability" "pro-out" 70 30 26 77 70 30 25 75 1 883 26 1
"1102" "exp1" 11 27 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 474 64 1
"1102" "exp1" 11 28 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 555 67 1
"1102" "exp1" 11 29 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 519 0 0
"1102" "exp1" 11 30 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 1 597 67 1
"1102" "exp1" 11 31 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 734 63 1
"1102" "exp1" 11 32 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 1 544 0 0
"1102" "exp1" 11 33 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 450 20 1
"1102" "exp1" 11 34 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 1 635 27 1
"1102" "exp1" 11 35 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 490 0 0
"1102" "exp1" 11 36 "graphed-probability" "pro-prob" 70 30 37 63 70 30 35 65 1 521 37 1
"1102" "exp1" 11 37 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 894 60 1
"1102" "exp1" 11 38 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 677 0 0
"1102" "exp1" 11 39 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 559 0 0
"1102" "exp1" 11 40 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 462 20 1
"1102" "exp1" 11 41 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 2 631 0 0
"1102" "exp1" 11 42 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1334 0 0
"1102" "exp1" 11 43 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 584 0 0
"1102" "exp1" 11 44 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 1 576 37 1
"1102" "exp1" 11 45 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 1 835 0 0
"1102" "exp1" 11 46 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 1 774 13 1
"1102" "exp1" 11 47 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 664 45 1
"1102" "exp1" 11 48 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 1 562 27 1
"1102" "exp1" 11 49 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 1 822 35 1
"1102" "exp1" 11 50 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 1 735 24 1
"1102" "exp1" 11 51 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 1 1092 26 1
"1102" "exp1" 11 52 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 1 427 26 1
"1102" "exp1" 11 53 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 2 115 0 0
"1102" "exp1" 11 54 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 1 463 37 1
"1102" "exp1" 11 55 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 504 77 1
"1102" "exp1" 11 56 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 1 666 37 1
"1102" "exp1" 11 57 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 676 20 1
"1102" "exp1" 11 58 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 533 77 1
"1102" "exp1" 11 59 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 591 67 1
"1102" "exp1" 11 60 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1793 0 0
"1102" "exp1" 12 1 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 1 506 13 1
"1102" "exp1" 12 2 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 538 30 1
"1102" "exp1" 12 3 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 656 0 0
"1102" "exp1" 12 4 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 1 433 0 0
"1102" "exp1" 12 5 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 387 0 0
"1102" "exp1" 12 6 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 336 74 1
"1102" "exp1" 12 7 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 370 0 0
"1102" "exp1" 12 8 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 2 437 0 0
"1102" "exp1" 12 9 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 1 444 23 1
"1102" "exp1" 12 10 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 360 0 0
"1102" "exp1" 12 11 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 468 73 1
"1102" "exp1" 12 12 "graphed-probability" "pro-prob" 80 20 25 74 80 20 25 75 1 365 25 1
"1102" "exp1" 12 13 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 851 40 1
"1102" "exp1" 12 14 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 456 44 1
"1102" "exp1" 12 15 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 646 20 1
"1102" "exp1" 12 16 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 783 0 0
"1102" "exp1" 12 17 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 722 0 0
"1102" "exp1" 12 18 "graphed-probability" "congruent" 60 40 64 37 60 40 65 35 1 412 64 1
"1102" "exp1" 12 19 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 1 364 34 1
"1102" "exp1" 12 20 "graphed-probability" "pro-prob" 70 30 36 63 70 30 35 65 1 467 36 1
"1102" "exp1" 12 21 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 1 492 0 0
"1102" "exp1" 12 22 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 505 30 1
"1102" "exp1" 12 23 "graphed-probability" "pro-prob" 80 20 25 76 80 20 25 75 1 457 25 1
"1102" "exp1" 12 24 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 1 370 75 1
"1102" "exp1" 12 25 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 1 617 43 1
"1102" "exp1" 12 26 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 368 74 1
"1102" "exp1" 12 27 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 1 375 13 1
"1102" "exp1" 12 28 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 543 67 1
"1102" "exp1" 12 29 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 1 562 46 1
"1102" "exp1" 12 30 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 1 459 34 1
"1102" "exp1" 12 31 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 1 477 0 0
"1102" "exp1" 12 32 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 1 404 14 1
"1102" "exp1" 12 33 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 524 20 1
"1102" "exp1" 12 34 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 403 30 1
"1102" "exp1" 12 35 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 530 47 1
"1102" "exp1" 12 36 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 774 0 0
"1102" "exp1" 12 37 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 1 892 47 1
"1102" "exp1" 12 38 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 479 0 0
"1102" "exp1" 12 39 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 1 554 46 1
"1102" "exp1" 12 40 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 2 670 55 1
"1102" "exp1" 12 41 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 484 30 1
"1102" "exp1" 12 42 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 1 486 25 1
"1102" "exp1" 12 43 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 542 24 1
"1102" "exp1" 12 44 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 432 76 1
"1102" "exp1" 12 45 "graphed-probability" "pro-prob" 60 40 47 54 60 40 45 55 1 538 47 1
"1102" "exp1" 12 46 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 1 339 0 0
"1102" "exp1" 12 47 "graphed-probability" "congruent" 60 40 65 35 60 40 65 35 1 511 0 0
"1102" "exp1" 12 48 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 811 0 0
"1102" "exp1" 12 49 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 2 1065 0 0
"1102" "exp1" 12 50 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 632 67 1
"1102" "exp1" 12 51 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 2 828 85 1
"1102" "exp1" 12 52 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 1 822 23 1
"1102" "exp1" 12 53 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 728 40 1
"1102" "exp1" 12 54 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 1 569 0 0
"1102" "exp1" 12 55 "graphed-probability" "congruent" 60 40 63 33 60 40 65 35 1 698 0 0
"1102" "exp1" 12 56 "graphed-probability" "pro-prob" 80 20 27 74 80 20 25 75 1 627 27 1
"1102" "exp1" 12 57 "graphed-probability" "pro-out" 60 40 13 85 60 40 15 85 1 477 0 0
"1102" "exp1" 12 58 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 1 523 16 1
"1102" "exp1" 12 59 "graphed-probability" "pro-out" 60 40 36 63 60 40 35 65 2 838 0 0
"1102" "exp1" 12 60 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 731 20 1
"1102" "exp1" 13 1 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 582 0 0
"1102" "exp1" 13 2 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 2 714 0 0
"1102" "exp1" 13 3 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 1 847 0 0
"1102" "exp1" 13 4 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 1 579 36 1
"1102" "exp1" 13 5 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 791 20 1
"1102" "exp1" 13 6 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 1 363 43 1
"1102" "exp1" 13 7 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 946 30 1
"1102" "exp1" 13 8 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 1 569 16 1
"1102" "exp1" 13 9 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 420 0 0
"1102" "exp1" 13 10 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 987 40 1
"1102" "exp1" 13 11 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 558 0 0
"1102" "exp1" 13 12 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 541 63 1
"1102" "exp1" 13 13 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 1 510 17 1
"1102" "exp1" 13 14 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 518 36 1
"1102" "exp1" 13 15 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 617 0 0
"1102" "exp1" 13 16 "graphed-probability" "pro-out" 60 40 15 87 60 40 15 85 2 888 0 0
"1102" "exp1" 13 17 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 1 779 0 0
"1102" "exp1" 13 18 "graphed-probability" "pro-out" 70 30 23 77 70 30 25 75 1 992 23 1
"1102" "exp1" 13 19 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 496 0 0
"1102" "exp1" 13 20 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 1 1196 45 1
"1102" "exp1" 13 21 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 1 475 15 1
"1102" "exp1" 13 22 "graphed-probability" "pro-prob" 60 40 47 53 60 40 45 55 1 1216 0 0
"1102" "exp1" 13 23 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 1165 0 0
"1102" "exp1" 13 24 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 1 908 76 1
"1102" "exp1" 13 25 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 584 65 1
"1102" "exp1" 13 26 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 508 67 1
"1102" "exp1" 13 27 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 1 472 26 1
"1102" "exp1" 13 28 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 2 569 0 0
"1102" "exp1" 13 29 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 827 40 1
"1102" "exp1" 13 30 "graphed-probability" "pro-out" 70 30 27 77 70 30 25 75 1 452 27 1
"1102" "exp1" 13 31 "graphed-probability" "pro-prob" 80 20 25 74 80 20 25 75 1 442 0 0
"1102" "exp1" 13 32 "graphed-probability" "pro-prob" 80 20 44 56 80 20 45 55 1 401 44 1
"1102" "exp1" 13 33 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 471 75 1
"1102" "exp1" 13 34 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 534 20 1
"1102" "exp1" 13 35 "graphed-probability" "congruent" 60 40 63 35 60 40 65 35 1 426 0 0
"1102" "exp1" 13 36 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 898 60 1
"1102" "exp1" 13 37 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 1 568 25 1
"1102" "exp1" 13 38 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 1 510 23 1
"1102" "exp1" 13 39 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 1 1088 35 1
"1102" "exp1" 13 40 "graphed-probability" "congruent" 70 30 77 26 70 30 75 25 1 548 77 1
"1102" "exp1" 13 41 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 635 0 0
"1102" "exp1" 13 42 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 584 0 0
"1102" "exp1" 13 43 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 1 751 16 1
"1102" "exp1" 13 44 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 479 0 0
"1102" "exp1" 13 45 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 1 525 0 0
"1102" "exp1" 13 46 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 401 73 1
"1102" "exp1" 13 47 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 1 712 34 1
"1102" "exp1" 13 48 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 776 0 0
"1102" "exp1" 13 49 "graphed-probability" "pro-prob" 80 20 23 75 80 20 25 75 1 381 23 1
"1102" "exp1" 13 50 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 426 20 1
"1102" "exp1" 13 51 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 654 77 1
"1102" "exp1" 13 52 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 670 73 1
"1102" "exp1" 13 53 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 2 1063 0 0
"1102" "exp1" 13 54 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 521 67 1
"1102" "exp1" 13 55 "graphed-probability" "congruent" 60 40 63 35 60 40 65 35 1 518 63 1
"1102" "exp1" 13 56 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 1 587 46 1
"1102" "exp1" 13 57 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 1 507 0 0
"1102" "exp1" 13 58 "graphed-probability" "pro-prob" 80 20 25 74 80 20 25 75 1 519 25 1
"1102" "exp1" 13 59 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 582 0 0
"1102" "exp1" 13 60 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 663 20 1
"1102" "exp1" 14 1 "graphed-probability" "pro-prob" 60 40 47 54 60 40 45 55 1 1415 0 0
"1102" "exp1" 14 2 "graphed-probability" "pro-prob" 60 40 45 54 60 40 45 55 2 579 54 1
"1102" "exp1" 14 3 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 485 0 0
"1102" "exp1" 14 4 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 1 580 37 1
"1102" "exp1" 14 5 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 776 84 1
"1102" "exp1" 14 6 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 1 481 0 0
"1102" "exp1" 14 7 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 384 0 0
"1102" "exp1" 14 8 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 542 63 1
"1102" "exp1" 14 9 "graphed-probability" "congruent" 80 20 77 24 80 20 75 25 1 533 77 1
"1102" "exp1" 14 10 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 529 74 1
"1102" "exp1" 14 11 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1128 40 1
"1102" "exp1" 14 12 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 847 0 0
"1102" "exp1" 14 13 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 533 66 1
"1102" "exp1" 14 14 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 693 36 1
"1102" "exp1" 14 15 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 2 498 0 0
"1102" "exp1" 14 16 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 641 44 1
"1102" "exp1" 14 17 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 599 65 1
"1102" "exp1" 14 18 "graphed-probability" "pro-out" 80 20 13 84 80 20 15 85 1 684 13 1
"1102" "exp1" 14 19 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 463 0 0
"1102" "exp1" 14 20 "graphed-probability" "pro-out" 60 40 37 67 60 40 35 65 1 1081 0 0
"1102" "exp1" 14 21 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 1 664 0 0
"1102" "exp1" 14 22 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 2 558 0 0
"1102" "exp1" 14 23 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 532 20 1
"1102" "exp1" 14 24 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 1 1075 34 1
"1102" "exp1" 14 25 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 586 0 0
"1102" "exp1" 14 26 "graphed-probability" "pro-out" 80 20 15 86 80 20 15 85 1 699 15 1
"1102" "exp1" 14 27 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 1 959 0 0
"1102" "exp1" 14 28 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 1 543 0 0
"1102" "exp1" 14 29 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 538 0 0
"1102" "exp1" 14 30 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 1 479 0 0
"1102" "exp1" 14 31 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 1 622 37 1
"1102" "exp1" 14 32 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 1 669 0 0
"1102" "exp1" 14 33 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 572 0 0
"1102" "exp1" 14 34 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 673 0 0
"1102" "exp1" 14 35 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 1 552 0 0
"1102" "exp1" 14 36 "graphed-probability" "congruent" 80 20 75 25 80 20 75 25 1 457 75 1
"1102" "exp1" 14 37 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 1 598 46 1
"1102" "exp1" 14 38 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 608 0 0
"1102" "exp1" 14 39 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 402 43 1
"1102" "exp1" 14 40 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 666 30 1
"1102" "exp1" 14 41 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 829 65 1
"1102" "exp1" 14 42 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 1 651 15 1
"1102" "exp1" 14 43 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 1 621 25 1
"1102" "exp1" 14 44 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 2 715 0 0
"1102" "exp1" 14 45 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 484 20 1
"1102" "exp1" 14 46 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 1 473 26 1
"1102" "exp1" 14 47 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 613 73 1
"1102" "exp1" 14 48 "graphed-probability" "congruent" 80 20 77 24 80 20 75 25 1 430 77 1
"1102" "exp1" 14 49 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 462 76 1
"1102" "exp1" 14 50 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 760 30 1
"1102" "exp1" 14 51 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 1 544 0 0
"1102" "exp1" 14 52 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 1 517 16 1
"1102" "exp1" 14 53 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 559 0 0
"1102" "exp1" 14 54 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 448 47 1
"1102" "exp1" 14 55 "graphed-probability" "pro-out" 60 40 35 67 60 40 35 65 2 1101 67 1
"1102" "exp1" 14 56 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 956 40 1
"1102" "exp1" 14 57 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 1 1093 67 1
"1102" "exp1" 14 58 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 1 461 24 1
"1102" "exp1" 14 59 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 535 67 1
"1102" "exp1" 14 60 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 1 572 46 1
"1102" "exp1" 15 1 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 444 20 1
"1102" "exp1" 15 2 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 417 63 1
"1102" "exp1" 15 3 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 442 0 0
"1102" "exp1" 15 4 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 1 372 0 0
"1102" "exp1" 15 5 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 1 353 0 0
"1102" "exp1" 15 6 "graphed-probability" "pro-out" 70 30 23 77 70 30 25 75 1 374 0 0
"1102" "exp1" 15 7 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 1 507 46 1
"1102" "exp1" 15 8 "graphed-probability" "pro-prob" 80 20 25 74 80 20 25 75 1 404 25 1
"1102" "exp1" 15 9 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 534 20 1
"1102" "exp1" 15 10 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 653 65 1
"1102" "exp1" 15 11 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 384 64 1
"1102" "exp1" 15 12 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 501 0 0
"1102" "exp1" 15 13 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 418 40 1
"1102" "exp1" 15 14 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1031 0 0
"1102" "exp1" 15 15 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 382 74 1
"1102" "exp1" 15 16 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 509 63 1
"1102" "exp1" 15 17 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 525 0 0
"1102" "exp1" 15 18 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 505 30 1
"1102" "exp1" 15 19 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 1 521 26 1
"1102" "exp1" 15 20 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 1 442 0 0
"1102" "exp1" 15 21 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 1 432 37 1
"1102" "exp1" 15 22 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 1 428 35 1
"1102" "exp1" 15 23 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 494 23 1
"1102" "exp1" 15 24 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 358 0 0
"1102" "exp1" 15 25 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 2 839 85 1
"1102" "exp1" 15 26 "graphed-probability" "congruent" 80 20 76 25 80 20 75 25 1 469 76 1
"1102" "exp1" 15 27 "graphed-probability" "pro-out" 60 40 36 63 60 40 35 65 1 996 0 0
"1102" "exp1" 15 28 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 1 484 14 1
"1102" "exp1" 15 29 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 619 0 0
"1102" "exp1" 15 30 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 874 0 0
"1102" "exp1" 15 31 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 484 0 0
"1102" "exp1" 15 32 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 1 623 43 1
"1102" "exp1" 15 33 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 1 626 44 1
"1102" "exp1" 15 34 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 444 75 1
"1102" "exp1" 15 35 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 484 30 1
"1102" "exp1" 15 36 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 2 644 0 0
"1102" "exp1" 15 37 "graphed-probability" "pro-prob" 60 40 47 55 60 40 45 55 1 818 47 1
"1102" "exp1" 15 38 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 474 45 1
"1102" "exp1" 15 39 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 1 836 0 0
"1102" "exp1" 15 40 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 518 66 1
"1102" "exp1" 15 41 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 444 75 1
"1102" "exp1" 15 42 "graphed-probability" "pro-out" 60 40 35 67 60 40 35 65 1 462 0 0
"1102" "exp1" 15 43 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 576 66 1
"1102" "exp1" 15 44 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 1 468 0 0
"1102" "exp1" 15 45 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 1 443 16 1
"1102" "exp1" 15 46 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 1 367 35 1
"1102" "exp1" 15 47 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 420 25 1
"1102" "exp1" 15 48 "graphed-probability" "pro-prob" 80 20 27 74 80 20 25 75 1 427 27 1
"1102" "exp1" 15 49 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 357 64 1
"1102" "exp1" 15 50 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 475 20 1
"1102" "exp1" 15 51 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 511 0 0
"1102" "exp1" 15 52 "graphed-probability" "pro-out" 60 40 35 67 60 40 35 65 1 432 0 0
"1102" "exp1" 15 53 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 479 73 1
"1102" "exp1" 15 54 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 579 0 0
"1102" "exp1" 15 55 "graphed-probability" "pro-out" 60 40 36 64 60 40 35 65 1 671 36 1
"1102" "exp1" 15 56 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 565 30 1
"1102" "exp1" 15 57 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 1 404 16 1
"1102" "exp1" 15 58 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 589 65 1
"1102" "exp1" 15 59 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 1 679 0 0
"1102" "exp1" 15 60 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 1 604 0 0
"1102" "exp1" 16 1 "graphed-probability" "pro-out" 60 40 37 67 60 40 35 65 1 509 37 1
"1102" "exp1" 16 2 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 1 499 27 1
"1102" "exp1" 16 3 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 496 37 1
"1102" "exp1" 16 4 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 1 509 0 0
"1102" "exp1" 16 5 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 424 0 0
"1102" "exp1" 16 6 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 465 0 0
"1102" "exp1" 16 7 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 1 486 33 1
"1102" "exp1" 16 8 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 1 499 13 1
"1102" "exp1" 16 9 "graphed-probability" "pro-out" 60 40 13 83 60 40 15 85 1 547 13 1
"1102" "exp1" 16 10 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 521 0 0
"1102" "exp1" 16 11 "graphed-probability" "pro-out" 70 30 23 74 70 30 25 75 1 464 0 0
"1102" "exp1" 16 12 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 425 30 1
"1102" "exp1" 16 13 "graphed-probability" "pro-out" 60 40 35 66 60 40 35 65 1 922 35 1
"1102" "exp1" 16 14 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 424 75 1
"1102" "exp1" 16 15 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 458 34 1
"1102" "exp1" 16 16 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 504 24 1
"1102" "exp1" 16 17 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 460 20 1
"1102" "exp1" 16 18 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 507 65 1
"1102" "exp1" 16 19 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 1 389 33 1
"1102" "exp1" 16 20 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 914 40 1
"1102" "exp1" 16 21 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 431 74 1
"1102" "exp1" 16 22 "graphed-probability" "congruent" 70 30 66 34 70 30 65 35 1 484 0 0
"1102" "exp1" 16 23 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 1 694 46 1
"1102" "exp1" 16 24 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 433 47 1
"1102" "exp1" 16 25 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 515 20 1
"1102" "exp1" 16 26 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 552 40 1
"1102" "exp1" 16 27 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 476 76 1
"1102" "exp1" 16 28 "graphed-probability" "congruent" 60 40 63 35 60 40 65 35 1 619 63 1
"1102" "exp1" 16 29 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 1 448 46 1
"1102" "exp1" 16 30 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 1 578 16 1
"1102" "exp1" 16 31 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 2 861 0 0
"1102" "exp1" 16 32 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 1 588 0 0
"1102" "exp1" 16 33 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 666 0 0
"1102" "exp1" 16 34 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 639 0 0
"1102" "exp1" 16 35 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 435 30 1
"1102" "exp1" 16 36 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 1 643 17 1
"1102" "exp1" 16 37 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 1 437 16 1
"1102" "exp1" 16 38 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1196 60 1
"1102" "exp1" 16 39 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 1 586 35 1
"1102" "exp1" 16 40 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 443 45 1
"1102" "exp1" 16 41 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 922 40 1
"1102" "exp1" 16 42 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1011 0 0
"1102" "exp1" 16 43 "graphed-probability" "congruent" 80 20 75 25 80 20 75 25 1 635 75 1
"1102" "exp1" 16 44 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 554 0 0
"1102" "exp1" 16 45 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 633 67 1
"1102" "exp1" 16 46 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 528 77 1
"1102" "exp1" 16 47 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 466 64 1
"1102" "exp1" 16 48 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 425 20 1
"1102" "exp1" 16 49 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 533 44 1
"1102" "exp1" 16 50 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 1 450 76 1
"1102" "exp1" 16 51 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 406 35 1
"1102" "exp1" 16 52 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 1 784 0 0
"1102" "exp1" 16 53 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 433 73 1
"1102" "exp1" 16 54 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 737 45 1
"1102" "exp1" 16 55 "graphed-probability" "pro-out" 70 30 26 77 70 30 25 75 1 499 26 1
"1102" "exp1" 16 56 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 1 400 0 0
"1102" "exp1" 16 57 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 2 881 0 0
"1102" "exp1" 16 58 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 1 630 43 1
"1102" "exp1" 16 59 "graphed-probability" "pro-out" 80 20 16 85 80 20 15 85 1 452 16 1
"1102" "exp1" 16 60 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 1 484 23 1
"1102" "exp1" 17 1 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 1 717 16 1
"1102" "exp1" 17 2 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 1 411 26 1
"1102" "exp1" 17 3 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 368 0 0
"1102" "exp1" 17 4 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 391 0 0
"1102" "exp1" 17 5 "graphed-probability" "congruent" 60 40 63 33 60 40 65 35 1 652 63 1
"1102" "exp1" 17 6 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 1 328 0 0
"1102" "exp1" 17 7 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 1 386 0 0
"1102" "exp1" 17 8 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 760 40 1
"1102" "exp1" 17 9 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 2 555 0 0
"1102" "exp1" 17 10 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 1 429 35 1
"1102" "exp1" 17 11 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 522 30 1
"1102" "exp1" 17 12 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 1 892 44 1
"1102" "exp1" 17 13 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 559 0 0
"1102" "exp1" 17 14 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 531 0 0
"1102" "exp1" 17 15 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 868 45 1
"1102" "exp1" 17 16 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 1 411 25 1
"1102" "exp1" 17 17 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 584 0 0
"1102" "exp1" 17 18 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 1 805 14 1
"1102" "exp1" 17 19 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 1 370 0 0
"1102" "exp1" 17 20 "graphed-probability" "congruent" 80 20 75 25 80 20 75 25 1 743 0 0
"1102" "exp1" 17 21 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 1 487 0 0
"1102" "exp1" 17 22 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 1 347 33 1
"1102" "exp1" 17 23 "graphed-probability" "pro-prob" 80 20 44 56 80 20 45 55 1 429 44 1
"1102" "exp1" 17 24 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 1 626 26 1
"1102" "exp1" 17 25 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 667 35 1
"1102" "exp1" 17 26 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 1 404 16 1
"1102" "exp1" 17 27 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 427 20 1
"1102" "exp1" 17 28 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 1 411 0 0
"1102" "exp1" 17 29 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 496 0 0
"1102" "exp1" 17 30 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 635 0 0
"1102" "exp1" 17 31 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 457 36 1
"1102" "exp1" 17 32 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 472 47 1
"1102" "exp1" 17 33 "graphed-probability" "pro-out" 60 40 15 87 60 40 15 85 1 398 0 0
"1102" "exp1" 17 34 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 518 0 0
"1102" "exp1" 17 35 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 1 521 23 1
"1102" "exp1" 17 36 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 535 66 1
"1102" "exp1" 17 37 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 1 913 0 0
"1102" "exp1" 17 38 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 521 0 0
"1102" "exp1" 17 39 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 424 74 1
"1102" "exp1" 17 40 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 824 0 0
"1102" "exp1" 17 41 "graphed-probability" "congruent" 60 40 63 33 60 40 65 35 1 563 0 0
"1102" "exp1" 17 42 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 417 20 1
"1102" "exp1" 17 43 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 388 63 1
"1102" "exp1" 17 44 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 1 452 77 1
"1102" "exp1" 17 45 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 515 64 1
"1102" "exp1" 17 46 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 1 487 0 0
"1102" "exp1" 17 47 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 1 548 15 1
"1102" "exp1" 17 48 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 1 811 43 1
"1102" "exp1" 17 49 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 1 538 35 1
"1102" "exp1" 17 50 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 481 0 0
"1102" "exp1" 17 51 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 552 65 1
"1102" "exp1" 17 52 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 489 0 0
"1102" "exp1" 17 53 "graphed-probability" "congruent" 70 30 64 35 70 30 65 35 1 475 64 1
"1102" "exp1" 17 54 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 1 532 47 1
"1102" "exp1" 17 55 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 539 46 1
"1102" "exp1" 17 56 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 983 0 0
"1102" "exp1" 17 57 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 1 444 0 0
"1102" "exp1" 17 58 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 446 74 1
"1102" "exp1" 17 59 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 1 506 0 0
"1102" "exp1" 17 60 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 513 76 1
"1102" "exp1" 18 1 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 1 466 46 1
"1102" "exp1" 18 2 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 457 73 1
"1102" "exp1" 18 3 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 523 60 1
"1102" "exp1" 18 4 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 520 65 1
"1102" "exp1" 18 5 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 1 434 16 1
"1102" "exp1" 18 6 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 1 444 0 0
"1102" "exp1" 18 7 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 1 537 43 1
"1102" "exp1" 18 8 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 501 30 1
"1102" "exp1" 18 9 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 1 374 27 1
"1102" "exp1" 18 10 "graphed-probability" "pro-out" 60 40 13 85 60 40 15 85 2 540 85 1
"1102" "exp1" 18 11 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 648 45 1
"1102" "exp1" 18 12 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 815 30 1
"1102" "exp1" 18 13 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 553 74 1
"1102" "exp1" 18 14 "graphed-probability" "pro-out" 70 30 26 77 70 30 25 75 1 488 0 0
"1102" "exp1" 18 15 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 2 601 0 0
"1102" "exp1" 18 16 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 430 65 1
"1102" "exp1" 18 17 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 357 65 1
"1102" "exp1" 18 18 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 503 33 1
"1102" "exp1" 18 19 "graphed-probability" "congruent" 80 20 74 26 80 20 75 25 1 571 74 1
"1102" "exp1" 18 20 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 435 25 1
"1102" "exp1" 18 21 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 1 550 26 1
"1102" "exp1" 18 22 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 1 498 0 0
"1102" "exp1" 18 23 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 1 454 36 1
"1102" "exp1" 18 24 "graphed-probability" "congruent" 70 30 63 37 70 30 65 35 1 481 0 0
"1102" "exp1" 18 25 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 438 0 0
"1102" "exp1" 18 26 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 424 67 1
"1102" "exp1" 18 27 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 1 447 17 1
"1102" "exp1" 18 28 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 455 66 1
"1102" "exp1" 18 29 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 1 380 0 0
"1102" "exp1" 18 30 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 443 24 1
"1102" "exp1" 18 31 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 374 74 1
"1102" "exp1" 18 32 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 399 76 1
"1102" "exp1" 18 33 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 593 60 1
"1102" "exp1" 18 34 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 517 47 1
"1102" "exp1" 18 35 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 581 0 0
"1102" "exp1" 18 36 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 849 0 0
"1102" "exp1" 18 37 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 1 627 77 1
"1102" "exp1" 18 38 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 598 20 1
"1102" "exp1" 18 39 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 1 1054 33 1
"1102" "exp1" 18 40 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 648 20 1
"1102" "exp1" 18 41 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 2 737 0 0
"1102" "exp1" 18 42 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 604 64 1
"1102" "exp1" 18 43 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 2 600 0 0
"1102" "exp1" 18 44 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 356 0 0
"1102" "exp1" 18 45 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 1 345 13 1
"1102" "exp1" 18 46 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 438 0 0
"1102" "exp1" 18 47 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 1 403 25 1
"1102" "exp1" 18 48 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 1 709 44 1
"1102" "exp1" 18 49 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 411 0 0
"1102" "exp1" 18 50 "graphed-probability" "pro-out" 70 30 26 75 70 30 25 75 1 442 26 1
"1102" "exp1" 18 51 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 639 0 0
"1102" "exp1" 18 52 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 457 40 1
"1102" "exp1" 18 53 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 2 528 64 1
"1102" "exp1" 18 54 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 464 0 0
"1102" "exp1" 18 55 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 429 30 1
"1102" "exp1" 18 56 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 1 480 13 1
"1102" "exp1" 18 57 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 1 368 46 1
"1102" "exp1" 18 58 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 1 487 34 1
"1102" "exp1" 18 59 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 1 391 0 0
"1102" "exp1" 18 60 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 385 33 1
"1102" "exp1" 19 1 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 370 0 0
"1102" "exp1" 19 2 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 1 511 0 0
"1102" "exp1" 19 3 "graphed-probability" "congruent" 80 20 75 25 80 20 75 25 1 359 75 1
"1102" "exp1" 19 4 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 321 20 1
"1102" "exp1" 19 5 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 448 47 1
"1102" "exp1" 19 6 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 1 327 23 1
"1102" "exp1" 19 7 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 435 30 1
"1102" "exp1" 19 8 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 378 40 1
"1102" "exp1" 19 9 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 1 985 0 0
"1102" "exp1" 19 10 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 1 552 43 1
"1102" "exp1" 19 11 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 1 609 34 1
"1102" "exp1" 19 12 "graphed-probability" "pro-prob" 80 20 27 74 80 20 25 75 1 645 0 0
"1102" "exp1" 19 13 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 502 73 1
"1102" "exp1" 19 14 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 853 0 0
"1102" "exp1" 19 15 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 503 20 1
"1102" "exp1" 19 16 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 1 424 0 0
"1102" "exp1" 19 17 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 384 20 1
"1102" "exp1" 19 18 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 1 463 0 0
"1102" "exp1" 19 19 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 518 0 0
"1102" "exp1" 19 20 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 1 720 0 0
"1102" "exp1" 19 21 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 1 411 0 0
"1102" "exp1" 19 22 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 453 0 0
"1102" "exp1" 19 23 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 448 73 1
"1102" "exp1" 19 24 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 499 40 1
"1102" "exp1" 19 25 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 1 504 13 1
"1102" "exp1" 19 26 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 1 492 36 1
"1102" "exp1" 19 27 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 613 0 0
"1102" "exp1" 19 28 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 495 77 1
"1102" "exp1" 19 29 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 1 472 26 1
"1102" "exp1" 19 30 "graphed-probability" "pro-out" 70 30 25 74 70 30 25 75 1 517 0 0
"1102" "exp1" 19 31 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 1 505 0 0
"1102" "exp1" 19 32 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 441 47 1
"1102" "exp1" 19 33 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 341 65 1
"1102" "exp1" 19 34 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 498 44 1
"1102" "exp1" 19 35 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 1 538 26 1
"1102" "exp1" 19 36 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 1 616 16 1
"1102" "exp1" 19 37 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 1 397 34 1
"1102" "exp1" 19 38 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 423 0 0
"1102" "exp1" 19 39 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 1 462 0 0
"1102" "exp1" 19 40 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 541 64 1
"1102" "exp1" 19 41 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 406 30 1
"1102" "exp1" 19 42 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 669 74 1
"1102" "exp1" 19 43 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 1 457 44 1
"1102" "exp1" 19 44 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 387 45 1
"1102" "exp1" 19 45 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 758 0 0
"1102" "exp1" 19 46 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 428 30 1
"1102" "exp1" 19 47 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 1 598 0 0
"1102" "exp1" 19 48 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 1 392 14 1
"1102" "exp1" 19 49 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 425 0 0
"1102" "exp1" 19 50 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 379 65 1
"1102" "exp1" 19 51 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 753 0 0
"1102" "exp1" 19 52 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 614 20 1
"1102" "exp1" 19 53 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 541 0 0
"1102" "exp1" 19 54 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 639 77 1
"1102" "exp1" 19 55 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 396 0 0
"1102" "exp1" 19 56 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 1 433 43 1
"1102" "exp1" 19 57 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 1 429 23 1
"1102" "exp1" 19 58 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 1 389 14 1
"1102" "exp1" 19 59 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 1 760 0 0
"1102" "exp1" 19 60 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 1001 65 1
"1102" "exp1" 20 1 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 388 20 1
"1102" "exp1" 20 2 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 1 502 0 0
"1102" "exp1" 20 3 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 842 0 0
"1102" "exp1" 20 4 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 1 681 34 1
"1102" "exp1" 20 5 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 594 0 0
"1102" "exp1" 20 6 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 1 379 17 1
"1102" "exp1" 20 7 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 347 0 0
"1102" "exp1" 20 8 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 1 450 16 1
"1102" "exp1" 20 9 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 461 0 0
"1102" "exp1" 20 10 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 1 421 23 1
"1102" "exp1" 20 11 "graphed-probability" "congruent" 80 20 73 27 80 20 75 25 1 343 0 0
"1102" "exp1" 20 12 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 1 294 27 1
"1102" "exp1" 20 13 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 1 350 36 1
"1102" "exp1" 20 14 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 467 75 1
"1102" "exp1" 20 15 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 453 67 1
"1102" "exp1" 20 16 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 461 20 1
"1102" "exp1" 20 17 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 1 463 14 1
"1102" "exp1" 20 18 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 1 267 45 1
"1102" "exp1" 20 19 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 1 358 0 0
"1102" "exp1" 20 20 "graphed-probability" "congruent" 80 20 73 25 80 20 75 25 1 500 73 1
"1102" "exp1" 20 21 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 1 345 43 1
"1102" "exp1" 20 22 "graphed-probability" "pro-prob" 80 20 43 56 80 20 45 55 1 402 43 1
"1102" "exp1" 20 23 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 1 490 13 1
"1102" "exp1" 20 24 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 521 40 1
"1102" "exp1" 20 25 "graphed-probability" "congruent" 80 20 73 25 80 20 75 25 1 355 73 1
"1102" "exp1" 20 26 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 1 517 0 0
"1102" "exp1" 20 27 "graphed-probability" "pro-out" 60 40 37 65 60 40 35 65 1 372 37 1
"1102" "exp1" 20 28 "graphed-probability" "pro-out" 60 40 13 85 60 40 15 85 1 511 13 1
"1102" "exp1" 20 29 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 1 665 17 1
"1102" "exp1" 20 30 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 437 13 1
"1102" "exp1" 20 31 "graphed-probability" "pro-out" 70 30 27 77 70 30 25 75 1 326 0 0
"1102" "exp1" 20 32 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 380 65 1
"1102" "exp1" 20 33 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 1 478 24 1
"1102" "exp1" 20 34 "graphed-probability" "pro-prob" 80 20 43 54 80 20 45 55 1 498 0 0
"1102" "exp1" 20 35 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 1 400 33 1
"1102" "exp1" 20 36 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 528 40 1
"1102" "exp1" 20 37 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 479 30 1
"1102" "exp1" 20 38 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 594 66 1
"1102" "exp1" 20 39 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 416 74 1
"1102" "exp1" 20 40 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 535 30 1
"1102" "exp1" 20 41 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 391 40 1
"1102" "exp1" 20 42 "graphed-probability" "pro-out" 60 40 35 67 60 40 35 65 1 564 35 1
"1102" "exp1" 20 43 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 463 47 1
"1102" "exp1" 20 44 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 430 20 1
"1102" "exp1" 20 45 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 441 0 0
"1102" "exp1" 20 46 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 1 473 33 1
"1102" "exp1" 20 47 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 2 601 85 1
"1102" "exp1" 20 48 "graphed-probability" "congruent" 80 20 75 25 80 20 75 25 1 791 75 1
"1102" "exp1" 20 49 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 574 74 1
"1102" "exp1" 20 50 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 1 514 35 1
"1102" "exp1" 20 51 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 732 66 1
"1102" "exp1" 20 52 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 405 23 1
"1102" "exp1" 20 53 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 419 0 0
"1102" "exp1" 20 54 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 1 478 43 1
"1102" "exp1" 20 55 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 1 644 0 0
"1102" "exp1" 20 56 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 531 30 1
"1102" "exp1" 20 57 "graphed-probability" "pro-prob" 80 20 25 76 80 20 25 75 1 506 25 1
"1102" "exp1" 20 58 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 573 65 1
"1102" "exp1" 20 59 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 560 45 1
"1102" "exp1" 20 60 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 1 664 26 1
"1103" "exp1" 1 1 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 805 0 0
"1103" "exp1" 1 2 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 909 0 0
"1103" "exp1" 1 3 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 962 0 0
"1103" "exp1" 1 4 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 786 74 1
"1103" "exp1" 1 5 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1304 0 0
"1103" "exp1" 1 6 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 2 1417 0 0
"1103" "exp1" 1 7 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 2 955 0 0
"1103" "exp1" 1 8 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 2 1194 0 0
"1103" "exp1" 1 9 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 879 0 0
"1103" "exp1" 1 10 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1615 70 1
"1103" "exp1" 1 11 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 849 0 0
"1103" "exp1" 1 12 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 758 75 1
"1103" "exp1" 1 13 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 2 1050 0 0
"1103" "exp1" 1 14 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 1 1180 44 1
"1103" "exp1" 1 15 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 1 2681 0 0
"1103" "exp1" 1 16 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 1 849 0 0
"1103" "exp1" 1 17 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 2 985 0 0
"1103" "exp1" 1 18 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 1697 64 1
"1103" "exp1" 1 19 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 790 0 0
"1103" "exp1" 1 20 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 2 1301 0 0
"1103" "exp1" 1 21 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 2 1784 0 0
"1103" "exp1" 1 22 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 1321 75 1
"1103" "exp1" 1 23 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 2 1393 0 0
"1103" "exp1" 1 24 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 3080 45 1
"1103" "exp1" 1 25 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 1026 45 1
"1103" "exp1" 1 26 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1866 80 1
"1103" "exp1" 1 27 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 2 2894 0 0
"1103" "exp1" 1 28 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1726 60 1
"1103" "exp1" 1 29 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 2 6023 0 0
"1103" "exp1" 1 30 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 1499 0 0
"1103" "exp1" 1 31 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 2 6797 63 1
"1103" "exp1" 1 32 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 1 3150 43 1
"1103" "exp1" 1 33 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 1 3543 0 0
"1103" "exp1" 1 34 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 2 1578 0 0
"1103" "exp1" 1 35 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1758 0 0
"1103" "exp1" 1 36 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 2 7840 66 1
"1103" "exp1" 1 37 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 8677 0 0
"1103" "exp1" 1 38 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 2158 23 1
"1103" "exp1" 1 39 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 2 3637 0 0
"1103" "exp1" 1 40 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 5578 0 0
"1103" "exp1" 1 41 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 1 1338 74 1
"1103" "exp1" 1 42 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 2 1221 64 1
"1103" "exp1" 1 43 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 2 8756 0 0
"1103" "exp1" 1 44 "graphed-probability" "congruent" 60 40 67 33 60 40 65 35 1 2196 0 0
"1103" "exp1" 1 45 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 2 1968 0 0
"1103" "exp1" 1 46 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 1489 0 0
"1103" "exp1" 1 47 "graphed-probability" "pro-out" 80 20 15 83 80 20 15 85 2 1559 0 0
"1103" "exp1" 1 48 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 738 0 0
"1103" "exp1" 1 49 "graphed-probability" "congruent" 80 20 76 25 80 20 75 25 1 824 76 1
"1103" "exp1" 1 50 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 2 1006 0 0
"1103" "exp1" 1 51 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 755 0 0
"1103" "exp1" 1 52 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 2 892 0 0
"1103" "exp1" 1 53 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1026 0 0
"1103" "exp1" 1 54 "graphed-probability" "pro-out" 60 40 14 83 60 40 15 85 2 891 0 0
"1103" "exp1" 1 55 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 702 0 0
"1103" "exp1" 1 56 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 885 0 0
"1103" "exp1" 1 57 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 699 73 1
"1103" "exp1" 1 58 "graphed-probability" "pro-prob" 80 20 44 56 80 20 45 55 1 801 44 1
"1103" "exp1" 1 59 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 948 0 0
"1103" "exp1" 1 60 "graphed-probability" "pro-prob" 70 30 34 66 70 30 35 65 2 836 0 0
"1103" "exp1" 2 1 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 9262 34 1
"1103" "exp1" 2 2 "graphed-probability" "pro-prob" 60 40 44 54 60 40 45 55 2 1414 54 1
"1103" "exp1" 2 3 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 869 73 1
"1103" "exp1" 2 4 "graphed-probability" "pro-out" 60 40 13 85 60 40 15 85 2 679 0 0
"1103" "exp1" 2 5 "graphed-probability" "pro-out" 80 20 15 86 80 20 15 85 2 5559 0 0
"1103" "exp1" 2 6 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 2 5428 0 0
"1103" "exp1" 2 7 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 2 1029 53 1
"1103" "exp1" 2 8 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 974 66 1
"1103" "exp1" 2 9 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 2 846 0 0
"1103" "exp1" 2 10 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 2 1270 0 0
"1103" "exp1" 2 11 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 2 1260 65 1
"1103" "exp1" 2 12 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1234 0 0
"1103" "exp1" 2 13 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 799 74 1
"1103" "exp1" 2 14 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 1 3838 24 1
"1103" "exp1" 2 15 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1155 60 1
"1103" "exp1" 2 16 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 5539 0 0
"1103" "exp1" 2 17 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 2101 0 0
"1103" "exp1" 2 18 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 2 20532 0 0
"1103" "exp1" 2 19 "graphed-probability" "pro-prob" 80 20 25 74 80 20 25 75 1 16834 25 1
"1103" "exp1" 2 20 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 1825 24 1
"1103" "exp1" 2 21 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 629 74 1
"1103" "exp1" 2 22 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 2 1158 76 1
"1103" "exp1" 2 23 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 715 74 1
"1103" "exp1" 2 24 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 1 2116 26 1
"1103" "exp1" 2 25 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 2 794 0 0
"1103" "exp1" 2 26 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 706 0 0
"1103" "exp1" 2 27 "graphed-probability" "pro-prob" 80 20 43 56 80 20 45 55 1 920 43 1
"1103" "exp1" 2 28 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 2 1769 0 0
"1103" "exp1" 2 29 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1831 0 0
"1103" "exp1" 2 30 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 1614 0 0
"1103" "exp1" 2 31 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 2 669 0 0
"1103" "exp1" 2 32 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 946 0 0
"1103" "exp1" 2 33 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 601 0 0
"1103" "exp1" 2 34 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 1 9110 33 1
"1103" "exp1" 2 35 "graphed-probability" "pro-out" 70 30 26 77 70 30 25 75 2 1198 77 1
"1103" "exp1" 2 36 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 2 957 0 0
"1103" "exp1" 2 37 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 2 703 85 1
"1103" "exp1" 2 38 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 686 64 1
"1103" "exp1" 2 39 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 9990 0 0
"1103" "exp1" 2 40 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 2 5132 0 0
"1103" "exp1" 2 41 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 911 0 0
"1103" "exp1" 2 42 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 4177 0 0
"1103" "exp1" 2 43 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 1275 47 1
"1103" "exp1" 2 44 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 3978 0 0
"1103" "exp1" 2 45 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 2 1528 83 1
"1103" "exp1" 2 46 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 1 832 76 1
"1103" "exp1" 2 47 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 963 0 0
"1103" "exp1" 2 48 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 1341 64 1
"1103" "exp1" 2 49 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 2263 0 0
"1103" "exp1" 2 50 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 2 1347 63 1
"1103" "exp1" 2 51 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 2896 0 0
"1103" "exp1" 2 52 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 1003 73 1
"1103" "exp1" 2 53 "graphed-probability" "congruent" 60 40 64 34 60 40 65 35 1 771 0 0
"1103" "exp1" 2 54 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 749 65 1
"1103" "exp1" 2 55 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 1 1634 46 1
"1103" "exp1" 2 56 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1157 0 0
"1103" "exp1" 2 57 "graphed-probability" "pro-prob" 70 30 36 63 70 30 35 65 2 3949 0 0
"1103" "exp1" 2 58 "graphed-probability" "pro-out" 80 20 17 83 80 20 15 85 2 1660 83 1
"1103" "exp1" 2 59 "graphed-probability" "congruent" 60 40 65 35 60 40 65 35 1 820 0 0
"1103" "exp1" 2 60 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 2 10802 0 0
"1103" "exp1" 3 1 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 2 1170 0 0
"1103" "exp1" 3 2 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 2 4524 0 0
"1103" "exp1" 3 3 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 1899 0 0
"1103" "exp1" 3 4 "graphed-probability" "pro-out" 60 40 14 83 60 40 15 85 2 1134 83 1
"1103" "exp1" 3 5 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 2 786 63 1
"1103" "exp1" 3 6 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 778 0 0
"1103" "exp1" 3 7 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 2 3589 0 0
"1103" "exp1" 3 8 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 692 0 0
"1103" "exp1" 3 9 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 2 2380 0 0
"1103" "exp1" 3 10 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 911 0 0
"1103" "exp1" 3 11 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 988 0 0
"1103" "exp1" 3 12 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 844 60 1
"1103" "exp1" 3 13 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 1115 73 1
"1103" "exp1" 3 14 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 2 1781 0 0
"1103" "exp1" 3 15 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 991 0 0
"1103" "exp1" 3 16 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1586 0 0
"1103" "exp1" 3 17 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 704 77 1
"1103" "exp1" 3 18 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 746 75 1
"1103" "exp1" 3 19 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 2384 0 0
"1103" "exp1" 3 20 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 2 1761 73 1
"1103" "exp1" 3 21 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 2 1189 0 0
"1103" "exp1" 3 22 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 2 4503 0 0
"1103" "exp1" 3 23 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1627 80 1
"1103" "exp1" 3 24 "graphed-probability" "pro-out" 60 40 36 64 60 40 35 65 2 1065 64 1
"1103" "exp1" 3 25 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 1622 0 0
"1103" "exp1" 3 26 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 2 788 0 0
"1103" "exp1" 3 27 "graphed-probability" "pro-prob" 80 20 43 54 80 20 45 55 1 3789 0 0
"1103" "exp1" 3 28 "graphed-probability" "pro-prob" 60 40 45 54 60 40 45 55 1 2641 45 1
"1103" "exp1" 3 29 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 1309 0 0
"1103" "exp1" 3 30 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 2 870 0 0
"1103" "exp1" 3 31 "graphed-probability" "pro-out" 70 30 26 75 70 30 25 75 2 803 0 0
"1103" "exp1" 3 32 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 770 0 0
"1103" "exp1" 3 33 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 2112 0 0
"1103" "exp1" 3 34 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 800 64 1
"1103" "exp1" 3 35 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 1 617 65 1
"1103" "exp1" 3 36 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 2 4567 73 1
"1103" "exp1" 3 37 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 2 1139 0 0
"1103" "exp1" 3 38 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 1 6890 24 1
"1103" "exp1" 3 39 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 1040 73 1
"1103" "exp1" 3 40 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 2 1010 0 0
"1103" "exp1" 3 41 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 3421 0 0
"1103" "exp1" 3 42 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 2 719 84 1
"1103" "exp1" 3 43 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 2239 45 1
"1103" "exp1" 3 44 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 2 1045 75 1
"1103" "exp1" 3 45 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 2095 0 0
"1103" "exp1" 3 46 "graphed-probability" "pro-prob" 60 40 45 54 60 40 45 55 1 2546 0 0
"1103" "exp1" 3 47 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 5706 64 1
"1103" "exp1" 3 48 "graphed-probability" "pro-out" 80 20 13 84 80 20 15 85 2 3102 84 1
"1103" "exp1" 3 49 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 2314 0 0
"1103" "exp1" 3 50 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 818 75 1
"1103" "exp1" 3 51 "graphed-probability" "pro-out" 60 40 15 87 60 40 15 85 2 643 0 0
"1103" "exp1" 3 52 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 1953 0 0
"1103" "exp1" 3 53 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 1 1280 46 1
"1103" "exp1" 3 54 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 868 44 1
"1103" "exp1" 3 55 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1091 0 0
"1103" "exp1" 3 56 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 2 4138 0 0
"1103" "exp1" 3 57 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 2 1425 0 0
"1103" "exp1" 3 58 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 863 74 1
"1103" "exp1" 3 59 "graphed-probability" "pro-prob" 60 40 44 54 60 40 45 55 2 2008 0 0
"1103" "exp1" 3 60 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 2 1973 75 1
"1103" "exp1" 4 1 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 841 0 0
"1103" "exp1" 4 2 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 2 11998 0 0
"1103" "exp1" 4 3 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 1 2708 23 1
"1103" "exp1" 4 4 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 775 0 0
"1103" "exp1" 4 5 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 764 0 0
"1103" "exp1" 4 6 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 8536 23 1
"1103" "exp1" 4 7 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 2072 0 0
"1103" "exp1" 4 8 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 1 1267 46 1
"1103" "exp1" 4 9 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 2 5732 0 0
"1103" "exp1" 4 10 "graphed-probability" "pro-prob" 80 20 45 56 80 20 45 55 1 1070 45 1
"1103" "exp1" 4 11 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 945 77 1
"1103" "exp1" 4 12 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1636 70 1
"1103" "exp1" 4 13 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 1 891 46 1
"1103" "exp1" 4 14 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 1 3915 27 1
"1103" "exp1" 4 15 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 713 67 1
"1103" "exp1" 4 16 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 2 1103 0 0
"1103" "exp1" 4 17 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 2 875 84 1
"1103" "exp1" 4 18 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 21440 80 1
"1103" "exp1" 4 19 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 2 1734 64 1
"1103" "exp1" 4 20 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 2 1317 0 0
"1103" "exp1" 4 21 "graphed-probability" "pro-out" 60 40 13 85 60 40 15 85 2 2152 0 0
"1103" "exp1" 4 22 "graphed-probability" "congruent" 80 20 75 25 80 20 75 25 1 663 0 0
"1103" "exp1" 4 23 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 1 787 46 1
"1103" "exp1" 4 24 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 1 18792 27 1
"1103" "exp1" 4 25 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 2 1770 0 0
"1103" "exp1" 4 26 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 2 3692 64 1
"1103" "exp1" 4 27 "graphed-probability" "pro-out" 60 40 36 63 60 40 35 65 2 1008 0 0
"1103" "exp1" 4 28 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 3027 0 0
"1103" "exp1" 4 29 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 2 1883 0 0
"1103" "exp1" 4 30 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 1281 44 1
"1103" "exp1" 4 31 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 2 1789 0 0
"1103" "exp1" 4 32 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 902 0 0
"1103" "exp1" 4 33 "graphed-probability" "pro-out" 70 30 27 77 70 30 25 75 2 640 0 0
"1103" "exp1" 4 34 "graphed-probability" "congruent" 60 40 65 35 60 40 65 35 1 1011 65 1
"1103" "exp1" 4 35 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 1 643 0 0
"1103" "exp1" 4 36 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 2 1065 0 0
"1103" "exp1" 4 37 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 2 791 0 0
"1103" "exp1" 4 38 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 2 1241 56 1
"1103" "exp1" 4 39 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 2 5755 0 0
"1103" "exp1" 4 40 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 777 67 1
"1103" "exp1" 4 41 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 2 559 64 1
"1103" "exp1" 4 42 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1161 0 0
"1103" "exp1" 4 43 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 1170 0 0
"1103" "exp1" 4 44 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 575 0 0
"1103" "exp1" 4 45 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 1104 0 0
"1103" "exp1" 4 46 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 844 0 0
"1103" "exp1" 4 47 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 2 7240 0 0
"1103" "exp1" 4 48 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 8995 0 0
"1103" "exp1" 4 49 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 2 929 0 0
"1103" "exp1" 4 50 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 870 0 0
"1103" "exp1" 4 51 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 887 60 1
"1103" "exp1" 4 52 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 620 73 1
"1103" "exp1" 4 53 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 781 44 1
"1103" "exp1" 4 54 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1085 0 0
"1103" "exp1" 4 55 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 2 6660 0 0
"1103" "exp1" 4 56 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 715 0 0
"1103" "exp1" 4 57 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 788 0 0
"1103" "exp1" 4 58 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 533 73 1
"1103" "exp1" 4 59 "graphed-probability" "pro-out" 70 30 26 75 70 30 25 75 2 2635 0 0
"1103" "exp1" 4 60 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 6589 0 0
"1103" "exp1" 5 1 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 1 602 0 0
"1103" "exp1" 5 2 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 2 1367 0 0
"1103" "exp1" 5 3 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 2 981 0 0
"1103" "exp1" 5 4 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1155 0 0
"1103" "exp1" 5 5 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 619 74 1
"1103" "exp1" 5 6 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 2 911 0 0
"1103" "exp1" 5 7 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 2 977 77 1
"1103" "exp1" 5 8 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 2 701 87 1
"1103" "exp1" 5 9 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 620 0 0
"1103" "exp1" 5 10 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 694 60 1
"1103" "exp1" 5 11 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 2 581 87 1
"1103" "exp1" 5 12 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 2 2645 0 0
"1103" "exp1" 5 13 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 1 25791 43 1
"1103" "exp1" 5 14 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 2 1723 0 0
"1103" "exp1" 5 15 "graphed-probability" "pro-prob" 70 30 36 66 70 30 35 65 2 4545 0 0
"1103" "exp1" 5 16 "graphed-probability" "pro-prob" 80 20 27 74 80 20 25 75 1 2325 27 1
"1103" "exp1" 5 17 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 2857 64 1
"1103" "exp1" 5 18 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 944 70 1
"1103" "exp1" 5 19 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 584 65 1
"1103" "exp1" 5 20 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 581 66 1
"1103" "exp1" 5 21 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 839 46 1
"1103" "exp1" 5 22 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 756 0 0
"1103" "exp1" 5 23 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 708 73 1
"1103" "exp1" 5 24 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 534 75 1
"1103" "exp1" 5 25 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 2 723 0 0
"1103" "exp1" 5 26 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 694 80 1
"1103" "exp1" 5 27 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 2 738 0 0
"1103" "exp1" 5 28 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 1066 0 0
"1103" "exp1" 5 29 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1022 60 1
"1103" "exp1" 5 30 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 2 920 0 0
"1103" "exp1" 5 31 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 2 950 0 0
"1103" "exp1" 5 32 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 1 2974 0 0
"1103" "exp1" 5 33 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 815 64 1
"1103" "exp1" 5 34 "graphed-probability" "pro-prob" 80 20 45 56 80 20 45 55 1 944 45 1
"1103" "exp1" 5 35 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 753 44 1
"1103" "exp1" 5 36 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 998 70 1
"1103" "exp1" 5 37 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 679 65 1
"1103" "exp1" 5 38 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 2 771 0 0
"1103" "exp1" 5 39 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 868 30 1
"1103" "exp1" 5 40 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1148 0 0
"1103" "exp1" 5 41 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 2 529 0 0
"1103" "exp1" 5 42 "graphed-probability" "pro-prob" 80 20 25 76 80 20 25 75 1 1685 0 0
"1103" "exp1" 5 43 "graphed-probability" "pro-prob" 80 20 45 56 80 20 45 55 1 1306 0 0
"1103" "exp1" 5 44 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 2 1648 0 0
"1103" "exp1" 5 45 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 1 3276 0 0
"1103" "exp1" 5 46 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 2207 0 0
"1103" "exp1" 5 47 "graphed-probability" "pro-out" 70 30 26 77 70 30 25 75 2 1061 0 0
"1103" "exp1" 5 48 "graphed-probability" "pro-out" 60 40 35 66 60 40 35 65 2 973 0 0
"1103" "exp1" 5 49 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 2 2157 0 0
"1103" "exp1" 5 50 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 648 0 0
"1103" "exp1" 5 51 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 1 15662 27 1
"1103" "exp1" 5 52 "graphed-probability" "congruent" 70 30 77 26 70 30 75 25 1 1004 0 0
"1103" "exp1" 5 53 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 667 64 1
"1103" "exp1" 5 54 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 682 75 1
"1103" "exp1" 5 55 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 806 0 0
"1103" "exp1" 5 56 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 2 1059 0 0
"1103" "exp1" 5 57 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 771 0 0
"1103" "exp1" 5 58 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 536 74 1
"1103" "exp1" 5 59 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 2 762 0 0
"1103" "exp1" 5 60 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 819 0 0
"1103" "exp1" 6 1 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1122 60 1
"1103" "exp1" 6 2 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 686 65 1
"1103" "exp1" 6 3 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 546 76 1
"1103" "exp1" 6 4 "graphed-probability" "pro-out" 60 40 35 66 60 40 35 65 2 804 66 1
"1103" "exp1" 6 5 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 2 754 0 0
"1103" "exp1" 6 6 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 589 0 0
"1103" "exp1" 6 7 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 670 70 1
"1103" "exp1" 6 8 "graphed-probability" "congruent" 80 20 76 24 80 20 75 25 1 629 76 1
"1103" "exp1" 6 9 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 1 970 0 0
"1103" "exp1" 6 10 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 771 70 1
"1103" "exp1" 6 11 "graphed-probability" "pro-out" 70 30 27 77 70 30 25 75 2 856 0 0
"1103" "exp1" 6 12 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 1 11544 23 1
"1103" "exp1" 6 13 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 1 1673 0 0
"1103" "exp1" 6 14 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 864 44 1
"1103" "exp1" 6 15 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 8345 30 1
"1103" "exp1" 6 16 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 855 0 0
"1103" "exp1" 6 17 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 876 44 1
"1103" "exp1" 6 18 "graphed-probability" "congruent" 70 30 75 27 70 30 75 25 1 1294 75 1
"1103" "exp1" 6 19 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 801 77 1
"1103" "exp1" 6 20 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 828 74 1
"1103" "exp1" 6 21 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 1 1973 0 0
"1103" "exp1" 6 22 "graphed-probability" "pro-out" 80 20 15 86 80 20 15 85 2 1067 0 0
"1103" "exp1" 6 23 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 834 45 1
"1103" "exp1" 6 24 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 2 962 0 0
"1103" "exp1" 6 25 "graphed-probability" "pro-prob" 80 20 45 56 80 20 45 55 1 1072 45 1
"1103" "exp1" 6 26 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 2 603 0 0
"1103" "exp1" 6 27 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 2 833 0 0
"1103" "exp1" 6 28 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 2 561 0 0
"1103" "exp1" 6 29 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 661 76 1
"1103" "exp1" 6 30 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 2 873 83 1
"1103" "exp1" 6 31 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1063 0 0
"1103" "exp1" 6 32 "graphed-probability" "congruent" 70 30 66 34 70 30 65 35 1 825 0 0
"1103" "exp1" 6 33 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 2 1085 0 0
"1103" "exp1" 6 34 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 2 724 0 0
"1103" "exp1" 6 35 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 2 779 0 0
"1103" "exp1" 6 36 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 2 620 0 0
"1103" "exp1" 6 37 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 580 65 1
"1103" "exp1" 6 38 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 591 84 1
"1103" "exp1" 6 39 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1124 0 0
"1103" "exp1" 6 40 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 2 814 76 1
"1103" "exp1" 6 41 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 572 0 0
"1103" "exp1" 6 42 "graphed-probability" "congruent" 80 20 77 24 80 20 75 25 1 550 77 1
"1103" "exp1" 6 43 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 2 921 0 0
"1103" "exp1" 6 44 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 2 582 0 0
"1103" "exp1" 6 45 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 2 944 0 0
"1103" "exp1" 6 46 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 2 888 76 1
"1103" "exp1" 6 47 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 1 1000 46 1
"1103" "exp1" 6 48 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 602 0 0
"1103" "exp1" 6 49 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 1 793 44 1
"1103" "exp1" 6 50 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 2 978 0 0
"1103" "exp1" 6 51 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 660 0 0
"1103" "exp1" 6 52 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 1 1669 27 1
"1103" "exp1" 6 53 "graphed-probability" "congruent" 60 40 63 35 60 40 65 35 1 893 0 0
"1103" "exp1" 6 54 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 885 0 0
"1103" "exp1" 6 55 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 1 2255 27 1
"1103" "exp1" 6 56 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1686 0 0
"1103" "exp1" 6 57 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 705 60 1
"1103" "exp1" 6 58 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 884 0 0
"1103" "exp1" 6 59 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 1 837 67 1
"1103" "exp1" 6 60 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 966 63 1
"1103" "exp1" 7 1 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 2 1046 0 0
"1103" "exp1" 7 2 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 593 64 1
"1103" "exp1" 7 3 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 599 60 1
"1103" "exp1" 7 4 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 2 938 0 0
"1103" "exp1" 7 5 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 541 77 1
"1103" "exp1" 7 6 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 2 726 63 1
"1103" "exp1" 7 7 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 571 60 1
"1103" "exp1" 7 8 "graphed-probability" "pro-out" 70 30 26 75 70 30 25 75 2 851 75 1
"1103" "exp1" 7 9 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 2 620 64 1
"1103" "exp1" 7 10 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 525 66 1
"1103" "exp1" 7 11 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 783 0 0
"1103" "exp1" 7 12 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 2 715 0 0
"1103" "exp1" 7 13 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 2 833 0 0
"1103" "exp1" 7 14 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 2 578 0 0
"1103" "exp1" 7 15 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 2 843 65 1
"1103" "exp1" 7 16 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 633 0 0
"1103" "exp1" 7 17 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 2 546 0 0
"1103" "exp1" 7 18 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 681 0 0
"1103" "exp1" 7 19 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 611 65 1
"1103" "exp1" 7 20 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 1 504 75 1
"1103" "exp1" 7 21 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 809 70 1
"1103" "exp1" 7 22 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 2 538 0 0
"1103" "exp1" 7 23 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 647 76 1
"1103" "exp1" 7 24 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 2 707 0 0
"1103" "exp1" 7 25 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 1030 65 1
"1103" "exp1" 7 26 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 1 1748 27 1
"1103" "exp1" 7 27 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 2 861 0 0
"1103" "exp1" 7 28 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 877 0 0
"1103" "exp1" 7 29 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 2 5599 66 1
"1103" "exp1" 7 30 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 1758 0 0
"1103" "exp1" 7 31 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 2 960 65 1
"1103" "exp1" 7 32 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 916 0 0
"1103" "exp1" 7 33 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 615 0 0
"1103" "exp1" 7 34 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 1035 45 1
"1103" "exp1" 7 35 "graphed-probability" "congruent" 70 30 66 37 70 30 65 35 1 581 66 1
"1103" "exp1" 7 36 "graphed-probability" "pro-prob" 80 20 45 56 80 20 45 55 1 661 45 1
"1103" "exp1" 7 37 "graphed-probability" "congruent" 80 20 76 24 80 20 75 25 1 648 76 1
"1103" "exp1" 7 38 "graphed-probability" "congruent" 80 20 77 25 80 20 75 25 1 578 77 1
"1103" "exp1" 7 39 "graphed-probability" "congruent" 60 40 63 33 60 40 65 35 1 964 63 1
"1103" "exp1" 7 40 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 759 67 1
"1103" "exp1" 7 41 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 2 1344 87 1
"1103" "exp1" 7 42 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 761 46 1
"1103" "exp1" 7 43 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 877 0 0
"1103" "exp1" 7 44 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 2 1268 0 0
"1103" "exp1" 7 45 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1142 0 0
"1103" "exp1" 7 46 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 996 73 1
"1103" "exp1" 7 47 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 2 1674 0 0
"1103" "exp1" 7 48 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 2 2670 0 0
"1103" "exp1" 7 49 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 2615 0 0
"1103" "exp1" 7 50 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 1166 0 0
"1103" "exp1" 7 51 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 1 1650 43 1
"1103" "exp1" 7 52 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 2 1295 0 0
"1103" "exp1" 7 53 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 2303 70 1
"1103" "exp1" 7 54 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 951 45 1
"1103" "exp1" 7 55 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1043 70 1
"1103" "exp1" 7 56 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 921 0 0
"1103" "exp1" 7 57 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 2 633 0 0
"1103" "exp1" 7 58 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 1 1520 23 1
"1103" "exp1" 7 59 "graphed-probability" "pro-out" 60 40 15 87 60 40 15 85 2 709 0 0
"1103" "exp1" 7 60 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 2 1956 0 0
"1103" "exp1" 8 1 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 750 47 1
"1103" "exp1" 8 2 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 2 953 0 0
"1103" "exp1" 8 3 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 841 0 0
"1103" "exp1" 8 4 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 2 1466 0 0
"1103" "exp1" 8 5 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 2 608 74 1
"1103" "exp1" 8 6 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 730 0 0
"1103" "exp1" 8 7 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 2 843 0 0
"1103" "exp1" 8 8 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 1017 76 1
"1103" "exp1" 8 9 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 746 0 0
"1103" "exp1" 8 10 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 652 75 1
"1103" "exp1" 8 11 "graphed-probability" "pro-out" 60 40 36 63 60 40 35 65 2 759 0 0
"1103" "exp1" 8 12 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 603 74 1
"1103" "exp1" 8 13 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 2 1284 0 0
"1103" "exp1" 8 14 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 785 0 0
"1103" "exp1" 8 15 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 1 855 0 0
"1103" "exp1" 8 16 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 569 74 1
"1103" "exp1" 8 17 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 829 47 1
"1103" "exp1" 8 18 "graphed-probability" "pro-prob" 70 30 34 66 70 30 35 65 2 1094 0 0
"1103" "exp1" 8 19 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 547 47 1
"1103" "exp1" 8 20 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 676 30 1
"1103" "exp1" 8 21 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 772 70 1
"1103" "exp1" 8 22 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 2 514 76 1
"1103" "exp1" 8 23 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 1 1168 0 0
"1103" "exp1" 8 24 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1119 0 0
"1103" "exp1" 8 25 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 672 60 1
"1103" "exp1" 8 26 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 523 75 1
"1103" "exp1" 8 27 "graphed-probability" "congruent" 70 30 66 37 70 30 65 35 1 590 66 1
"1103" "exp1" 8 28 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 2 786 0 0
"1103" "exp1" 8 29 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 2 1248 0 0
"1103" "exp1" 8 30 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 1 1052 43 1
"1103" "exp1" 8 31 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 1 629 43 1
"1103" "exp1" 8 32 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 696 0 0
"1103" "exp1" 8 33 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 722 73 1
"1103" "exp1" 8 34 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 923 0 0
"1103" "exp1" 8 35 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 2 565 0 0
"1103" "exp1" 8 36 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 2 558 75 1
"1103" "exp1" 8 37 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 544 65 1
"1103" "exp1" 8 38 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 1 831 37 1
"1103" "exp1" 8 39 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 2 719 85 1
"1103" "exp1" 8 40 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 771 0 0
"1103" "exp1" 8 41 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 2 678 0 0
"1103" "exp1" 8 42 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 797 0 0
"1103" "exp1" 8 43 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 1137 37 1
"1103" "exp1" 8 44 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 1016 0 0
"1103" "exp1" 8 45 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 1 671 47 1
"1103" "exp1" 8 46 "graphed-probability" "congruent" 60 40 65 35 60 40 65 35 1 690 65 1
"1103" "exp1" 8 47 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 1 1309 27 1
"1103" "exp1" 8 48 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 2 993 84 1
"1103" "exp1" 8 49 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 573 76 1
"1103" "exp1" 8 50 "graphed-probability" "pro-prob" 80 20 23 75 80 20 25 75 2 860 75 1
"1103" "exp1" 8 51 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 1 610 0 0
"1103" "exp1" 8 52 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 2 837 0 0
"1103" "exp1" 8 53 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 608 64 1
"1103" "exp1" 8 54 "graphed-probability" "congruent" 60 40 64 37 60 40 65 35 1 845 0 0
"1103" "exp1" 8 55 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 2885 60 1
"1103" "exp1" 8 56 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 698 0 0
"1103" "exp1" 8 57 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 880 44 1
"1103" "exp1" 8 58 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 2 749 0 0
"1103" "exp1" 8 59 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 2 1016 0 0
"1103" "exp1" 8 60 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 1 1214 0 0
"1103" "exp1" 9 1 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 530 0 0
"1103" "exp1" 9 2 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 506 77 1
"1103" "exp1" 9 3 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 1 578 0 0
"1103" "exp1" 9 4 "graphed-probability" "pro-out" 60 40 13 85 60 40 15 85 2 528 85 1
"1103" "exp1" 9 5 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 2 590 0 0
"1103" "exp1" 9 6 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 2 585 0 0
"1103" "exp1" 9 7 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 2 533 0 0
"1103" "exp1" 9 8 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 1 602 43 1
"1103" "exp1" 9 9 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 937 0 0
"1103" "exp1" 9 10 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 935 0 0
"1103" "exp1" 9 11 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 1 903 35 1
"1103" "exp1" 9 12 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 537 0 0
"1103" "exp1" 9 13 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 2 670 0 0
"1103" "exp1" 9 14 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 761 0 0
"1103" "exp1" 9 15 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 2 831 0 0
"1103" "exp1" 9 16 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1269 0 0
"1103" "exp1" 9 17 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 643 0 0
"1103" "exp1" 9 18 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 564 0 0
"1103" "exp1" 9 19 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 2 1333 56 1
"1103" "exp1" 9 20 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 630 0 0
"1103" "exp1" 9 21 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 460 0 0
"1103" "exp1" 9 22 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 2 702 0 0
"1103" "exp1" 9 23 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 470 76 1
"1103" "exp1" 9 24 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 1 720 37 1
"1103" "exp1" 9 25 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 582 0 0
"1103" "exp1" 9 26 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 940 46 1
"1103" "exp1" 9 27 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 809 80 1
"1103" "exp1" 9 28 "graphed-probability" "congruent" 80 20 74 26 80 20 75 25 1 503 74 1
"1103" "exp1" 9 29 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 1 2044 27 1
"1103" "exp1" 9 30 "graphed-probability" "pro-prob" 70 30 37 63 70 30 35 65 2 1038 0 0
"1103" "exp1" 9 31 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 2 701 84 1
"1103" "exp1" 9 32 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 676 76 1
"1103" "exp1" 9 33 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 2 2299 0 0
"1103" "exp1" 9 34 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 2 750 0 0
"1103" "exp1" 9 35 "graphed-probability" "pro-out" 80 20 13 84 80 20 15 85 2 698 0 0
"1103" "exp1" 9 36 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 561 0 0
"1103" "exp1" 9 37 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 739 47 1
"1103" "exp1" 9 38 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 2 626 0 0
"1103" "exp1" 9 39 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 2 928 75 1
"1103" "exp1" 9 40 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 1034 44 1
"1103" "exp1" 9 41 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 882 87 1
"1103" "exp1" 9 42 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 717 0 0
"1103" "exp1" 9 43 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 2 1070 63 1
"1103" "exp1" 9 44 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 835 0 0
"1103" "exp1" 9 45 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 2 661 66 1
"1103" "exp1" 9 46 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1919 70 1
"1103" "exp1" 9 47 "graphed-probability" "congruent" 80 20 73 27 80 20 75 25 1 610 0 0
"1103" "exp1" 9 48 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 870 0 0
"1103" "exp1" 9 49 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 759 0 0
"1103" "exp1" 9 50 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 565 0 0
"1103" "exp1" 9 51 "graphed-probability" "pro-out" 80 20 17 83 80 20 15 85 2 790 0 0
"1103" "exp1" 9 52 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 2 831 0 0
"1103" "exp1" 9 53 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 579 70 1
"1103" "exp1" 9 54 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 2 509 76 1
"1103" "exp1" 9 55 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 556 67 1
"1103" "exp1" 9 56 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 893 70 1
"1103" "exp1" 9 57 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 1 814 43 1
"1103" "exp1" 9 58 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 2 600 0 0
"1103" "exp1" 9 59 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 767 0 0
"1103" "exp1" 9 60 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 733 43 1
"1103" "exp1" 10 1 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 1 476 74 1
"1103" "exp1" 10 2 "graphed-probability" "congruent" 80 20 76 25 80 20 75 25 1 564 76 1
"1103" "exp1" 10 3 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 2 731 0 0
"1103" "exp1" 10 4 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 2 577 77 1
"1103" "exp1" 10 5 "graphed-probability" "congruent" 60 40 64 37 60 40 65 35 1 736 64 1
"1103" "exp1" 10 6 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 446 74 1
"1103" "exp1" 10 7 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 2 781 0 0
"1103" "exp1" 10 8 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 1 787 46 1
"1103" "exp1" 10 9 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 535 70 1
"1103" "exp1" 10 10 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 2 585 0 0
"1103" "exp1" 10 11 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 2 597 0 0
"1103" "exp1" 10 12 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 462 0 0
"1103" "exp1" 10 13 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 437 73 1
"1103" "exp1" 10 14 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 727 0 0
"1103" "exp1" 10 15 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 655 0 0
"1103" "exp1" 10 16 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 2 929 0 0
"1103" "exp1" 10 17 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 2 614 0 0
"1103" "exp1" 10 18 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 514 76 1
"1103" "exp1" 10 19 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 2 1924 65 1
"1103" "exp1" 10 20 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 630 0 0
"1103" "exp1" 10 21 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 1508 0 0
"1103" "exp1" 10 22 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 2 673 0 0
"1103" "exp1" 10 23 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 547 0 0
"1103" "exp1" 10 24 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 2 479 0 0
"1103" "exp1" 10 25 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 551 0 0
"1103" "exp1" 10 26 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 2 917 76 1
"1103" "exp1" 10 27 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 1 1215 44 1
"1103" "exp1" 10 28 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 1 736 45 1
"1103" "exp1" 10 29 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 2 904 56 1
"1103" "exp1" 10 30 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 686 0 0
"1103" "exp1" 10 31 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 621 67 1
"1103" "exp1" 10 32 "graphed-probability" "pro-out" 80 20 16 85 80 20 15 85 2 823 0 0
"1103" "exp1" 10 33 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 2 1057 0 0
"1103" "exp1" 10 34 "graphed-probability" "congruent" 70 30 77 24 70 30 75 25 1 540 77 1
"1103" "exp1" 10 35 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 555 63 1
"1103" "exp1" 10 36 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 2 681 0 0
"1103" "exp1" 10 37 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 2 565 0 0
"1103" "exp1" 10 38 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 2 550 0 0
"1103" "exp1" 10 39 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 2 835 0 0
"1103" "exp1" 10 40 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 2 632 67 1
"1103" "exp1" 10 41 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 1 587 67 1
"1103" "exp1" 10 42 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 2 993 0 0
"1103" "exp1" 10 43 "graphed-probability" "congruent" 60 40 64 34 60 40 65 35 1 469 0 0
"1103" "exp1" 10 44 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 1 929 43 1
"1103" "exp1" 10 45 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 2 755 0 0
"1103" "exp1" 10 46 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 2 826 0 0
"1103" "exp1" 10 47 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 560 60 1
"1103" "exp1" 10 48 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 621 63 1
"1103" "exp1" 10 49 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 2 525 0 0
"1103" "exp1" 10 50 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 550 13 1
"1103" "exp1" 10 51 "graphed-probability" "congruent" 70 30 66 37 70 30 65 35 1 505 0 0
"1103" "exp1" 10 52 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 2 643 0 0
"1103" "exp1" 10 53 "graphed-probability" "congruent" 70 30 63 37 70 30 65 35 1 642 63 1
"1103" "exp1" 10 54 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 630 80 1
"1103" "exp1" 10 55 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 752 80 1
"1103" "exp1" 10 56 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 1 847 46 1
"1103" "exp1" 10 57 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 624 60 1
"1103" "exp1" 10 58 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 665 80 1
"1103" "exp1" 10 59 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 621 0 0
"1103" "exp1" 10 60 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 565 46 1
"1103" "exp1" 11 1 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 472 64 1
"1103" "exp1" 11 2 "graphed-probability" "congruent" 70 30 77 26 70 30 75 25 1 490 77 1
"1103" "exp1" 11 3 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 2 516 0 0
"1103" "exp1" 11 4 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 526 73 1
"1103" "exp1" 11 5 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 2 428 0 0
"1103" "exp1" 11 6 "graphed-probability" "congruent" 70 30 66 37 70 30 65 35 1 425 0 0
"1103" "exp1" 11 7 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 2 537 0 0
"1103" "exp1" 11 8 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 2 459 0 0
"1103" "exp1" 11 9 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 453 75 1
"1103" "exp1" 11 10 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 399 75 1
"1103" "exp1" 11 11 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 2 519 0 0
"1103" "exp1" 11 12 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 2 564 0 0
"1103" "exp1" 11 13 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 2 960 67 1
"1103" "exp1" 11 14 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 677 0 0
"1103" "exp1" 11 15 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 1 797 45 1
"1103" "exp1" 11 16 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 493 64 1
"1103" "exp1" 11 17 "graphed-probability" "pro-out" 80 20 13 84 80 20 15 85 2 818 84 1
"1103" "exp1" 11 18 "graphed-probability" "pro-out" 60 40 13 85 60 40 15 85 2 493 0 0
"1103" "exp1" 11 19 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 1 601 35 1
"1103" "exp1" 11 20 "graphed-probability" "pro-out" 70 30 26 77 70 30 25 75 2 782 77 1
"1103" "exp1" 11 21 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 2 592 63 1
"1103" "exp1" 11 22 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 548 0 0
"1103" "exp1" 11 23 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 883 60 1
"1103" "exp1" 11 24 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 791 45 1
"1103" "exp1" 11 25 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 2 684 0 0
"1103" "exp1" 11 26 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1192 0 0
"1103" "exp1" 11 27 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 2 725 86 1
"1103" "exp1" 11 28 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 1206 24 1
"1103" "exp1" 11 29 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 650 70 1
"1103" "exp1" 11 30 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 1 768 46 1
"1103" "exp1" 11 31 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 657 66 1
"1103" "exp1" 11 32 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 2 928 73 1
"1103" "exp1" 11 33 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 1 754 0 0
"1103" "exp1" 11 34 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 518 47 1
"1103" "exp1" 11 35 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 2 984 0 0
"1103" "exp1" 11 36 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 1 650 25 1
"1103" "exp1" 11 37 "graphed-probability" "pro-out" 60 40 37 67 60 40 35 65 1 1140 37 1
"1103" "exp1" 11 38 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 2 813 0 0
"1103" "exp1" 11 39 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 550 67 1
"1103" "exp1" 11 40 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 2 863 0 0
"1103" "exp1" 11 41 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 601 80 1
"1103" "exp1" 11 42 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 753 0 0
"1103" "exp1" 11 43 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1031 0 0
"1103" "exp1" 11 44 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 674 0 0
"1103" "exp1" 11 45 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 593 60 1
"1103" "exp1" 11 46 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 453 76 1
"1103" "exp1" 11 47 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 2 986 65 1
"1103" "exp1" 11 48 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 2 545 0 0
"1103" "exp1" 11 49 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 2 748 86 1
"1103" "exp1" 11 50 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 643 0 0
"1103" "exp1" 11 51 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 843 0 0
"1103" "exp1" 11 52 "graphed-probability" "congruent" 60 40 67 33 60 40 65 35 1 665 67 1
"1103" "exp1" 11 53 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 2 516 66 1
"1103" "exp1" 11 54 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 546 0 0
"1103" "exp1" 11 55 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 2 1456 0 0
"1103" "exp1" 11 56 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 632 76 1
"1103" "exp1" 11 57 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 525 75 1
"1103" "exp1" 11 58 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 566 0 0
"1103" "exp1" 11 59 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 2 626 0 0
"1103" "exp1" 11 60 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 2 547 53 1
"1103" "exp1" 12 1 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 1 440 26 1
"1103" "exp1" 12 2 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 2 534 0 0
"1103" "exp1" 12 3 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 707 0 0
"1103" "exp1" 12 4 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 568 73 1
"1103" "exp1" 12 5 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 2 717 65 1
"1103" "exp1" 12 6 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 2 907 0 0
"1103" "exp1" 12 7 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 1 935 46 1
"1103" "exp1" 12 8 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 1 431 25 1
"1103" "exp1" 12 9 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 1 1423 0 0
"1103" "exp1" 12 10 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 541 77 1
"1103" "exp1" 12 11 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 2 773 0 0
"1103" "exp1" 12 12 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 652 70 1
"1103" "exp1" 12 13 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 2 629 85 1
"1103" "exp1" 12 14 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 2 1667 0 0
"1103" "exp1" 12 15 "graphed-probability" "congruent" 60 40 65 36 60 40 65 35 1 851 0 0
"1103" "exp1" 12 16 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 2 535 0 0
"1103" "exp1" 12 17 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 2 763 0 0
"1103" "exp1" 12 18 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 2 697 0 0
"1103" "exp1" 12 19 "graphed-probability" "congruent" 80 20 77 24 80 20 75 25 1 508 77 1
"1103" "exp1" 12 20 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 446 74 1
"1103" "exp1" 12 21 "graphed-probability" "congruent" 80 20 77 25 80 20 75 25 1 392 77 1
"1103" "exp1" 12 22 "graphed-probability" "pro-out" 60 40 36 64 60 40 35 65 2 732 64 1
"1103" "exp1" 12 23 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 629 0 0
"1103" "exp1" 12 24 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 2 588 0 0
"1103" "exp1" 12 25 "graphed-probability" "pro-out" 60 40 13 85 60 40 15 85 2 561 0 0
"1103" "exp1" 12 26 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 2 558 0 0
"1103" "exp1" 12 27 "graphed-probability" "pro-out" 80 20 16 85 80 20 15 85 2 665 85 1
"1103" "exp1" 12 28 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 2 557 36 1
"1103" "exp1" 12 29 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 726 60 1
"1103" "exp1" 12 30 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 673 80 1
"1103" "exp1" 12 31 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 2 556 0 0
"1103" "exp1" 12 32 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 477 0 0
"1103" "exp1" 12 33 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 2 526 0 0
"1103" "exp1" 12 34 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 491 0 0
"1103" "exp1" 12 35 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 636 65 1
"1103" "exp1" 12 36 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 2 846 0 0
"1103" "exp1" 12 37 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 2 514 0 0
"1103" "exp1" 12 38 "graphed-probability" "pro-out" 70 30 23 74 70 30 25 75 2 939 74 1
"1103" "exp1" 12 39 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 2 598 84 1
"1103" "exp1" 12 40 "graphed-probability" "pro-prob" 80 20 44 56 80 20 45 55 1 1016 44 1
"1103" "exp1" 12 41 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 640 47 1
"1103" "exp1" 12 42 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 823 70 1
"1103" "exp1" 12 43 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 709 66 1
"1103" "exp1" 12 44 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 1 574 46 1
"1103" "exp1" 12 45 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 661 0 0
"1103" "exp1" 12 46 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 488 75 1
"1103" "exp1" 12 47 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 643 40 1
"1103" "exp1" 12 48 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 556 60 1
"1103" "exp1" 12 49 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 2 596 83 1
"1103" "exp1" 12 50 "graphed-probability" "congruent" 60 40 64 34 60 40 65 35 1 550 64 1
"1103" "exp1" 12 51 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 1 692 43 1
"1103" "exp1" 12 52 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 744 0 0
"1103" "exp1" 12 53 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 632 0 0
"1103" "exp1" 12 54 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 2 524 65 1
"1103" "exp1" 12 55 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 532 0 0
"1103" "exp1" 12 56 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 431 0 0
"1103" "exp1" 12 57 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 1 446 76 1
"1103" "exp1" 12 58 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 1 576 37 1
"1103" "exp1" 12 59 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 507 60 1
"1103" "exp1" 12 60 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 552 47 1
"1103" "exp1" 13 1 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 1 441 17 1
"1103" "exp1" 13 2 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 2 617 64 1
"1103" "exp1" 13 3 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 440 0 0
"1103" "exp1" 13 4 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 420 0 0
"1103" "exp1" 13 5 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 2 718 0 0
"1103" "exp1" 13 6 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 493 0 0
"1103" "exp1" 13 7 "graphed-probability" "pro-prob" 80 20 44 56 80 20 45 55 2 524 56 1
"1103" "exp1" 13 8 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 2 530 0 0
"1103" "exp1" 13 9 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 559 0 0
"1103" "exp1" 13 10 "graphed-probability" "pro-out" 60 40 36 64 60 40 35 65 2 929 0 0
"1103" "exp1" 13 11 "graphed-probability" "congruent" 80 20 77 25 80 20 75 25 1 475 0 0
"1103" "exp1" 13 12 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 925 0 0
"1103" "exp1" 13 13 "graphed-probability" "pro-out" 70 30 23 77 70 30 25 75 1 757 23 1
"1103" "exp1" 13 14 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 2 840 57 1
"1103" "exp1" 13 15 "graphed-probability" "pro-out" 60 40 37 65 60 40 35 65 2 1312 65 1
"1103" "exp1" 13 16 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 515 75 1
"1103" "exp1" 13 17 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 2 861 0 0
"1103" "exp1" 13 18 "graphed-probability" "congruent" 80 20 73 27 80 20 75 25 1 453 73 1
"1103" "exp1" 13 19 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 1 631 16 1
"1103" "exp1" 13 20 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 2 1064 0 0
"1103" "exp1" 13 21 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 469 0 0
"1103" "exp1" 13 22 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 743 0 0
"1103" "exp1" 13 23 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 607 70 1
"1103" "exp1" 13 24 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 523 0 0
"1103" "exp1" 13 25 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 2 815 65 1
"1103" "exp1" 13 26 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 2 519 73 1
"1103" "exp1" 13 27 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 2 651 54 1
"1103" "exp1" 13 28 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 824 0 0
"1103" "exp1" 13 29 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 565 0 0
"1103" "exp1" 13 30 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 781 73 1
"1103" "exp1" 13 31 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 523 87 1
"1103" "exp1" 13 32 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 1 524 45 1
"1103" "exp1" 13 33 "graphed-probability" "congruent" 60 40 63 35 60 40 65 35 1 533 0 0
"1103" "exp1" 13 34 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 493 63 1
"1103" "exp1" 13 35 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 479 0 0
"1103" "exp1" 13 36 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 673 0 0
"1103" "exp1" 13 37 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 473 75 1
"1103" "exp1" 13 38 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 560 0 0
"1103" "exp1" 13 39 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 2 689 0 0
"1103" "exp1" 13 40 "graphed-probability" "pro-out" 70 30 25 77 70 30 25 75 2 888 0 0
"1103" "exp1" 13 41 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 2 510 0 0
"1103" "exp1" 13 42 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 707 77 1
"1103" "exp1" 13 43 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 2 668 87 1
"1103" "exp1" 13 44 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 1 600 46 1
"1103" "exp1" 13 45 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 2 685 0 0
"1103" "exp1" 13 46 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 504 65 1
"1103" "exp1" 13 47 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 543 0 0
"1103" "exp1" 13 48 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 2 742 0 0
"1103" "exp1" 13 49 "graphed-probability" "congruent" 70 30 66 34 70 30 65 35 1 580 66 1
"1103" "exp1" 13 50 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 1 592 75 1
"1103" "exp1" 13 51 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 2 917 0 0
"1103" "exp1" 13 52 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 2 584 0 0
"1103" "exp1" 13 53 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 588 20 1
"1103" "exp1" 13 54 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 2 700 0 0
"1103" "exp1" 13 55 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 2 661 55 1
"1103" "exp1" 13 56 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 585 0 0
"1103" "exp1" 13 57 "graphed-probability" "pro-prob" 60 40 45 54 60 40 45 55 2 602 54 1
"1103" "exp1" 13 58 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 800 0 0
"1103" "exp1" 13 59 "graphed-probability" "congruent" 60 40 65 35 60 40 65 35 1 580 65 1
"1103" "exp1" 13 60 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 1 539 27 1
"1103" "exp1" 14 1 "graphed-probability" "pro-out" 80 20 16 85 80 20 15 85 2 25 0 0
"1103" "exp1" 14 2 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 713 44 1
"1103" "exp1" 14 3 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 465 70 1
"1103" "exp1" 14 4 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 1 498 43 1
"1103" "exp1" 14 5 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 2 789 0 0
"1103" "exp1" 14 6 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 788 74 1
"1103" "exp1" 14 7 "graphed-probability" "pro-out" 80 20 17 83 80 20 15 85 2 569 0 0
"1103" "exp1" 14 8 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 2 616 65 1
"1103" "exp1" 14 9 "graphed-probability" "congruent" 80 20 77 24 80 20 75 25 1 729 77 1
"1103" "exp1" 14 10 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 2 625 0 0
"1103" "exp1" 14 11 "graphed-probability" "congruent" 80 20 73 27 80 20 75 25 1 540 73 1
"1103" "exp1" 14 12 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 2 576 0 0
"1103" "exp1" 14 13 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 2 487 0 0
"1103" "exp1" 14 14 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 545 0 0
"1103" "exp1" 14 15 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 632 66 1
"1103" "exp1" 14 16 "graphed-probability" "pro-out" 70 30 23 77 70 30 25 75 2 737 77 1
"1103" "exp1" 14 17 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 796 0 0
"1103" "exp1" 14 18 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 510 0 0
"1103" "exp1" 14 19 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 502 70 1
"1103" "exp1" 14 20 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 2 516 73 1
"1103" "exp1" 14 21 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 436 87 1
"1103" "exp1" 14 22 "graphed-probability" "pro-out" 80 20 15 86 80 20 15 85 2 622 86 1
"1103" "exp1" 14 23 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 577 0 0
"1103" "exp1" 14 24 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 454 0 0
"1103" "exp1" 14 25 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 2 643 0 0
"1103" "exp1" 14 26 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 2 519 0 0
"1103" "exp1" 14 27 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 2 691 0 0
"1103" "exp1" 14 28 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 1 657 46 1
"1103" "exp1" 14 29 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 1 1052 46 1
"1103" "exp1" 14 30 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 1 689 46 1
"1103" "exp1" 14 31 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 569 0 0
"1103" "exp1" 14 32 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 2 632 0 0
"1103" "exp1" 14 33 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 2 607 65 1
"1103" "exp1" 14 34 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 607 67 1
"1103" "exp1" 14 35 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 513 0 0
"1103" "exp1" 14 36 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 642 75 1
"1103" "exp1" 14 37 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 2 847 0 0
"1103" "exp1" 14 38 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 2 728 0 0
"1103" "exp1" 14 39 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 2 493 0 0
"1103" "exp1" 14 40 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 616 66 1
"1103" "exp1" 14 41 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 884 0 0
"1103" "exp1" 14 42 "graphed-probability" "pro-prob" 80 20 23 75 80 20 25 75 2 551 75 1
"1103" "exp1" 14 43 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 547 65 1
"1103" "exp1" 14 44 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 2 500 0 0
"1103" "exp1" 14 45 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 769 0 0
"1103" "exp1" 14 46 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 2 733 0 0
"1103" "exp1" 14 47 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 1 811 65 1
"1103" "exp1" 14 48 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 506 0 0
"1103" "exp1" 14 49 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 697 0 0
"1103" "exp1" 14 50 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 487 0 0
"1103" "exp1" 14 51 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 682 0 0
"1103" "exp1" 14 52 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 498 66 1
"1103" "exp1" 14 53 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 2 625 0 0
"1103" "exp1" 14 54 "graphed-probability" "pro-prob" 70 30 37 63 70 30 35 65 2 803 0 0
"1103" "exp1" 14 55 "graphed-probability" "pro-prob" 80 20 25 74 80 20 25 75 2 513 0 0
"1103" "exp1" 14 56 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 2 630 63 1
"1103" "exp1" 14 57 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 482 0 0
"1103" "exp1" 14 58 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 488 64 1
"1103" "exp1" 14 59 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 747 44 1
"1103" "exp1" 14 60 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 540 75 1
"1103" "exp1" 15 1 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 1 1004 0 0
"1103" "exp1" 15 2 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 613 0 0
"1103" "exp1" 15 3 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 467 0 0
"1103" "exp1" 15 4 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 483 64 1
"1103" "exp1" 15 5 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 536 0 0
"1103" "exp1" 15 6 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 2 588 73 1
"1103" "exp1" 15 7 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 568 0 0
"1103" "exp1" 15 8 "graphed-probability" "pro-out" 60 40 36 64 60 40 35 65 2 854 64 1
"1103" "exp1" 15 9 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 571 0 0
"1103" "exp1" 15 10 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 2 547 0 0
"1103" "exp1" 15 11 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 2 1541 0 0
"1103" "exp1" 15 12 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 2 674 77 1
"1103" "exp1" 15 13 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 627 64 1
"1103" "exp1" 15 14 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 667 0 0
"1103" "exp1" 15 15 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 640 0 0
"1103" "exp1" 15 16 "graphed-probability" "pro-prob" 80 20 45 56 80 20 45 55 1 629 45 1
"1103" "exp1" 15 17 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 641 45 1
"1103" "exp1" 15 18 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 2 580 0 0
"1103" "exp1" 15 19 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 2 483 0 0
"1103" "exp1" 15 20 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 2 1322 75 1
"1103" "exp1" 15 21 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 2 501 0 0
"1103" "exp1" 15 22 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 527 74 1
"1103" "exp1" 15 23 "graphed-probability" "pro-out" 60 40 36 63 60 40 35 65 1 493 0 0
"1103" "exp1" 15 24 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 2 585 0 0
"1103" "exp1" 15 25 "graphed-probability" "congruent" 80 20 77 24 80 20 75 25 1 527 77 1
"1103" "exp1" 15 26 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 670 40 1
"1103" "exp1" 15 27 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 2 655 84 1
"1103" "exp1" 15 28 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 542 75 1
"1103" "exp1" 15 29 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 600 0 0
"1103" "exp1" 15 30 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 2 664 0 0
"1103" "exp1" 15 31 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 2 555 0 0
"1103" "exp1" 15 32 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 1 522 0 0
"1103" "exp1" 15 33 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 470 30 1
"1103" "exp1" 15 34 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 961 60 1
"1103" "exp1" 15 35 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 559 0 0
"1103" "exp1" 15 36 "graphed-probability" "pro-out" 80 20 17 83 80 20 15 85 2 602 0 0
"1103" "exp1" 15 37 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 2 581 77 1
"1103" "exp1" 15 38 "graphed-probability" "congruent" 70 30 77 26 70 30 75 25 1 554 0 0
"1103" "exp1" 15 39 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 456 44 1
"1103" "exp1" 15 40 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 545 0 0
"1103" "exp1" 15 41 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 1 694 0 0
"1103" "exp1" 15 42 "graphed-probability" "congruent" 60 40 67 33 60 40 65 35 1 475 0 0
"1103" "exp1" 15 43 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 652 0 0
"1103" "exp1" 15 44 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 648 0 0
"1103" "exp1" 15 45 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 533 60 1
"1103" "exp1" 15 46 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 2 578 55 1
"1103" "exp1" 15 47 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 535 65 1
"1103" "exp1" 15 48 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 2 683 0 0
"1103" "exp1" 15 49 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 524 87 1
"1103" "exp1" 15 50 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 2 516 0 0
"1103" "exp1" 15 51 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 2 862 0 0
"1103" "exp1" 15 52 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 2 598 0 0
"1103" "exp1" 15 53 "graphed-probability" "pro-prob" 80 20 23 75 80 20 25 75 2 629 75 1
"1103" "exp1" 15 54 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 2 602 0 0
"1103" "exp1" 15 55 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 698 67 1
"1103" "exp1" 15 56 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 722 0 0
"1103" "exp1" 15 57 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 2 461 0 0
"1103" "exp1" 15 58 "graphed-probability" "pro-prob" 70 30 36 63 70 30 35 65 2 687 63 1
"1103" "exp1" 15 59 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 2 565 73 1
"1103" "exp1" 15 60 "graphed-probability" "congruent" 70 30 66 37 70 30 65 35 1 820 0 0
"1103" "exp1" 16 1 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 710 74 1
"1103" "exp1" 16 2 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 644 80 1
"1103" "exp1" 16 3 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 564 0 0
"1103" "exp1" 16 4 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 2 510 0 0
"1103" "exp1" 16 5 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 622 0 0
"1103" "exp1" 16 6 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 2 607 73 1
"1103" "exp1" 16 7 "graphed-probability" "pro-prob" 60 40 44 54 60 40 45 55 2 445 0 0
"1103" "exp1" 16 8 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 637 65 1
"1103" "exp1" 16 9 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 453 75 1
"1103" "exp1" 16 10 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 1 901 0 0
"1103" "exp1" 16 11 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 525 67 1
"1103" "exp1" 16 12 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 525 66 1
"1103" "exp1" 16 13 "graphed-probability" "pro-prob" 80 20 43 54 80 20 45 55 1 503 43 1
"1103" "exp1" 16 14 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 755 0 0
"1103" "exp1" 16 15 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 1 802 33 1
"1103" "exp1" 16 16 "graphed-probability" "congruent" 80 20 76 25 80 20 75 25 1 488 76 1
"1103" "exp1" 16 17 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 2 458 64 1
"1103" "exp1" 16 18 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 2 518 0 0
"1103" "exp1" 16 19 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 2 590 55 1
"1103" "exp1" 16 20 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 656 0 0
"1103" "exp1" 16 21 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 918 80 1
"1103" "exp1" 16 22 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 456 70 1
"1103" "exp1" 16 23 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 2 770 0 0
"1103" "exp1" 16 24 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 2 449 0 0
"1103" "exp1" 16 25 "graphed-probability" "pro-out" 80 20 15 83 80 20 15 85 2 515 0 0
"1103" "exp1" 16 26 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 2 523 85 1
"1103" "exp1" 16 27 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 2 440 86 1
"1103" "exp1" 16 28 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 642 0 0
"1103" "exp1" 16 29 "graphed-probability" "pro-out" 80 20 13 84 80 20 15 85 2 554 0 0
"1103" "exp1" 16 30 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 2 522 64 1
"1103" "exp1" 16 31 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 707 60 1
"1103" "exp1" 16 32 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 2 541 0 0
"1103" "exp1" 16 33 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 2 595 0 0
"1103" "exp1" 16 34 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 447 0 0
"1103" "exp1" 16 35 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 2 585 57 1
"1103" "exp1" 16 36 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 820 0 0
"1103" "exp1" 16 37 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 561 0 0
"1103" "exp1" 16 38 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 2 451 55 1
"1103" "exp1" 16 39 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 441 0 0
"1103" "exp1" 16 40 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 2 630 0 0
"1103" "exp1" 16 41 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 484 74 1
"1103" "exp1" 16 42 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 515 70 1
"1103" "exp1" 16 43 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 2 495 65 1
"1103" "exp1" 16 44 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 534 0 0
"1103" "exp1" 16 45 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 635 65 1
"1103" "exp1" 16 46 "graphed-probability" "pro-out" 70 30 26 75 70 30 25 75 2 687 0 0
"1103" "exp1" 16 47 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 774 63 1
"1103" "exp1" 16 48 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 2 663 0 0
"1103" "exp1" 16 49 "graphed-probability" "congruent" 80 20 74 26 80 20 75 25 1 505 74 1
"1103" "exp1" 16 50 "graphed-probability" "pro-prob" 70 30 37 63 70 30 35 65 2 762 63 1
"1103" "exp1" 16 51 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 729 76 1
"1103" "exp1" 16 52 "graphed-probability" "pro-out" 60 40 35 67 60 40 35 65 1 524 35 1
"1103" "exp1" 16 53 "graphed-probability" "pro-prob" 80 20 44 56 80 20 45 55 1 632 44 1
"1103" "exp1" 16 54 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 2 792 65 1
"1103" "exp1" 16 55 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 987 40 1
"1103" "exp1" 16 56 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 603 47 1
"1103" "exp1" 16 57 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 2 514 0 0
"1103" "exp1" 16 58 "graphed-probability" "congruent" 70 30 63 37 70 30 65 35 1 871 0 0
"1103" "exp1" 16 59 "graphed-probability" "pro-out" 70 30 23 74 70 30 25 75 2 576 0 0
"1103" "exp1" 16 60 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 2 693 85 1
"1103" "exp1" 17 1 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 2 503 75 1
"1103" "exp1" 17 2 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 2 426 84 1
"1103" "exp1" 17 3 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 638 45 1
"1103" "exp1" 17 4 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 458 45 1
"1103" "exp1" 17 5 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 2 549 0 0
"1103" "exp1" 17 6 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 502 80 1
"1103" "exp1" 17 7 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 2 472 0 0
"1103" "exp1" 17 8 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 2 495 74 1
"1103" "exp1" 17 9 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 494 0 0
"1103" "exp1" 17 10 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 586 45 1
"1103" "exp1" 17 11 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 651 67 1
"1103" "exp1" 17 12 "graphed-probability" "congruent" 80 20 77 24 80 20 75 25 1 487 0 0
"1103" "exp1" 17 13 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 2 486 0 0
"1103" "exp1" 17 14 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 504 70 1
"1103" "exp1" 17 15 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 1 603 0 0
"1103" "exp1" 17 16 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 511 0 0
"1103" "exp1" 17 17 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 2 495 84 1
"1103" "exp1" 17 18 "graphed-probability" "pro-prob" 60 40 45 54 60 40 45 55 1 889 45 1
"1103" "exp1" 17 19 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 681 75 1
"1103" "exp1" 17 20 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 823 47 1
"1103" "exp1" 17 21 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 519 0 0
"1103" "exp1" 17 22 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 2 1161 0 0
"1103" "exp1" 17 23 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1039 0 0
"1103" "exp1" 17 24 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 576 0 0
"1103" "exp1" 17 25 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 2 571 0 0
"1103" "exp1" 17 26 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 2 573 0 0
"1103" "exp1" 17 27 "graphed-probability" "congruent" 60 40 65 36 60 40 65 35 1 584 65 1
"1103" "exp1" 17 28 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 441 64 1
"1103" "exp1" 17 29 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 475 60 1
"1103" "exp1" 17 30 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 2 691 75 1
"1103" "exp1" 17 31 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 480 0 0
"1103" "exp1" 17 32 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 2 487 24 1
"1103" "exp1" 17 33 "graphed-probability" "pro-out" 60 40 37 67 60 40 35 65 1 788 37 1
"1103" "exp1" 17 34 "graphed-probability" "pro-out" 80 20 16 85 80 20 15 85 2 705 0 0
"1103" "exp1" 17 35 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 581 0 0
"1103" "exp1" 17 36 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 2 472 67 1
"1103" "exp1" 17 37 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 2 543 0 0
"1103" "exp1" 17 38 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 2 523 84 1
"1103" "exp1" 17 39 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 1 812 0 0
"1103" "exp1" 17 40 "graphed-probability" "pro-prob" 70 30 36 63 70 30 35 65 2 963 63 1
"1103" "exp1" 17 41 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 608 0 0
"1103" "exp1" 17 42 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 2 547 0 0
"1103" "exp1" 17 43 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 688 0 0
"1103" "exp1" 17 44 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 2 965 75 1
"1103" "exp1" 17 45 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 2 537 0 0
"1103" "exp1" 17 46 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 2 593 86 1
"1103" "exp1" 17 47 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 850 66 1
"1103" "exp1" 17 48 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 520 74 1
"1103" "exp1" 17 49 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 783 0 0
"1103" "exp1" 17 50 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 1 568 76 1
"1103" "exp1" 17 51 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 533 75 1
"1103" "exp1" 17 52 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 2 1417 54 1
"1103" "exp1" 17 53 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 1 538 0 0
"1103" "exp1" 17 54 "graphed-probability" "pro-prob" 80 20 27 74 80 20 25 75 2 550 0 0
"1103" "exp1" 17 55 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 2 920 0 0
"1103" "exp1" 17 56 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 517 70 1
"1103" "exp1" 17 57 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 519 73 1
"1103" "exp1" 17 58 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 549 0 0
"1103" "exp1" 17 59 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 698 64 1
"1103" "exp1" 17 60 "graphed-probability" "congruent" 60 40 64 37 60 40 65 35 1 572 0 0
"1103" "exp1" 18 1 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 961 70 1
"1103" "exp1" 18 2 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 2 500 57 1
"1103" "exp1" 18 3 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 2 543 64 1
"1103" "exp1" 18 4 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 2 534 0 0
"1103" "exp1" 18 5 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 2 567 0 0
"1103" "exp1" 18 6 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 534 0 0
"1103" "exp1" 18 7 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 659 66 1
"1103" "exp1" 18 8 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 2 537 83 1
"1103" "exp1" 18 9 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 2 622 0 0
"1103" "exp1" 18 10 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 2 826 66 1
"1103" "exp1" 18 11 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 569 74 1
"1103" "exp1" 18 12 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 461 75 1
"1103" "exp1" 18 13 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 497 0 0
"1103" "exp1" 18 14 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 2 630 57 1
"1103" "exp1" 18 15 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 509 65 1
"1103" "exp1" 18 16 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 476 0 0
"1103" "exp1" 18 17 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 2 549 77 1
"1103" "exp1" 18 18 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 849 0 0
"1103" "exp1" 18 19 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 471 0 0
"1103" "exp1" 18 20 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 2 510 0 0
"1103" "exp1" 18 21 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 2 544 0 0
"1103" "exp1" 18 22 "graphed-probability" "congruent" 60 40 63 35 60 40 65 35 1 729 0 0
"1103" "exp1" 18 23 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 2 639 0 0
"1103" "exp1" 18 24 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 2 701 83 1
"1103" "exp1" 18 25 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 440 76 1
"1103" "exp1" 18 26 "graphed-probability" "congruent" 80 20 73 27 80 20 75 25 1 489 73 1
"1103" "exp1" 18 27 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 937 0 0
"1103" "exp1" 18 28 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 2 881 0 0
"1103" "exp1" 18 29 "graphed-probability" "congruent" 60 40 64 37 60 40 65 35 1 474 64 1
"1103" "exp1" 18 30 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 751 0 0
"1103" "exp1" 18 31 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 608 70 1
"1103" "exp1" 18 32 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 622 0 0
"1103" "exp1" 18 33 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 1129 0 0
"1103" "exp1" 18 34 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 2 602 86 1
"1103" "exp1" 18 35 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1279 70 1
"1103" "exp1" 18 36 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 2 651 0 0
"1103" "exp1" 18 37 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 2 821 0 0
"1103" "exp1" 18 38 "graphed-probability" "pro-prob" 80 20 44 56 80 20 45 55 2 597 0 0
"1103" "exp1" 18 39 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 556 0 0
"1103" "exp1" 18 40 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 2 705 0 0
"1103" "exp1" 18 41 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 2 582 0 0
"1103" "exp1" 18 42 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 2 520 77 1
"1103" "exp1" 18 43 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 674 60 1
"1103" "exp1" 18 44 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 2 851 74 1
"1103" "exp1" 18 45 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 2 688 0 0
"1103" "exp1" 18 46 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 716 73 1
"1103" "exp1" 18 47 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 2 675 0 0
"1103" "exp1" 18 48 "graphed-probability" "pro-out" 70 30 27 77 70 30 25 75 2 1950 77 1
"1103" "exp1" 18 49 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 832 60 1
"1103" "exp1" 18 50 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 2 1277 0 0
"1103" "exp1" 18 51 "graphed-probability" "congruent" 60 40 65 35 60 40 65 35 1 763 0 0
"1103" "exp1" 18 52 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 2 660 0 0
"1103" "exp1" 18 53 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 2 593 76 1
"1103" "exp1" 18 54 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 812 0 0
"1103" "exp1" 18 55 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 2 1098 0 0
"1103" "exp1" 18 56 "graphed-probability" "congruent" 70 30 77 24 70 30 75 25 1 793 77 1
"1103" "exp1" 18 57 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 762 0 0
"1103" "exp1" 18 58 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 2 1419 0 0
"1103" "exp1" 18 59 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 2 903 0 0
"1103" "exp1" 18 60 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 880 46 1
"1103" "exp1" 19 1 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 2 715 65 1
"1103" "exp1" 19 2 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 765 65 1
"1103" "exp1" 19 3 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 574 73 1
"1103" "exp1" 19 4 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 2 1148 0 0
"1103" "exp1" 19 5 "graphed-probability" "pro-prob" 80 20 43 54 80 20 45 55 1 832 43 1
"1103" "exp1" 19 6 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 2 1132 0 0
"1103" "exp1" 19 7 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 521 66 1
"1103" "exp1" 19 8 "graphed-probability" "congruent" 80 20 74 26 80 20 75 25 1 505 74 1
"1103" "exp1" 19 9 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 1 562 45 1
"1103" "exp1" 19 10 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 738 45 1
"1103" "exp1" 19 11 "graphed-probability" "pro-prob" 60 40 44 54 60 40 45 55 2 1944 0 0
"1103" "exp1" 19 12 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 635 0 0
"1103" "exp1" 19 13 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 558 0 0
"1103" "exp1" 19 14 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 641 65 1
"1103" "exp1" 19 15 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 2 540 0 0
"1103" "exp1" 19 16 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 3251 30 1
"1103" "exp1" 19 17 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 2 968 0 0
"1103" "exp1" 19 18 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 2 418 84 1
"1103" "exp1" 19 19 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 548 0 0
"1103" "exp1" 19 20 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 589 0 0
"1103" "exp1" 19 21 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 2 538 77 1
"1103" "exp1" 19 22 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 914 0 0
"1103" "exp1" 19 23 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 674 80 1
"1103" "exp1" 19 24 "graphed-probability" "pro-prob" 60 40 47 55 60 40 45 55 1 835 47 1
"1103" "exp1" 19 25 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 2 623 0 0
"1103" "exp1" 19 26 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 2 950 0 0
"1103" "exp1" 19 27 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 736 0 0
"1103" "exp1" 19 28 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 767 73 1
"1103" "exp1" 19 29 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 534 0 0
"1103" "exp1" 19 30 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 721 60 1
"1103" "exp1" 19 31 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 781 67 1
"1103" "exp1" 19 32 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 725 0 0
"1103" "exp1" 19 33 "graphed-probability" "pro-out" 60 40 37 65 60 40 35 65 2 651 0 0
"1103" "exp1" 19 34 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 2 609 0 0
"1103" "exp1" 19 35 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 531 60 1
"1103" "exp1" 19 36 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 2 630 0 0
"1103" "exp1" 19 37 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 1051 76 1
"1103" "exp1" 19 38 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 2 485 0 0
"1103" "exp1" 19 39 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 490 74 1
"1103" "exp1" 19 40 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 2 937 0 0
"1103" "exp1" 19 41 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 560 0 0
"1103" "exp1" 19 42 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 661 0 0
"1103" "exp1" 19 43 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 705 73 1
"1103" "exp1" 19 44 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 2 573 77 1
"1103" "exp1" 19 45 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 2 544 65 1
"1103" "exp1" 19 46 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 1 1036 46 1
"1103" "exp1" 19 47 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 2 681 0 0
"1103" "exp1" 19 48 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 825 0 0
"1103" "exp1" 19 49 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 2 1596 87 1
"1103" "exp1" 19 50 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 2 586 0 0
"1103" "exp1" 19 51 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 2 644 0 0
"1103" "exp1" 19 52 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 953 0 0
"1103" "exp1" 19 53 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 2 2748 0 0
"1103" "exp1" 19 54 "graphed-probability" "congruent" 60 40 65 36 60 40 65 35 1 550 0 0
"1103" "exp1" 19 55 "graphed-probability" "congruent" 80 20 73 25 80 20 75 25 1 569 73 1
"1103" "exp1" 19 56 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 2 549 75 1
"1103" "exp1" 19 57 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 2 825 0 0
"1103" "exp1" 19 58 "graphed-probability" "pro-out" 60 40 37 65 60 40 35 65 2 601 0 0
"1103" "exp1" 19 59 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 2 1788 63 1
"1103" "exp1" 19 60 "graphed-probability" "pro-out" 70 30 23 77 70 30 25 75 2 860 0 0
"1103" "exp1" 20 1 "graphed-probability" "pro-prob" 60 40 45 54 60 40 45 55 2 1017 54 1
"1103" "exp1" 20 2 "graphed-probability" "pro-out" 60 40 36 63 60 40 35 65 2 885 0 0
"1103" "exp1" 20 3 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 539 77 1
"1103" "exp1" 20 4 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 2 529 0 0
"1103" "exp1" 20 5 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 1 582 27 1
"1103" "exp1" 20 6 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 456 67 1
"1103" "exp1" 20 7 "graphed-probability" "congruent" 60 40 65 36 60 40 65 35 1 608 0 0
"1103" "exp1" 20 8 "graphed-probability" "congruent" 80 20 75 25 80 20 75 25 1 420 75 1
"1103" "exp1" 20 9 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 2 785 0 0
"1103" "exp1" 20 10 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 2 485 0 0
"1103" "exp1" 20 11 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 741 0 0
"1103" "exp1" 20 12 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 2 513 0 0
"1103" "exp1" 20 13 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 2 578 0 0
"1103" "exp1" 20 14 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 2 470 0 0
"1103" "exp1" 20 15 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 508 0 0
"1103" "exp1" 20 16 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 2 532 0 0
"1103" "exp1" 20 17 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 1 1410 46 1
"1103" "exp1" 20 18 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 1 529 74 1
"1103" "exp1" 20 19 "graphed-probability" "congruent" 80 20 77 25 80 20 75 25 1 565 77 1
"1103" "exp1" 20 20 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 2 2589 0 0
"1103" "exp1" 20 21 "graphed-probability" "pro-out" 70 30 26 77 70 30 25 75 2 577 0 0
"1103" "exp1" 20 22 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 749 0 0
"1103" "exp1" 20 23 "graphed-probability" "pro-out" 60 40 13 83 60 40 15 85 2 584 0 0
"1103" "exp1" 20 24 "graphed-probability" "congruent" 70 30 75 27 70 30 75 25 2 539 0 0
"1103" "exp1" 20 25 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 504 47 1
"1103" "exp1" 20 26 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 565 60 1
"1103" "exp1" 20 27 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 1 797 26 1
"1103" "exp1" 20 28 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 498 63 1
"1103" "exp1" 20 29 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 443 0 0
"1103" "exp1" 20 30 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 2 726 0 0
"1103" "exp1" 20 31 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 2 680 0 0
"1103" "exp1" 20 32 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 793 0 0
"1103" "exp1" 20 33 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 807 0 0
"1103" "exp1" 20 34 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 2607 0 0
"1103" "exp1" 20 35 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 2 563 0 0
"1103" "exp1" 20 36 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 2 1009 53 1
"1103" "exp1" 20 37 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 2 732 65 1
"1103" "exp1" 20 38 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 2 781 0 0
"1103" "exp1" 20 39 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 2 1140 0 0
"1103" "exp1" 20 40 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 944 47 1
"1103" "exp1" 20 41 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 597 0 0
"1103" "exp1" 20 42 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 774 66 1
"1103" "exp1" 20 43 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 1206 77 1
"1103" "exp1" 20 44 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 2 656 0 0
"1103" "exp1" 20 45 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 2 540 0 0
"1103" "exp1" 20 46 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 478 0 0
"1103" "exp1" 20 47 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 534 0 0
"1103" "exp1" 20 48 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 2 468 0 0
"1103" "exp1" 20 49 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 2 561 27 1
"1103" "exp1" 20 50 "graphed-probability" "pro-out" 70 30 26 75 70 30 25 75 2 597 75 1
"1103" "exp1" 20 51 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 558 80 1
"1103" "exp1" 20 52 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 695 44 1
"1103" "exp1" 20 53 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 557 66 1
"1103" "exp1" 20 54 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 617 0 0
"1103" "exp1" 20 55 "graphed-probability" "congruent" 70 30 66 37 70 30 65 35 1 704 66 1
"1103" "exp1" 20 56 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 2 587 0 0
"1103" "exp1" 20 57 "graphed-probability" "congruent" 60 40 64 34 60 40 65 35 1 538 64 1
"1103" "exp1" 20 58 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 2 857 75 1
"1103" "exp1" 20 59 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 727 0 0
"1103" "exp1" 20 60 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 2 488 0 0
"1104" "exp1" 1 1 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 1 537 25 1
"1104" "exp1" 1 2 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 470 35 1
"1104" "exp1" 1 3 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 515 64 1
"1104" "exp1" 1 4 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 480 45 1
"1104" "exp1" 1 5 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 423 0 0
"1104" "exp1" 1 6 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 1 655 0 0
"1104" "exp1" 1 7 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 1 543 37 1
"1104" "exp1" 1 8 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 483 0 0
"1104" "exp1" 1 9 "graphed-probability" "congruent" 70 30 63 37 70 30 65 35 1 472 0 0
"1104" "exp1" 1 10 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 1 771 43 1
"1104" "exp1" 1 11 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 1 570 46 1
"1104" "exp1" 1 12 "graphed-probability" "pro-out" 80 20 13 84 80 20 15 85 1 532 13 1
"1104" "exp1" 1 13 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 389 0 0
"1104" "exp1" 1 14 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 474 20 1
"1104" "exp1" 1 15 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 453 20 1
"1104" "exp1" 1 16 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 1 408 23 1
"1104" "exp1" 1 17 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 1 744 45 1
"1104" "exp1" 1 18 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 1 623 0 0
"1104" "exp1" 1 19 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 434 0 0
"1104" "exp1" 1 20 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 1 1270 14 1
"1104" "exp1" 1 21 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 659 74 1
"1104" "exp1" 1 22 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 482 73 1
"1104" "exp1" 1 23 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 1 492 0 0
"1104" "exp1" 1 24 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 475 0 0
"1104" "exp1" 1 25 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 760 0 0
"1104" "exp1" 1 26 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 542 24 1
"1104" "exp1" 1 27 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 1 867 0 0
"1104" "exp1" 1 28 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 776 40 1
"1104" "exp1" 1 29 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 1 443 77 1
"1104" "exp1" 1 30 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1328 40 1
"1104" "exp1" 1 31 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 1 590 17 1
"1104" "exp1" 1 32 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 590 0 0
"1104" "exp1" 1 33 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 713 0 0
"1104" "exp1" 1 34 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 1 580 45 1
"1104" "exp1" 1 35 "graphed-probability" "pro-out" 80 20 15 83 80 20 15 85 1 400 15 1
"1104" "exp1" 1 36 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 717 76 1
"1104" "exp1" 1 37 "graphed-probability" "pro-out" 60 40 15 86 60 40 15 85 1 822 15 1
"1104" "exp1" 1 38 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 840 47 1
"1104" "exp1" 1 39 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 1 604 24 1
"1104" "exp1" 1 40 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 1 633 67 1
"1104" "exp1" 1 41 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 1 745 0 0
"1104" "exp1" 1 42 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 1 543 26 1
"1104" "exp1" 1 43 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 537 64 1
"1104" "exp1" 1 44 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 1 828 43 1
"1104" "exp1" 1 45 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 596 40 1
"1104" "exp1" 1 46 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 524 20 1
"1104" "exp1" 1 47 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 1 481 0 0
"1104" "exp1" 1 48 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 476 0 0
"1104" "exp1" 1 49 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 1 584 0 0
"1104" "exp1" 1 50 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 497 73 1
"1104" "exp1" 1 51 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 1 354 0 0
"1104" "exp1" 1 52 "graphed-probability" "congruent" 60 40 65 36 60 40 65 35 1 813 65 1
"1104" "exp1" 1 53 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 431 0 0
"1104" "exp1" 1 54 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 1 675 25 1
"1104" "exp1" 1 55 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 1 526 76 1
"1104" "exp1" 1 56 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 1 567 14 1
"1104" "exp1" 1 57 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 1 542 33 1
"1104" "exp1" 1 58 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 1 527 27 1
"1104" "exp1" 1 59 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 914 63 1
"1104" "exp1" 1 60 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 668 0 0
"1104" "exp1" 2 1 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 1 584 13 1
"1104" "exp1" 2 2 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 1 738 0 0
"1104" "exp1" 2 3 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 470 0 0
"1104" "exp1" 2 4 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 1 504 43 1
"1104" "exp1" 2 5 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 540 0 0
"1104" "exp1" 2 6 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 1 555 0 0
"1104" "exp1" 2 7 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 612 0 0
"1104" "exp1" 2 8 "graphed-probability" "pro-out" 80 20 15 86 80 20 15 85 1 467 0 0
"1104" "exp1" 2 9 "graphed-probability" "congruent" 80 20 75 25 80 20 75 25 1 453 0 0
"1104" "exp1" 2 10 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 1 545 16 1
"1104" "exp1" 2 11 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 429 20 1
"1104" "exp1" 2 12 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 1 593 37 1
"1104" "exp1" 2 13 "graphed-probability" "pro-out" 60 40 36 64 60 40 35 65 1 1099 36 1
"1104" "exp1" 2 14 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 1 448 35 1
"1104" "exp1" 2 15 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 539 20 1
"1104" "exp1" 2 16 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 1 574 33 1
"1104" "exp1" 2 17 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 1 458 43 1
"1104" "exp1" 2 18 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 1 433 45 1
"1104" "exp1" 2 19 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 1 518 14 1
"1104" "exp1" 2 20 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 424 0 0
"1104" "exp1" 2 21 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 444 73 1
"1104" "exp1" 2 22 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 438 20 1
"1104" "exp1" 2 23 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 1 684 43 1
"1104" "exp1" 2 24 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 758 75 1
"1104" "exp1" 2 25 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 996 0 0
"1104" "exp1" 2 26 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 864 0 0
"1104" "exp1" 2 27 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 479 30 1
"1104" "exp1" 2 28 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 1 539 0 0
"1104" "exp1" 2 29 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 1 660 76 1
"1104" "exp1" 2 30 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 1 448 0 0
"1104" "exp1" 2 31 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 444 25 1
"1104" "exp1" 2 32 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 1 448 0 0
"1104" "exp1" 2 33 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 1 505 0 0
"1104" "exp1" 2 34 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 452 20 1
"1104" "exp1" 2 35 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 486 30 1
"1104" "exp1" 2 36 "graphed-probability" "congruent" 70 30 63 37 70 30 65 35 1 429 63 1
"1104" "exp1" 2 37 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 1 906 67 1
"1104" "exp1" 2 38 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 449 65 1
"1104" "exp1" 2 39 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 414 75 1
"1104" "exp1" 2 40 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 486 40 1
"1104" "exp1" 2 41 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 570 0 0
"1104" "exp1" 2 42 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 476 40 1
"1104" "exp1" 2 43 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 1 461 14 1
"1104" "exp1" 2 44 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 431 30 1
"1104" "exp1" 2 45 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 1 533 25 1
"1104" "exp1" 2 46 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 1 466 33 1
"1104" "exp1" 2 47 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 673 0 0
"1104" "exp1" 2 48 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 1 440 26 1
"1104" "exp1" 2 49 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 1 428 0 0
"1104" "exp1" 2 50 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 622 0 0
"1104" "exp1" 2 51 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 409 40 1
"1104" "exp1" 2 52 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 2 461 85 1
"1104" "exp1" 2 53 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 702 64 1
"1104" "exp1" 2 54 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 486 77 1
"1104" "exp1" 2 55 "graphed-probability" "pro-out" 70 30 26 77 70 30 25 75 1 562 26 1
"1104" "exp1" 2 56 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 567 0 0
"1104" "exp1" 2 57 "graphed-probability" "pro-prob" 70 30 36 63 70 30 35 65 1 529 0 0
"1104" "exp1" 2 58 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 442 0 0
"1104" "exp1" 2 59 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 1 369 25 1
"1104" "exp1" 2 60 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 1 478 0 0
"1104" "exp1" 3 1 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 1 478 0 0
"1104" "exp1" 3 2 "graphed-probability" "pro-prob" 60 40 47 55 60 40 45 55 1 528 47 1
"1104" "exp1" 3 3 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 417 44 1
"1104" "exp1" 3 4 "graphed-probability" "congruent" 70 30 75 27 70 30 75 25 1 427 0 0
"1104" "exp1" 3 5 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 1 375 76 1
"1104" "exp1" 3 6 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 1 475 23 1
"1104" "exp1" 3 7 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 509 0 0
"1104" "exp1" 3 8 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 1 452 14 1
"1104" "exp1" 3 9 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 422 34 1
"1104" "exp1" 3 10 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 426 64 1
"1104" "exp1" 3 11 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 327 43 1
"1104" "exp1" 3 12 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 1 474 0 0
"1104" "exp1" 3 13 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 377 20 1
"1104" "exp1" 3 14 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 1 407 26 1
"1104" "exp1" 3 15 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 1 412 0 0
"1104" "exp1" 3 16 "graphed-probability" "pro-prob" 60 40 47 53 60 40 45 55 1 401 0 0
"1104" "exp1" 3 17 "graphed-probability" "pro-out" 60 40 37 65 60 40 35 65 1 912 37 1
"1104" "exp1" 3 18 "graphed-probability" "pro-out" 80 20 15 86 80 20 15 85 1 586 15 1
"1104" "exp1" 3 19 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 459 20 1
"1104" "exp1" 3 20 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 1 555 77 1
"1104" "exp1" 3 21 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 588 66 1
"1104" "exp1" 3 22 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 414 67 1
"1104" "exp1" 3 23 "graphed-probability" "pro-prob" 60 40 45 54 60 40 45 55 1 466 0 0
"1104" "exp1" 3 24 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 1 729 0 0
"1104" "exp1" 3 25 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 511 30 1
"1104" "exp1" 3 26 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 619 24 1
"1104" "exp1" 3 27 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 1 398 65 1
"1104" "exp1" 3 28 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 875 60 1
"1104" "exp1" 3 29 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 761 0 0
"1104" "exp1" 3 30 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 1106 65 1
"1104" "exp1" 3 31 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 1 624 16 1
"1104" "exp1" 3 32 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 597 30 1
"1104" "exp1" 3 33 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 1 708 0 0
"1104" "exp1" 3 34 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1009 40 1
"1104" "exp1" 3 35 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 1 543 26 1
"1104" "exp1" 3 36 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 560 20 1
"1104" "exp1" 3 37 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 1 586 27 1
"1104" "exp1" 3 38 "graphed-probability" "pro-out" 60 40 15 87 60 40 15 85 1 501 0 0
"1104" "exp1" 3 39 "graphed-probability" "pro-prob" 80 20 44 55 80 20 45 55 1 514 44 1
"1104" "exp1" 3 40 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 459 67 1
"1104" "exp1" 3 41 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 562 66 1
"1104" "exp1" 3 42 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 1 463 33 1
"1104" "exp1" 3 43 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 1 478 0 0
"1104" "exp1" 3 44 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 428 74 1
"1104" "exp1" 3 45 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 510 30 1
"1104" "exp1" 3 46 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 346 73 1
"1104" "exp1" 3 47 "graphed-probability" "pro-out" 70 30 26 75 70 30 25 75 1 350 26 1
"1104" "exp1" 3 48 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 373 66 1
"1104" "exp1" 3 49 "graphed-probability" "pro-out" 60 40 37 67 60 40 35 65 1 564 0 0
"1104" "exp1" 3 50 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 449 0 0
"1104" "exp1" 3 51 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 448 20 1
"1104" "exp1" 3 52 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 469 0 0
"1104" "exp1" 3 53 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 1 410 0 0
"1104" "exp1" 3 54 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 1 488 27 1
"1104" "exp1" 3 55 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 1 616 0 0
"1104" "exp1" 3 56 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 871 40 1
"1104" "exp1" 3 57 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 544 24 1
"1104" "exp1" 3 58 "graphed-probability" "pro-out" 60 40 35 66 60 40 35 65 1 436 35 1
"1104" "exp1" 3 59 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 844 60 1
"1104" "exp1" 3 60 "graphed-probability" "pro-prob" 60 40 44 54 60 40 45 55 2 1463 0 0
"1104" "exp1" 4 1 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 491 0 0
"1104" "exp1" 4 2 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 1 518 46 1
"1104" "exp1" 4 3 "graphed-probability" "congruent" 80 20 73 25 80 20 75 25 2 703 25 1
"1104" "exp1" 4 4 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 1 608 75 1
"1104" "exp1" 4 5 "graphed-probability" "pro-out" 70 30 26 75 70 30 25 75 1 489 26 1
"1104" "exp1" 4 6 "graphed-probability" "pro-out" 60 40 34 66 60 40 35 65 1 718 34 1
"1104" "exp1" 4 7 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 1 475 37 1
"1104" "exp1" 4 8 "graphed-probability" "congruent" 70 30 63 37 70 30 65 35 1 553 0 0
"1104" "exp1" 4 9 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 471 77 1
"1104" "exp1" 4 10 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 649 0 0
"1104" "exp1" 4 11 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 593 74 1
"1104" "exp1" 4 12 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1446 20 1
"1104" "exp1" 4 13 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 1055 75 1
"1104" "exp1" 4 14 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 1 634 0 0
"1104" "exp1" 4 15 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 807 74 1
"1104" "exp1" 4 16 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 1 585 17 1
"1104" "exp1" 4 17 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 2 1226 54 1
"1104" "exp1" 4 18 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 1 743 76 1
"1104" "exp1" 4 19 "graphed-probability" "pro-out" 60 40 13 83 60 40 15 85 2 1997 83 1
"1104" "exp1" 4 20 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1131 0 0
"1104" "exp1" 4 21 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 1072 63 1
"1104" "exp1" 4 22 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1005 0 0
"1104" "exp1" 4 23 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 621 23 1
"1104" "exp1" 4 24 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 611 67 1
"1104" "exp1" 4 25 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 619 0 0
"1104" "exp1" 4 26 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 1 621 0 0
"1104" "exp1" 4 27 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 1 1048 34 1
"1104" "exp1" 4 28 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 2 798 0 0
"1104" "exp1" 4 29 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 766 30 1
"1104" "exp1" 4 30 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 899 13 1
"1104" "exp1" 4 31 "graphed-probability" "pro-prob" 80 20 27 74 80 20 25 75 1 546 27 1
"1104" "exp1" 4 32 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 539 0 0
"1104" "exp1" 4 33 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 602 45 1
"1104" "exp1" 4 34 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 606 66 1
"1104" "exp1" 4 35 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 608 20 1
"1104" "exp1" 4 36 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 1 400 43 1
"1104" "exp1" 4 37 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 533 0 0
"1104" "exp1" 4 38 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 1 589 43 1
"1104" "exp1" 4 39 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 567 45 1
"1104" "exp1" 4 40 "graphed-probability" "pro-out" 70 30 25 74 70 30 25 75 1 660 25 1
"1104" "exp1" 4 41 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 937 0 0
"1104" "exp1" 4 42 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 806 33 1
"1104" "exp1" 4 43 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 2 606 87 1
"1104" "exp1" 4 44 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 1 917 14 1
"1104" "exp1" 4 45 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 576 63 1
"1104" "exp1" 4 46 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 2 1283 0 0
"1104" "exp1" 4 47 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 2 1133 0 0
"1104" "exp1" 4 48 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 1 937 46 1
"1104" "exp1" 4 49 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 1383 24 1
"1104" "exp1" 4 50 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 1 1165 24 1
"1104" "exp1" 4 51 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 724 0 0
"1104" "exp1" 4 52 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1181 20 1
"1104" "exp1" 4 53 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 1328 66 1
"1104" "exp1" 4 54 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 2 1401 57 1
"1104" "exp1" 4 55 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 1640 65 1
"1104" "exp1" 4 56 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 947 40 1
"1104" "exp1" 4 57 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 1 1336 26 1
"1104" "exp1" 4 58 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 1 1001 15 1
"1104" "exp1" 4 59 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 1 1275 36 1
"1104" "exp1" 4 60 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1294 40 1
"1104" "exp1" 5 1 "graphed-probability" "congruent" 70 30 66 37 70 30 65 35 1 665 66 1
"1104" "exp1" 5 2 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 575 20 1
"1104" "exp1" 5 3 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 521 46 1
"1104" "exp1" 5 4 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 1 654 27 1
"1104" "exp1" 5 5 "graphed-probability" "pro-out" 80 20 16 85 80 20 15 85 1 592 0 0
"1104" "exp1" 5 6 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 1 529 0 0
"1104" "exp1" 5 7 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 1 451 44 1
"1104" "exp1" 5 8 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 661 66 1
"1104" "exp1" 5 9 "graphed-probability" "pro-out" 60 40 35 67 60 40 35 65 1 452 0 0
"1104" "exp1" 5 10 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 1 557 43 1
"1104" "exp1" 5 11 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 1 575 14 1
"1104" "exp1" 5 12 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 625 0 0
"1104" "exp1" 5 13 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 600 63 1
"1104" "exp1" 5 14 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 535 0 0
"1104" "exp1" 5 15 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 1 541 27 1
"1104" "exp1" 5 16 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 468 66 1
"1104" "exp1" 5 17 "graphed-probability" "congruent" 60 40 63 33 60 40 65 35 1 860 63 1
"1104" "exp1" 5 18 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 783 0 0
"1104" "exp1" 5 19 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1006 70 1
"1104" "exp1" 5 20 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 849 45 1
"1104" "exp1" 5 21 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 920 20 1
"1104" "exp1" 5 22 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 927 76 1
"1104" "exp1" 5 23 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 642 0 0
"1104" "exp1" 5 24 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 1464 84 1
"1104" "exp1" 5 25 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 2 819 63 1
"1104" "exp1" 5 26 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1030 20 1
"1104" "exp1" 5 27 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 2 805 0 0
"1104" "exp1" 5 28 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 1 765 33 1
"1104" "exp1" 5 29 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 1 2080 16 1
"1104" "exp1" 5 30 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 1 750 0 0
"1104" "exp1" 5 31 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 681 66 1
"1104" "exp1" 5 32 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 652 73 1
"1104" "exp1" 5 33 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 1 750 43 1
"1104" "exp1" 5 34 "graphed-probability" "pro-prob" 80 20 25 74 80 20 25 75 1 847 25 1
"1104" "exp1" 5 35 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 982 77 1
"1104" "exp1" 5 36 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 1187 0 0
"1104" "exp1" 5 37 "graphed-probability" "congruent" 70 30 77 26 70 30 75 25 1 704 0 0
"1104" "exp1" 5 38 "graphed-probability" "congruent" 80 20 75 25 80 20 75 25 1 595 0 0
"1104" "exp1" 5 39 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 1 940 0 0
"1104" "exp1" 5 40 "graphed-probability" "congruent" 70 30 64 35 70 30 65 35 1 577 64 1
"1104" "exp1" 5 41 "graphed-probability" "pro-out" 60 40 34 66 60 40 35 65 1 1005 34 1
"1104" "exp1" 5 42 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 1 755 46 1
"1104" "exp1" 5 43 "graphed-probability" "pro-prob" 70 30 37 63 70 30 35 65 1 657 37 1
"1104" "exp1" 5 44 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 604 67 1
"1104" "exp1" 5 45 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 635 77 1
"1104" "exp1" 5 46 "graphed-probability" "pro-out" 70 30 25 74 70 30 25 75 1 1499 25 1
"1104" "exp1" 5 47 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 1 647 16 1
"1104" "exp1" 5 48 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 2122 0 0
"1104" "exp1" 5 49 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 1 1688 0 0
"1104" "exp1" 5 50 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1055 30 1
"1104" "exp1" 5 51 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 1 719 26 1
"1104" "exp1" 5 52 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 1 748 13 1
"1104" "exp1" 5 53 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 1352 75 1
"1104" "exp1" 5 54 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 753 20 1
"1104" "exp1" 5 55 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 896 30 1
"1104" "exp1" 5 56 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 2 2233 0 0
"1104" "exp1" 5 57 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 773 44 1
"1104" "exp1" 5 58 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 663 35 1
"1104" "exp1" 5 59 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 1 693 0 0
"1104" "exp1" 5 60 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 1 718 26 1
"1104" "exp1" 6 1 "graphed-probability" "pro-out" 60 40 37 67 60 40 35 65 1 564 0 0
"1104" "exp1" 6 2 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 1 710 47 1
"1104" "exp1" 6 3 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 610 66 1
"1104" "exp1" 6 4 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 1 534 27 1
"1104" "exp1" 6 5 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 1 880 67 1
"1104" "exp1" 6 6 "graphed-probability" "congruent" 70 30 77 24 70 30 75 25 1 526 0 0
"1104" "exp1" 6 7 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 483 0 0
"1104" "exp1" 6 8 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 391 45 1
"1104" "exp1" 6 9 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 562 47 1
"1104" "exp1" 6 10 "graphed-probability" "congruent" 80 20 76 25 80 20 75 25 1 389 76 1
"1104" "exp1" 6 11 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 1 471 0 0
"1104" "exp1" 6 12 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 1 654 17 1
"1104" "exp1" 6 13 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 1 966 16 1
"1104" "exp1" 6 14 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 567 44 1
"1104" "exp1" 6 15 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 532 20 1
"1104" "exp1" 6 16 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 497 40 1
"1104" "exp1" 6 17 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 531 0 0
"1104" "exp1" 6 18 "graphed-probability" "pro-out" 60 40 37 65 60 40 35 65 1 506 0 0
"1104" "exp1" 6 19 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 844 0 0
"1104" "exp1" 6 20 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 397 30 1
"1104" "exp1" 6 21 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 432 30 1
"1104" "exp1" 6 22 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 453 13 1
"1104" "exp1" 6 23 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 1 398 27 1
"1104" "exp1" 6 24 "graphed-probability" "congruent" 70 30 77 26 70 30 75 25 1 478 77 1
"1104" "exp1" 6 25 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 329 30 1
"1104" "exp1" 6 26 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 391 34 1
"1104" "exp1" 6 27 "graphed-probability" "congruent" 70 30 77 26 70 30 75 25 1 486 0 0
"1104" "exp1" 6 28 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 1 889 0 0
"1104" "exp1" 6 29 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 839 0 0
"1104" "exp1" 6 30 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 472 30 1
"1104" "exp1" 6 31 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 695 63 1
"1104" "exp1" 6 32 "graphed-probability" "congruent" 70 30 66 34 70 30 65 35 1 678 0 0
"1104" "exp1" 6 33 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 1 472 17 1
"1104" "exp1" 6 34 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 600 45 1
"1104" "exp1" 6 35 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 581 24 1
"1104" "exp1" 6 36 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 482 0 0
"1104" "exp1" 6 37 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 401 0 0
"1104" "exp1" 6 38 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 774 0 0
"1104" "exp1" 6 39 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 553 20 1
"1104" "exp1" 6 40 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 1 579 43 1
"1104" "exp1" 6 41 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 457 24 1
"1104" "exp1" 6 42 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 1 446 33 1
"1104" "exp1" 6 43 "graphed-probability" "congruent" 60 40 65 35 60 40 65 35 2 667 35 1
"1104" "exp1" 6 44 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 500 40 1
"1104" "exp1" 6 45 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 1 641 0 0
"1104" "exp1" 6 46 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 1 636 0 0
"1104" "exp1" 6 47 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 1 561 24 1
"1104" "exp1" 6 48 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 1 530 0 0
"1104" "exp1" 6 49 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1068 60 1
"1104" "exp1" 6 50 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 760 0 0
"1104" "exp1" 6 51 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 1 1326 0 0
"1104" "exp1" 6 52 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 2 1644 0 0
"1104" "exp1" 6 53 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 702 67 1
"1104" "exp1" 6 54 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 724 0 0
"1104" "exp1" 6 55 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 855 35 1
"1104" "exp1" 6 56 "graphed-probability" "pro-out" 70 30 25 74 70 30 25 75 1 565 25 1
"1104" "exp1" 6 57 "graphed-probability" "congruent" 80 20 73 27 80 20 75 25 1 558 0 0
"1104" "exp1" 6 58 "graphed-probability" "pro-out" 70 30 26 77 70 30 25 75 1 680 26 1
"1104" "exp1" 6 59 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 1 769 0 0
"1104" "exp1" 6 60 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 1 684 17 1
"1104" "exp1" 7 1 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 1 494 0 0
"1104" "exp1" 7 2 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 1 560 46 1
"1104" "exp1" 7 3 "graphed-probability" "pro-prob" 80 20 43 54 80 20 45 55 1 1066 43 1
"1104" "exp1" 7 4 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 573 23 1
"1104" "exp1" 7 5 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 801 0 0
"1104" "exp1" 7 6 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 1 950 0 0
"1104" "exp1" 7 7 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 817 73 1
"1104" "exp1" 7 8 "graphed-probability" "pro-out" 60 40 37 65 60 40 35 65 2 682 65 1
"1104" "exp1" 7 9 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 1 566 17 1
"1104" "exp1" 7 10 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 578 0 0
"1104" "exp1" 7 11 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 480 0 0
"1104" "exp1" 7 12 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 1 592 46 1
"1104" "exp1" 7 13 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 637 76 1
"1104" "exp1" 7 14 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 1 491 36 1
"1104" "exp1" 7 15 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1140 0 0
"1104" "exp1" 7 16 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 1 750 33 1
"1104" "exp1" 7 17 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 663 36 1
"1104" "exp1" 7 18 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 798 75 1
"1104" "exp1" 7 19 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 575 0 0
"1104" "exp1" 7 20 "graphed-probability" "pro-out" 70 30 25 74 70 30 25 75 1 604 25 1
"1104" "exp1" 7 21 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 1 642 26 1
"1104" "exp1" 7 22 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 1 907 13 1
"1104" "exp1" 7 23 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 610 64 1
"1104" "exp1" 7 24 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 582 30 1
"1104" "exp1" 7 25 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 525 20 1
"1104" "exp1" 7 26 "graphed-probability" "pro-out" 60 40 15 87 60 40 15 85 1 432 15 1
"1104" "exp1" 7 27 "graphed-probability" "pro-out" 80 20 17 83 80 20 15 85 1 512 0 0
"1104" "exp1" 7 28 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 1 618 25 1
"1104" "exp1" 7 29 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 2 1141 0 0
"1104" "exp1" 7 30 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 1 778 0 0
"1104" "exp1" 7 31 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 627 20 1
"1104" "exp1" 7 32 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 1 630 74 1
"1104" "exp1" 7 33 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 1432 0 0
"1104" "exp1" 7 34 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1451 0 0
"1104" "exp1" 7 35 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1436 20 1
"1104" "exp1" 7 36 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 716 20 1
"1104" "exp1" 7 37 "graphed-probability" "pro-prob" 80 20 43 56 80 20 45 55 1 573 43 1
"1104" "exp1" 7 38 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 582 66 1
"1104" "exp1" 7 39 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 1 657 33 1
"1104" "exp1" 7 40 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 1065 43 1
"1104" "exp1" 7 41 "graphed-probability" "congruent" 80 20 73 27 80 20 75 25 1 649 73 1
"1104" "exp1" 7 42 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 1 763 0 0
"1104" "exp1" 7 43 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 2 1322 0 0
"1104" "exp1" 7 44 "graphed-probability" "congruent" 60 40 65 35 60 40 65 35 1 570 0 0
"1104" "exp1" 7 45 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 1 700 0 0
"1104" "exp1" 7 46 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 880 30 1
"1104" "exp1" 7 47 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 1 559 46 1
"1104" "exp1" 7 48 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 913 0 0
"1104" "exp1" 7 49 "graphed-probability" "pro-out" 80 20 15 86 80 20 15 85 1 787 0 0
"1104" "exp1" 7 50 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 1 656 0 0
"1104" "exp1" 7 51 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 1528 0 0
"1104" "exp1" 7 52 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 1 1047 27 1
"1104" "exp1" 7 53 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1028 0 0
"1104" "exp1" 7 54 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 2 1044 0 0
"1104" "exp1" 7 55 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 671 0 0
"1104" "exp1" 7 56 "graphed-probability" "congruent" 70 30 77 26 70 30 75 25 1 671 0 0
"1104" "exp1" 7 57 "graphed-probability" "pro-prob" 60 40 44 54 60 40 45 55 1 1339 0 0
"1104" "exp1" 7 58 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 1218 0 0
"1104" "exp1" 7 59 "graphed-probability" "congruent" 70 30 64 35 70 30 65 35 1 930 64 1
"1104" "exp1" 7 60 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 1 792 0 0
"1104" "exp1" 8 1 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 622 0 0
"1104" "exp1" 8 2 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 1 826 47 1
"1104" "exp1" 8 3 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 451 0 0
"1104" "exp1" 8 4 "graphed-probability" "pro-prob" 80 20 25 76 80 20 25 75 1 546 0 0
"1104" "exp1" 8 5 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 1 719 43 1
"1104" "exp1" 8 6 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 383 30 1
"1104" "exp1" 8 7 "graphed-probability" "congruent" 70 30 63 37 70 30 65 35 1 484 63 1
"1104" "exp1" 8 8 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 439 0 0
"1104" "exp1" 8 9 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 1 803 67 1
"1104" "exp1" 8 10 "graphed-probability" "pro-out" 70 30 23 74 70 30 25 75 1 415 0 0
"1104" "exp1" 8 11 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 430 47 1
"1104" "exp1" 8 12 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 1 1039 0 0
"1104" "exp1" 8 13 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 624 0 0
"1104" "exp1" 8 14 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 1 586 37 1
"1104" "exp1" 8 15 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 1 763 44 1
"1104" "exp1" 8 16 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 1 398 0 0
"1104" "exp1" 8 17 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 850 40 1
"1104" "exp1" 8 18 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 909 40 1
"1104" "exp1" 8 19 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 1 459 0 0
"1104" "exp1" 8 20 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 467 0 0
"1104" "exp1" 8 21 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 627 75 1
"1104" "exp1" 8 22 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 630 65 1
"1104" "exp1" 8 23 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 1 550 14 1
"1104" "exp1" 8 24 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 1 915 33 1
"1104" "exp1" 8 25 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 528 66 1
"1104" "exp1" 8 26 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 819 40 1
"1104" "exp1" 8 27 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 686 75 1
"1104" "exp1" 8 28 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 2261 75 1
"1104" "exp1" 8 29 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 757 47 1
"1104" "exp1" 8 30 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 2 1574 0 0
"1104" "exp1" 8 31 "graphed-probability" "pro-out" 60 40 35 66 60 40 35 65 1 826 35 1
"1104" "exp1" 8 32 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 1 714 0 0
"1104" "exp1" 8 33 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 852 67 1
"1104" "exp1" 8 34 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 933 40 1
"1104" "exp1" 8 35 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1562 20 1
"1104" "exp1" 8 36 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 801 0 0
"1104" "exp1" 8 37 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 1 1013 33 1
"1104" "exp1" 8 38 "graphed-probability" "pro-prob" 70 30 37 63 70 30 35 65 1 840 0 0
"1104" "exp1" 8 39 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 1 712 27 1
"1104" "exp1" 8 40 "graphed-probability" "congruent" 80 20 77 24 80 20 75 25 1 466 0 0
"1104" "exp1" 8 41 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 830 30 1
"1104" "exp1" 8 42 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 976 0 0
"1104" "exp1" 8 43 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 666 20 1
"1104" "exp1" 8 44 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 489 20 1
"1104" "exp1" 8 45 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 1 448 16 1
"1104" "exp1" 8 46 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 433 76 1
"1104" "exp1" 8 47 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 1 624 0 0
"1104" "exp1" 8 48 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 1 647 13 1
"1104" "exp1" 8 49 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 673 23 1
"1104" "exp1" 8 50 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 1 784 0 0
"1104" "exp1" 8 51 "graphed-probability" "congruent" 70 30 63 37 70 30 65 35 1 559 63 1
"1104" "exp1" 8 52 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 877 0 0
"1104" "exp1" 8 53 "graphed-probability" "pro-out" 60 40 13 83 60 40 15 85 1 688 0 0
"1104" "exp1" 8 54 "graphed-probability" "pro-out" 80 20 16 85 80 20 15 85 1 390 16 1
"1104" "exp1" 8 55 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 1 604 13 1
"1104" "exp1" 8 56 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 472 0 0
"1104" "exp1" 8 57 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 480 77 1
"1104" "exp1" 8 58 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 1 745 26 1
"1104" "exp1" 8 59 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 1 520 0 0
"1104" "exp1" 8 60 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 597 0 0
"1104" "exp1" 9 1 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 503 0 0
"1104" "exp1" 9 2 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 874 73 1
"1104" "exp1" 9 3 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 2 1006 0 0
"1104" "exp1" 9 4 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 687 20 1
"1104" "exp1" 9 5 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1183 0 0
"1104" "exp1" 9 6 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 1099 0 0
"1104" "exp1" 9 7 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1251 20 1
"1104" "exp1" 9 8 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 2 1330 0 0
"1104" "exp1" 9 9 "graphed-probability" "pro-prob" 70 30 36 63 70 30 35 65 1 937 36 1
"1104" "exp1" 9 10 "graphed-probability" "congruent" 80 20 77 25 80 20 75 25 1 932 77 1
"1104" "exp1" 9 11 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 2 1363 86 1
"1104" "exp1" 9 12 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 2 1169 0 0
"1104" "exp1" 9 13 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 1 1749 33 1
"1104" "exp1" 9 14 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 752 37 1
"1104" "exp1" 9 15 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 1 1954 23 1
"1104" "exp1" 9 16 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 2 1247 66 1
"1104" "exp1" 9 17 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1139 20 1
"1104" "exp1" 9 18 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 1112 76 1
"1104" "exp1" 9 19 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 1 1239 26 1
"1104" "exp1" 9 20 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 792 47 1
"1104" "exp1" 9 21 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 1136 67 1
"1104" "exp1" 9 22 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1292 30 1
"1104" "exp1" 9 23 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 2 2587 0 0
"1104" "exp1" 9 24 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 1 935 0 0
"1104" "exp1" 9 25 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 1 1189 0 0
"1104" "exp1" 9 26 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 1 959 34 1
"1104" "exp1" 9 27 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 717 63 1
"1104" "exp1" 9 28 "graphed-probability" "pro-out" 60 40 13 85 60 40 15 85 1 498 0 0
"1104" "exp1" 9 29 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 1 823 0 0
"1104" "exp1" 9 30 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 1 788 0 0
"1104" "exp1" 9 31 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 1 782 26 1
"1104" "exp1" 9 32 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 1 850 43 1
"1104" "exp1" 9 33 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 751 76 1
"1104" "exp1" 9 34 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 1 1326 0 0
"1104" "exp1" 9 35 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 2521 44 1
"1104" "exp1" 9 36 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 1 1901 45 1
"1104" "exp1" 9 37 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1975 0 0
"1104" "exp1" 9 38 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 1 1499 16 1
"1104" "exp1" 9 39 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 564 66 1
"1104" "exp1" 9 40 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 1402 0 0
"1104" "exp1" 9 41 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 1 974 0 0
"1104" "exp1" 9 42 "graphed-probability" "congruent" 60 40 63 35 60 40 65 35 1 2029 63 1
"1104" "exp1" 9 43 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 1 1352 0 0
"1104" "exp1" 9 44 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 1 1305 27 1
"1104" "exp1" 9 45 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 1848 74 1
"1104" "exp1" 9 46 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 696 74 1
"1104" "exp1" 9 47 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 1 777 0 0
"1104" "exp1" 9 48 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 1 418 17 1
"1104" "exp1" 9 49 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1247 60 1
"1104" "exp1" 9 50 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 1158 75 1
"1104" "exp1" 9 51 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 802 46 1
"1104" "exp1" 9 52 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 543 66 1
"1104" "exp1" 9 53 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 669 30 1
"1104" "exp1" 9 54 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 623 30 1
"1104" "exp1" 9 55 "graphed-probability" "pro-prob" 80 20 43 56 80 20 45 55 1 702 0 0
"1104" "exp1" 9 56 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 630 20 1
"1104" "exp1" 9 57 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 1 708 0 0
"1104" "exp1" 9 58 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1292 40 1
"1104" "exp1" 9 59 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 644 0 0
"1104" "exp1" 9 60 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 941 30 1
"1104" "exp1" 10 1 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 1126 36 1
"1104" "exp1" 10 2 "graphed-probability" "congruent" 80 20 73 27 80 20 75 25 1 448 73 1
"1104" "exp1" 10 3 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 468 47 1
"1104" "exp1" 10 4 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 608 20 1
"1104" "exp1" 10 5 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 1 471 76 1
"1104" "exp1" 10 6 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 516 24 1
"1104" "exp1" 10 7 "graphed-probability" "pro-prob" 60 40 47 54 60 40 45 55 1 405 47 1
"1104" "exp1" 10 8 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 794 25 1
"1104" "exp1" 10 9 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 1 525 0 0
"1104" "exp1" 10 10 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 1 567 0 0
"1104" "exp1" 10 11 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 873 20 1
"1104" "exp1" 10 12 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 1530 33 1
"1104" "exp1" 10 13 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 602 74 1
"1104" "exp1" 10 14 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 1 1702 43 1
"1104" "exp1" 10 15 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 952 30 1
"1104" "exp1" 10 16 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1588 40 1
"1104" "exp1" 10 17 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 1 1910 0 0
"1104" "exp1" 10 18 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 588 65 1
"1104" "exp1" 10 19 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 523 0 0
"1104" "exp1" 10 20 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 768 63 1
"1104" "exp1" 10 21 "graphed-probability" "congruent" 60 40 65 35 60 40 65 35 1 644 0 0
"1104" "exp1" 10 22 "graphed-probability" "pro-prob" 80 20 45 56 80 20 45 55 1 424 45 1
"1104" "exp1" 10 23 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 659 0 0
"1104" "exp1" 10 24 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 735 0 0
"1104" "exp1" 10 25 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 1 525 43 1
"1104" "exp1" 10 26 "graphed-probability" "pro-out" 60 40 14 83 60 40 15 85 1 663 14 1
"1104" "exp1" 10 27 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 595 0 0
"1104" "exp1" 10 28 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 656 0 0
"1104" "exp1" 10 29 "graphed-probability" "congruent" 60 40 63 33 60 40 65 35 1 801 63 1
"1104" "exp1" 10 30 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 1 860 13 1
"1104" "exp1" 10 31 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 1 723 16 1
"1104" "exp1" 10 32 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 620 76 1
"1104" "exp1" 10 33 "graphed-probability" "pro-out" 80 20 16 85 80 20 15 85 1 691 0 0
"1104" "exp1" 10 34 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 892 64 1
"1104" "exp1" 10 35 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 671 67 1
"1104" "exp1" 10 36 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 1 738 0 0
"1104" "exp1" 10 37 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 2126 0 0
"1104" "exp1" 10 38 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 1 633 16 1
"1104" "exp1" 10 39 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 1 949 0 0
"1104" "exp1" 10 40 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 2 893 0 0
"1104" "exp1" 10 41 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 669 20 1
"1104" "exp1" 10 42 "graphed-probability" "congruent" 70 30 77 26 70 30 75 25 1 869 77 1
"1104" "exp1" 10 43 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 1 656 0 0
"1104" "exp1" 10 44 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 1 577 26 1
"1104" "exp1" 10 45 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 420 73 1
"1104" "exp1" 10 46 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1335 0 0
"1104" "exp1" 10 47 "graphed-probability" "pro-out" 60 40 35 66 60 40 35 65 1 730 35 1
"1104" "exp1" 10 48 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 739 45 1
"1104" "exp1" 10 49 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 1602 44 1
"1104" "exp1" 10 50 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 2 1561 0 0
"1104" "exp1" 10 51 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 1305 44 1
"1104" "exp1" 10 52 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 620 20 1
"1104" "exp1" 10 53 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 1 509 17 1
"1104" "exp1" 10 54 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 1 828 15 1
"1104" "exp1" 10 55 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 1208 0 0
"1104" "exp1" 10 56 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 999 0 0
"1104" "exp1" 10 57 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 575 0 0
"1104" "exp1" 10 58 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 697 65 1
"1104" "exp1" 10 59 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1159 40 1
"1104" "exp1" 10 60 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 1 900 17 1
"1104" "exp1" 11 1 "graphed-probability" "congruent" 80 20 77 25 80 20 75 25 1 654 77 1
"1104" "exp1" 11 2 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 1 1111 46 1
"1104" "exp1" 11 3 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 1 1038 0 0
"1104" "exp1" 11 4 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 1113 75 1
"1104" "exp1" 11 5 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 1 728 0 0
"1104" "exp1" 11 6 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 1 676 0 0
"1104" "exp1" 11 7 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 1 615 0 0
"1104" "exp1" 11 8 "graphed-probability" "congruent" 60 40 64 37 60 40 65 35 2 852 37 1
"1104" "exp1" 11 9 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1767 40 1
"1104" "exp1" 11 10 "graphed-probability" "congruent" 60 40 67 33 60 40 65 35 1 1831 67 1
"1104" "exp1" 11 11 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 1165 76 1
"1104" "exp1" 11 12 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 837 34 1
"1104" "exp1" 11 13 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 563 20 1
"1104" "exp1" 11 14 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 933 0 0
"1104" "exp1" 11 15 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 1 1365 36 1
"1104" "exp1" 11 16 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 1 1102 0 0
"1104" "exp1" 11 17 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 1 1211 15 1
"1104" "exp1" 11 18 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1373 0 0
"1104" "exp1" 11 19 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 1 621 43 1
"1104" "exp1" 11 20 "graphed-probability" "pro-prob" 80 20 25 76 80 20 25 75 1 603 25 1
"1104" "exp1" 11 21 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1268 0 0
"1104" "exp1" 11 22 "graphed-probability" "pro-prob" 80 20 45 56 80 20 45 55 1 929 45 1
"1104" "exp1" 11 23 "graphed-probability" "congruent" 80 20 76 24 80 20 75 25 1 955 76 1
"1104" "exp1" 11 24 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 835 0 0
"1104" "exp1" 11 25 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 740 77 1
"1104" "exp1" 11 26 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1425 0 0
"1104" "exp1" 11 27 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 1109 64 1
"1104" "exp1" 11 28 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 708 0 0
"1104" "exp1" 11 29 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 1683 47 1
"1104" "exp1" 11 30 "graphed-probability" "pro-out" 60 40 35 66 60 40 35 65 1 731 35 1
"1104" "exp1" 11 31 "graphed-probability" "congruent" 80 20 77 24 80 20 75 25 1 693 77 1
"1104" "exp1" 11 32 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1017 0 0
"1104" "exp1" 11 33 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 686 20 1
"1104" "exp1" 11 34 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 1 1022 0 0
"1104" "exp1" 11 35 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 742 67 1
"1104" "exp1" 11 36 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 674 0 0
"1104" "exp1" 11 37 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 1 797 0 0
"1104" "exp1" 11 38 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1741 40 1
"1104" "exp1" 11 39 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 548 44 1
"1104" "exp1" 11 40 "graphed-probability" "pro-out" 60 40 37 67 60 40 35 65 1 1054 37 1
"1104" "exp1" 11 41 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 586 30 1
"1104" "exp1" 11 42 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 581 0 0
"1104" "exp1" 11 43 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 671 0 0
"1104" "exp1" 11 44 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 1 720 23 1
"1104" "exp1" 11 45 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 1 1564 15 1
"1104" "exp1" 11 46 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 655 45 1
"1104" "exp1" 11 47 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 1 787 65 1
"1104" "exp1" 11 48 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 1 1149 0 0
"1104" "exp1" 11 49 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 1 598 44 1
"1104" "exp1" 11 50 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 823 36 1
"1104" "exp1" 11 51 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 761 77 1
"1104" "exp1" 11 52 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 1 758 26 1
"1104" "exp1" 11 53 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 1 652 24 1
"1104" "exp1" 11 54 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 702 0 0
"1104" "exp1" 11 55 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 1 1004 24 1
"1104" "exp1" 11 56 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 930 13 1
"1104" "exp1" 11 57 "graphed-probability" "pro-out" 80 20 16 85 80 20 15 85 1 457 0 0
"1104" "exp1" 11 58 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 1 513 26 1
"1104" "exp1" 11 59 "graphed-probability" "pro-out" 60 40 15 87 60 40 15 85 1 474 0 0
"1104" "exp1" 11 60 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 1 661 0 0
"1104" "exp1" 12 1 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 1 485 27 1
"1104" "exp1" 12 2 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 1 402 14 1
"1104" "exp1" 12 3 "graphed-probability" "congruent" 60 40 63 35 60 40 65 35 1 580 63 1
"1104" "exp1" 12 4 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 1 536 17 1
"1104" "exp1" 12 5 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 1 638 33 1
"1104" "exp1" 12 6 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 494 0 0
"1104" "exp1" 12 7 "graphed-probability" "congruent" 80 20 77 25 80 20 75 25 1 478 0 0
"1104" "exp1" 12 8 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 1 464 15 1
"1104" "exp1" 12 9 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 473 73 1
"1104" "exp1" 12 10 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 556 23 1
"1104" "exp1" 12 11 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 1 856 36 1
"1104" "exp1" 12 12 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1078 0 0
"1104" "exp1" 12 13 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 654 0 0
"1104" "exp1" 12 14 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1182 0 0
"1104" "exp1" 12 15 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 676 0 0
"1104" "exp1" 12 16 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 963 0 0
"1104" "exp1" 12 17 "graphed-probability" "pro-out" 60 40 15 87 60 40 15 85 2 888 87 1
"1104" "exp1" 12 18 "graphed-probability" "congruent" 70 30 75 27 70 30 75 25 1 600 75 1
"1104" "exp1" 12 19 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 1207 0 0
"1104" "exp1" 12 20 "graphed-probability" "pro-out" 60 40 35 66 60 40 35 65 2 1402 0 0
"1104" "exp1" 12 21 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 2 1331 0 0
"1104" "exp1" 12 22 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1154 20 1
"1104" "exp1" 12 23 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 972 0 0
"1104" "exp1" 12 24 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 881 30 1
"1104" "exp1" 12 25 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 756 30 1
"1104" "exp1" 12 26 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 561 44 1
"1104" "exp1" 12 27 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 798 20 1
"1104" "exp1" 12 28 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 705 74 1
"1104" "exp1" 12 29 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 931 74 1
"1104" "exp1" 12 30 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 1355 0 0
"1104" "exp1" 12 31 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 776 0 0
"1104" "exp1" 12 32 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 2 1599 56 1
"1104" "exp1" 12 33 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 640 44 1
"1104" "exp1" 12 34 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 1 1001 37 1
"1104" "exp1" 12 35 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 1 1222 16 1
"1104" "exp1" 12 36 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 1 1512 25 1
"1104" "exp1" 12 37 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 771 40 1
"1104" "exp1" 12 38 "graphed-probability" "pro-out" 60 40 35 67 60 40 35 65 2 1213 0 0
"1104" "exp1" 12 39 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 1 757 46 1
"1104" "exp1" 12 40 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 845 0 0
"1104" "exp1" 12 41 "graphed-probability" "pro-prob" 80 20 43 56 80 20 45 55 1 958 43 1
"1104" "exp1" 12 42 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 1 712 0 0
"1104" "exp1" 12 43 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 1 698 26 1
"1104" "exp1" 12 44 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 758 67 1
"1104" "exp1" 12 45 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 1 1245 0 0
"1104" "exp1" 12 46 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 665 67 1
"1104" "exp1" 12 47 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 1 2093 0 0
"1104" "exp1" 12 48 "graphed-probability" "pro-out" 70 30 23 74 70 30 25 75 1 649 23 1
"1104" "exp1" 12 49 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 2 991 87 1
"1104" "exp1" 12 50 "graphed-probability" "pro-out" 70 30 23 74 70 30 25 75 1 729 0 0
"1104" "exp1" 12 51 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 952 74 1
"1104" "exp1" 12 52 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 709 76 1
"1104" "exp1" 12 53 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 604 0 0
"1104" "exp1" 12 54 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1002 0 0
"1104" "exp1" 12 55 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 1 690 0 0
"1104" "exp1" 12 56 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 955 60 1
"1104" "exp1" 12 57 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 764 73 1
"1104" "exp1" 12 58 "graphed-probability" "pro-out" 80 20 17 83 80 20 15 85 1 535 17 1
"1104" "exp1" 12 59 "graphed-probability" "pro-out" 70 30 26 77 70 30 25 75 1 1045 26 1
"1104" "exp1" 12 60 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 1 648 0 0
"1104" "exp1" 13 1 "graphed-probability" "pro-out" 60 40 35 67 60 40 35 65 1 666 0 0
"1104" "exp1" 13 2 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 555 20 1
"1104" "exp1" 13 3 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 520 44 1
"1104" "exp1" 13 4 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 1 669 33 1
"1104" "exp1" 13 5 "graphed-probability" "pro-out" 60 40 37 65 60 40 35 65 1 1204 37 1
"1104" "exp1" 13 6 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 1 937 0 0
"1104" "exp1" 13 7 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 1 942 0 0
"1104" "exp1" 13 8 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 638 20 1
"1104" "exp1" 13 9 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 463 30 1
"1104" "exp1" 13 10 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 1 481 0 0
"1104" "exp1" 13 11 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 545 20 1
"1104" "exp1" 13 12 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 1 529 45 1
"1104" "exp1" 13 13 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 2 948 0 0
"1104" "exp1" 13 14 "graphed-probability" "congruent" 70 30 77 24 70 30 75 25 1 664 77 1
"1104" "exp1" 13 15 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 502 73 1
"1104" "exp1" 13 16 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1359 70 1
"1104" "exp1" 13 17 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1158 20 1
"1104" "exp1" 13 18 "graphed-probability" "pro-out" 70 30 26 77 70 30 25 75 1 1105 26 1
"1104" "exp1" 13 19 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1190 30 1
"1104" "exp1" 13 20 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 1393 0 0
"1104" "exp1" 13 21 "graphed-probability" "pro-out" 60 40 37 65 60 40 35 65 1 594 37 1
"1104" "exp1" 13 22 "graphed-probability" "pro-prob" 80 20 45 56 80 20 45 55 1 1276 45 1
"1104" "exp1" 13 23 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 729 0 0
"1104" "exp1" 13 24 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 1177 0 0
"1104" "exp1" 13 25 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 2 1085 57 1
"1104" "exp1" 13 26 "graphed-probability" "congruent" 60 40 63 33 60 40 65 35 1 1968 0 0
"1104" "exp1" 13 27 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 1495 24 1
"1104" "exp1" 13 28 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 704 0 0
"1104" "exp1" 13 29 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 673 0 0
"1104" "exp1" 13 30 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 668 65 1
"1104" "exp1" 13 31 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 564 24 1
"1104" "exp1" 13 32 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 644 40 1
"1104" "exp1" 13 33 "graphed-probability" "congruent" 80 20 77 25 80 20 75 25 1 560 0 0
"1104" "exp1" 13 34 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 1 574 0 0
"1104" "exp1" 13 35 "graphed-probability" "pro-out" 70 30 23 77 70 30 25 75 1 653 23 1
"1104" "exp1" 13 36 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 980 40 1
"1104" "exp1" 13 37 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 700 0 0
"1104" "exp1" 13 38 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 1824 66 1
"1104" "exp1" 13 39 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1286 30 1
"1104" "exp1" 13 40 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1366 60 1
"1104" "exp1" 13 41 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 1 724 0 0
"1104" "exp1" 13 42 "graphed-probability" "pro-prob" 80 20 44 56 80 20 45 55 1 712 44 1
"1104" "exp1" 13 43 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 543 0 0
"1104" "exp1" 13 44 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 1 841 74 1
"1104" "exp1" 13 45 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 1 856 24 1
"1104" "exp1" 13 46 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 1 1070 17 1
"1104" "exp1" 13 47 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 1 1392 23 1
"1104" "exp1" 13 48 "graphed-probability" "pro-out" 70 30 23 74 70 30 25 75 1 940 23 1
"1104" "exp1" 13 49 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 1 1079 33 1
"1104" "exp1" 13 50 "graphed-probability" "pro-prob" 60 40 44 54 60 40 45 55 1 754 44 1
"1104" "exp1" 13 51 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 3744 75 1
"1104" "exp1" 13 52 "graphed-probability" "pro-prob" 70 30 36 63 70 30 35 65 1 1154 36 1
"1104" "exp1" 13 53 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 761 66 1
"1104" "exp1" 13 54 "graphed-probability" "congruent" 70 30 66 34 70 30 65 35 1 694 66 1
"1104" "exp1" 13 55 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 1 838 14 1
"1104" "exp1" 13 56 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 859 0 0
"1104" "exp1" 13 57 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 2780 45 1
"1104" "exp1" 13 58 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 1 1618 17 1
"1104" "exp1" 13 59 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 1 2631 0 0
"1104" "exp1" 13 60 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 1 663 0 0
"1104" "exp1" 14 1 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 1 614 17 1
"1104" "exp1" 14 2 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 399 67 1
"1104" "exp1" 14 3 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 665 47 1
"1104" "exp1" 14 4 "graphed-probability" "pro-prob" 70 30 37 63 70 30 35 65 1 370 37 1
"1104" "exp1" 14 5 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 481 20 1
"1104" "exp1" 14 6 "graphed-probability" "pro-prob" 60 40 47 53 60 40 45 55 1 542 47 1
"1104" "exp1" 14 7 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 549 74 1
"1104" "exp1" 14 8 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 1 470 26 1
"1104" "exp1" 14 9 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 1 527 25 1
"1104" "exp1" 14 10 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 525 35 1
"1104" "exp1" 14 11 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 683 44 1
"1104" "exp1" 14 12 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 1 701 46 1
"1104" "exp1" 14 13 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 1 590 27 1
"1104" "exp1" 14 14 "graphed-probability" "pro-out" 70 30 26 77 70 30 25 75 1 684 26 1
"1104" "exp1" 14 15 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 1 446 44 1
"1104" "exp1" 14 16 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 1 514 0 0
"1104" "exp1" 14 17 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 604 20 1
"1104" "exp1" 14 18 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 1 784 26 1
"1104" "exp1" 14 19 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 414 0 0
"1104" "exp1" 14 20 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 2 367 0 0
"1104" "exp1" 14 21 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 2 664 37 1
"1104" "exp1" 14 22 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 457 0 0
"1104" "exp1" 14 23 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 602 0 0
"1104" "exp1" 14 24 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 1 1180 47 1
"1104" "exp1" 14 25 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 717 37 1
"1104" "exp1" 14 26 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 856 66 1
"1104" "exp1" 14 27 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 1 547 17 1
"1104" "exp1" 14 28 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 524 73 1
"1104" "exp1" 14 29 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 1091 66 1
"1104" "exp1" 14 30 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 1 969 0 0
"1104" "exp1" 14 31 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 1 582 0 0
"1104" "exp1" 14 32 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 452 75 1
"1104" "exp1" 14 33 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 766 0 0
"1104" "exp1" 14 34 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 657 67 1
"1104" "exp1" 14 35 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 680 0 0
"1104" "exp1" 14 36 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 1 1423 0 0
"1104" "exp1" 14 37 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 1 1018 75 1
"1104" "exp1" 14 38 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 1 1323 0 0
"1104" "exp1" 14 39 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 1274 67 1
"1104" "exp1" 14 40 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 590 0 0
"1104" "exp1" 14 41 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 618 20 1
"1104" "exp1" 14 42 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 567 0 0
"1104" "exp1" 14 43 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 433 73 1
"1104" "exp1" 14 44 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 1 515 35 1
"1104" "exp1" 14 45 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 1 801 0 0
"1104" "exp1" 14 46 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1058 40 1
"1104" "exp1" 14 47 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 1 1278 0 0
"1104" "exp1" 14 48 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1493 0 0
"1104" "exp1" 14 49 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1113 0 0
"1104" "exp1" 14 50 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 1214 43 1
"1104" "exp1" 14 51 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 1 725 35 1
"1104" "exp1" 14 52 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 1 416 14 1
"1104" "exp1" 14 53 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 504 20 1
"1104" "exp1" 14 54 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 1 388 17 1
"1104" "exp1" 14 55 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 2 38 0 0
"1104" "exp1" 14 56 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 1 341 26 1
"1104" "exp1" 14 57 "graphed-probability" "congruent" 80 20 76 25 80 20 75 25 1 372 76 1
"1104" "exp1" 14 58 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 472 0 0
"1104" "exp1" 14 59 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 324 65 1
"1104" "exp1" 14 60 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 1 451 0 0
"1104" "exp1" 15 1 "graphed-probability" "congruent" 60 40 65 36 60 40 65 35 1 583 65 1
"1104" "exp1" 15 2 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 375 66 1
"1104" "exp1" 15 3 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 503 30 1
"1104" "exp1" 15 4 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 342 0 0
"1104" "exp1" 15 5 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 512 75 1
"1104" "exp1" 15 6 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 306 66 1
"1104" "exp1" 15 7 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 1 433 26 1
"1104" "exp1" 15 8 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 1 367 27 1
"1104" "exp1" 15 9 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 334 40 1
"1104" "exp1" 15 10 "graphed-probability" "congruent" 60 40 65 35 60 40 65 35 1 277 65 1
"1104" "exp1" 15 11 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 426 0 0
"1104" "exp1" 15 12 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 1 476 23 1
"1104" "exp1" 15 13 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 558 76 1
"1104" "exp1" 15 14 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 424 20 1
"1104" "exp1" 15 15 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 2 359 85 1
"1104" "exp1" 15 16 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 1 395 46 1
"1104" "exp1" 15 17 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 381 0 0
"1104" "exp1" 15 18 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 1 588 17 1
"1104" "exp1" 15 19 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 457 67 1
"1104" "exp1" 15 20 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 566 0 0
"1104" "exp1" 15 21 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 740 20 1
"1104" "exp1" 15 22 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 1 484 44 1
"1104" "exp1" 15 23 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 1 524 24 1
"1104" "exp1" 15 24 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 1 350 0 0
"1104" "exp1" 15 25 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 336 20 1
"1104" "exp1" 15 26 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 575 40 1
"1104" "exp1" 15 27 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 484 0 0
"1104" "exp1" 15 28 "graphed-probability" "pro-out" 70 30 26 77 70 30 25 75 1 452 0 0
"1104" "exp1" 15 29 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 498 24 1
"1104" "exp1" 15 30 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 1 522 15 1
"1104" "exp1" 15 31 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 2 481 0 0
"1104" "exp1" 15 32 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 345 35 1
"1104" "exp1" 15 33 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 405 20 1
"1104" "exp1" 15 34 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 380 30 1
"1104" "exp1" 15 35 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 522 24 1
"1104" "exp1" 15 36 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 574 0 0
"1104" "exp1" 15 37 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 1 565 36 1
"1104" "exp1" 15 38 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 1 546 33 1
"1104" "exp1" 15 39 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 1 676 46 1
"1104" "exp1" 15 40 "graphed-probability" "pro-out" 80 20 16 85 80 20 15 85 1 394 16 1
"1104" "exp1" 15 41 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 514 0 0
"1104" "exp1" 15 42 "graphed-probability" "pro-prob" 60 40 45 54 60 40 45 55 1 541 45 1
"1104" "exp1" 15 43 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 1 396 24 1
"1104" "exp1" 15 44 "graphed-probability" "pro-out" 80 20 15 86 80 20 15 85 1 521 0 0
"1104" "exp1" 15 45 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 1 393 33 1
"1104" "exp1" 15 46 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 360 34 1
"1104" "exp1" 15 47 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 1 739 44 1
"1104" "exp1" 15 48 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 1 457 33 1
"1104" "exp1" 15 49 "graphed-probability" "pro-out" 60 40 15 86 60 40 15 85 2 579 0 0
"1104" "exp1" 15 50 "graphed-probability" "pro-out" 60 40 36 64 60 40 35 65 1 444 0 0
"1104" "exp1" 15 51 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 655 66 1
"1104" "exp1" 15 52 "graphed-probability" "pro-out" 60 40 34 66 60 40 35 65 1 537 0 0
"1104" "exp1" 15 53 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 448 77 1
"1104" "exp1" 15 54 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 691 0 0
"1104" "exp1" 15 55 "graphed-probability" "congruent" 60 40 63 35 60 40 65 35 1 496 0 0
"1104" "exp1" 15 56 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 634 0 0
"1104" "exp1" 15 57 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 1293 84 1
"1104" "exp1" 15 58 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 2 595 0 0
"1104" "exp1" 15 59 "graphed-probability" "pro-out" 80 20 15 86 80 20 15 85 1 633 0 0
"1104" "exp1" 15 60 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 654 0 0
"1104" "exp1" 16 1 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 735 40 1
"1104" "exp1" 16 2 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 1560 25 1
"1104" "exp1" 16 3 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1056 0 0
"1104" "exp1" 16 4 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 511 30 1
"1104" "exp1" 16 5 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 1 1460 17 1
"1104" "exp1" 16 6 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 826 44 1
"1104" "exp1" 16 7 "graphed-probability" "pro-out" 80 20 16 85 80 20 15 85 1 1339 16 1
"1104" "exp1" 16 8 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 2 916 53 1
"1104" "exp1" 16 9 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 1538 73 1
"1104" "exp1" 16 10 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 1 1019 46 1
"1104" "exp1" 16 11 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 702 74 1
"1104" "exp1" 16 12 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 898 47 1
"1104" "exp1" 16 13 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 1 550 25 1
"1104" "exp1" 16 14 "graphed-probability" "pro-prob" 70 30 37 63 70 30 35 65 1 533 0 0
"1104" "exp1" 16 15 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 1 755 0 0
"1104" "exp1" 16 16 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 1 530 76 1
"1104" "exp1" 16 17 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 532 20 1
"1104" "exp1" 16 18 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 1 754 13 1
"1104" "exp1" 16 19 "graphed-probability" "pro-out" 70 30 25 74 70 30 25 75 1 952 25 1
"1104" "exp1" 16 20 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 1 627 0 0
"1104" "exp1" 16 21 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 513 24 1
"1104" "exp1" 16 22 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 518 40 1
"1104" "exp1" 16 23 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 511 75 1
"1104" "exp1" 16 24 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 1 443 0 0
"1104" "exp1" 16 25 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 1 343 23 1
"1104" "exp1" 16 26 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 2 341 0 0
"1104" "exp1" 16 27 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 471 20 1
"1104" "exp1" 16 28 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 391 20 1
"1104" "exp1" 16 29 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 2 654 0 0
"1104" "exp1" 16 30 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 1 461 67 1
"1104" "exp1" 16 31 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 1 730 74 1
"1104" "exp1" 16 32 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 1 579 46 1
"1104" "exp1" 16 33 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 1 492 13 1
"1104" "exp1" 16 34 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 1 1057 15 1
"1104" "exp1" 16 35 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 542 73 1
"1104" "exp1" 16 36 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 1 590 0 0
"1104" "exp1" 16 37 "graphed-probability" "pro-prob" 80 20 43 54 80 20 45 55 1 561 43 1
"1104" "exp1" 16 38 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 493 65 1
"1104" "exp1" 16 39 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 555 40 1
"1104" "exp1" 16 40 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 520 75 1
"1104" "exp1" 16 41 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 1 502 35 1
"1104" "exp1" 16 42 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 1 1237 34 1
"1104" "exp1" 16 43 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 806 30 1
"1104" "exp1" 16 44 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 611 65 1
"1104" "exp1" 16 45 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1204 0 0
"1104" "exp1" 16 46 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 712 35 1
"1104" "exp1" 16 47 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 1 637 26 1
"1104" "exp1" 16 48 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 1 758 67 1
"1104" "exp1" 16 49 "graphed-probability" "congruent" 60 40 64 34 60 40 65 35 1 703 64 1
"1104" "exp1" 16 50 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 734 73 1
"1104" "exp1" 16 51 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 1 584 35 1
"1104" "exp1" 16 52 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 770 0 0
"1104" "exp1" 16 53 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 1 618 0 0
"1104" "exp1" 16 54 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 791 0 0
"1104" "exp1" 16 55 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 716 20 1
"1104" "exp1" 16 56 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 2 932 84 1
"1104" "exp1" 16 57 "graphed-probability" "pro-prob" 60 40 47 54 60 40 45 55 1 657 0 0
"1104" "exp1" 16 58 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 932 33 1
"1104" "exp1" 16 59 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 727 0 0
"1104" "exp1" 16 60 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 641 66 1
"1104" "exp1" 17 1 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 525 47 1
"1104" "exp1" 17 2 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 452 0 0
"1104" "exp1" 17 3 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 2 851 65 1
"1104" "exp1" 17 4 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 2 715 0 0
"1104" "exp1" 17 5 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 484 20 1
"1104" "exp1" 17 6 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 1 507 14 1
"1104" "exp1" 17 7 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 791 30 1
"1104" "exp1" 17 8 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 621 60 1
"1104" "exp1" 17 9 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 2 731 0 0
"1104" "exp1" 17 10 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 599 23 1
"1104" "exp1" 17 11 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 547 0 0
"1104" "exp1" 17 12 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 1 476 47 1
"1104" "exp1" 17 13 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 522 20 1
"1104" "exp1" 17 14 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 669 74 1
"1104" "exp1" 17 15 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 566 0 0
"1104" "exp1" 17 16 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 1 791 23 1
"1104" "exp1" 17 17 "graphed-probability" "pro-out" 70 30 27 77 70 30 25 75 1 466 27 1
"1104" "exp1" 17 18 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 1 583 14 1
"1104" "exp1" 17 19 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 667 73 1
"1104" "exp1" 17 20 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 489 40 1
"1104" "exp1" 17 21 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 541 73 1
"1104" "exp1" 17 22 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 476 0 0
"1104" "exp1" 17 23 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 1 401 0 0
"1104" "exp1" 17 24 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 1 661 33 1
"1104" "exp1" 17 25 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 571 44 1
"1104" "exp1" 17 26 "graphed-probability" "pro-out" 70 30 23 74 70 30 25 75 1 962 23 1
"1104" "exp1" 17 27 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 2 1237 0 0
"1104" "exp1" 17 28 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 1 552 0 0
"1104" "exp1" 17 29 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 1 686 16 1
"1104" "exp1" 17 30 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 2 1007 0 0
"1104" "exp1" 17 31 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 564 30 1
"1104" "exp1" 17 32 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 427 24 1
"1104" "exp1" 17 33 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 446 74 1
"1104" "exp1" 17 34 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 1 586 37 1
"1104" "exp1" 17 35 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 1 628 0 0
"1104" "exp1" 17 36 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 447 67 1
"1104" "exp1" 17 37 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 782 34 1
"1104" "exp1" 17 38 "graphed-probability" "pro-prob" 60 40 45 54 60 40 45 55 2 1360 54 1
"1104" "exp1" 17 39 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 1179 0 0
"1104" "exp1" 17 40 "graphed-probability" "congruent" 80 20 76 25 80 20 75 25 1 501 76 1
"1104" "exp1" 17 41 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 474 20 1
"1104" "exp1" 17 42 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 529 63 1
"1104" "exp1" 17 43 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 1 450 14 1
"1104" "exp1" 17 44 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 514 45 1
"1104" "exp1" 17 45 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 1 407 0 0
"1104" "exp1" 17 46 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 407 20 1
"1104" "exp1" 17 47 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 360 67 1
"1104" "exp1" 17 48 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 478 0 0
"1104" "exp1" 17 49 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 577 30 1
"1104" "exp1" 17 50 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 516 0 0
"1104" "exp1" 17 51 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 464 64 1
"1104" "exp1" 17 52 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 1 652 13 1
"1104" "exp1" 17 53 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 1 519 43 1
"1104" "exp1" 17 54 "graphed-probability" "congruent" 60 40 64 37 60 40 65 35 1 802 64 1
"1104" "exp1" 17 55 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 1 582 44 1
"1104" "exp1" 17 56 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 641 0 0
"1104" "exp1" 17 57 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 1 435 16 1
"1104" "exp1" 17 58 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 576 63 1
"1104" "exp1" 17 59 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 495 24 1
"1104" "exp1" 17 60 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 466 0 0
"1104" "exp1" 18 1 "graphed-probability" "congruent" 70 30 63 37 70 30 65 35 1 598 0 0
"1104" "exp1" 18 2 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 1 441 15 1
"1104" "exp1" 18 3 "graphed-probability" "congruent" 80 20 77 25 80 20 75 25 1 414 77 1
"1104" "exp1" 18 4 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 1 558 0 0
"1104" "exp1" 18 5 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 405 0 0
"1104" "exp1" 18 6 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 373 0 0
"1104" "exp1" 18 7 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 401 64 1
"1104" "exp1" 18 8 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 519 0 0
"1104" "exp1" 18 9 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 1 466 33 1
"1104" "exp1" 18 10 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 1 428 24 1
"1104" "exp1" 18 11 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 1 389 33 1
"1104" "exp1" 18 12 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 468 0 0
"1104" "exp1" 18 13 "graphed-probability" "pro-out" 70 30 26 77 70 30 25 75 1 371 26 1
"1104" "exp1" 18 14 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 387 40 1
"1104" "exp1" 18 15 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 395 77 1
"1104" "exp1" 18 16 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 452 0 0
"1104" "exp1" 18 17 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 414 20 1
"1104" "exp1" 18 18 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 454 0 0
"1104" "exp1" 18 19 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 458 47 1
"1104" "exp1" 18 20 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 460 0 0
"1104" "exp1" 18 21 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 413 0 0
"1104" "exp1" 18 22 "graphed-probability" "pro-out" 80 20 15 83 80 20 15 85 1 384 15 1
"1104" "exp1" 18 23 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 1 350 25 1
"1104" "exp1" 18 24 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 1 416 45 1
"1104" "exp1" 18 25 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 1 438 0 0
"1104" "exp1" 18 26 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 1 439 45 1
"1104" "exp1" 18 27 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 1 430 17 1
"1104" "exp1" 18 28 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 451 47 1
"1104" "exp1" 18 29 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 501 0 0
"1104" "exp1" 18 30 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 505 66 1
"1104" "exp1" 18 31 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 443 0 0
"1104" "exp1" 18 32 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 1 440 44 1
"1104" "exp1" 18 33 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 421 0 0
"1104" "exp1" 18 34 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 1 466 0 0
"1104" "exp1" 18 35 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 1 327 0 0
"1104" "exp1" 18 36 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 382 40 1
"1104" "exp1" 18 37 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 1 386 33 1
"1104" "exp1" 18 38 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 384 0 0
"1104" "exp1" 18 39 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 416 30 1
"1104" "exp1" 18 40 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 435 20 1
"1104" "exp1" 18 41 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 1 312 26 1
"1104" "exp1" 18 42 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 309 47 1
"1104" "exp1" 18 43 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 1 465 33 1
"1104" "exp1" 18 44 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 332 20 1
"1104" "exp1" 18 45 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 1 362 24 1
"1104" "exp1" 18 46 "graphed-probability" "congruent" 60 40 63 33 60 40 65 35 1 444 0 0
"1104" "exp1" 18 47 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 1 438 23 1
"1104" "exp1" 18 48 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 304 67 1
"1104" "exp1" 18 49 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 480 0 0
"1104" "exp1" 18 50 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 2 292 0 0
"1104" "exp1" 18 51 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 541 40 1
"1104" "exp1" 18 52 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 1 559 14 1
"1104" "exp1" 18 53 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 458 44 1
"1104" "exp1" 18 54 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 2 598 0 0
"1104" "exp1" 18 55 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 1 1114 25 1
"1104" "exp1" 18 56 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 469 0 0
"1104" "exp1" 18 57 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 1 529 27 1
"1104" "exp1" 18 58 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 1 584 33 1
"1104" "exp1" 18 59 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 1 400 13 1
"1104" "exp1" 18 60 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 1 515 0 0
"1104" "exp1" 19 1 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 1 396 35 1
"1104" "exp1" 19 2 "graphed-probability" "congruent" 80 20 74 26 80 20 75 25 1 464 74 1
"1104" "exp1" 19 3 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 397 44 1
"1104" "exp1" 19 4 "graphed-probability" "pro-prob" 70 30 37 63 70 30 35 65 1 431 37 1
"1104" "exp1" 19 5 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 1 471 14 1
"1104" "exp1" 19 6 "graphed-probability" "pro-out" 80 20 15 83 80 20 15 85 1 460 0 0
"1104" "exp1" 19 7 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 430 30 1
"1104" "exp1" 19 8 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 1 530 34 1
"1104" "exp1" 19 9 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 1 469 23 1
"1104" "exp1" 19 10 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 383 25 1
"1104" "exp1" 19 11 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 1 443 16 1
"1104" "exp1" 19 12 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 446 40 1
"1104" "exp1" 19 13 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 1 407 23 1
"1104" "exp1" 19 14 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 405 20 1
"1104" "exp1" 19 15 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 1 351 0 0
"1104" "exp1" 19 16 "graphed-probability" "congruent" 60 40 63 35 60 40 65 35 1 650 0 0
"1104" "exp1" 19 17 "graphed-probability" "congruent" 70 30 63 37 70 30 65 35 1 406 63 1
"1104" "exp1" 19 18 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 1 421 76 1
"1104" "exp1" 19 19 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 426 0 0
"1104" "exp1" 19 20 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 483 20 1
"1104" "exp1" 19 21 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 500 73 1
"1104" "exp1" 19 22 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 1 515 37 1
"1104" "exp1" 19 23 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 604 73 1
"1104" "exp1" 19 24 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 1 912 46 1
"1104" "exp1" 19 25 "graphed-probability" "pro-out" 60 40 13 83 60 40 15 85 1 467 0 0
"1104" "exp1" 19 26 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 372 20 1
"1104" "exp1" 19 27 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 405 40 1
"1104" "exp1" 19 28 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 499 65 1
"1104" "exp1" 19 29 "graphed-probability" "pro-out" 60 40 13 85 60 40 15 85 2 861 0 0
"1104" "exp1" 19 30 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 543 30 1
"1104" "exp1" 19 31 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 1 595 45 1
"1104" "exp1" 19 32 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 1 491 24 1
"1104" "exp1" 19 33 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 2 931 0 0
"1104" "exp1" 19 34 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 833 30 1
"1104" "exp1" 19 35 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 1196 63 1
"1104" "exp1" 19 36 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 2 764 0 0
"1104" "exp1" 19 37 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 597 0 0
"1104" "exp1" 19 38 "graphed-probability" "pro-prob" 70 30 37 63 70 30 35 65 1 700 37 1
"1104" "exp1" 19 39 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 1 622 27 1
"1104" "exp1" 19 40 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 629 24 1
"1104" "exp1" 19 41 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 960 0 0
"1104" "exp1" 19 42 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 587 73 1
"1104" "exp1" 19 43 "graphed-probability" "congruent" 60 40 65 35 60 40 65 35 1 564 65 1
"1104" "exp1" 19 44 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 1 572 46 1
"1104" "exp1" 19 45 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 522 66 1
"1104" "exp1" 19 46 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 1 579 14 1
"1104" "exp1" 19 47 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 671 0 0
"1104" "exp1" 19 48 "graphed-probability" "pro-out" 70 30 26 77 70 30 25 75 1 995 26 1
"1104" "exp1" 19 49 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 555 0 0
"1104" "exp1" 19 50 "graphed-probability" "congruent" 70 30 64 35 70 30 65 35 1 469 64 1
"1104" "exp1" 19 51 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 914 0 0
"1104" "exp1" 19 52 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 2 1079 67 1
"1104" "exp1" 19 53 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 574 75 1
"1104" "exp1" 19 54 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 1 735 0 0
"1104" "exp1" 19 55 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 553 0 0
"1104" "exp1" 19 56 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 1 771 0 0
"1104" "exp1" 19 57 "graphed-probability" "pro-out" 60 40 15 86 60 40 15 85 2 1195 0 0
"1104" "exp1" 19 58 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 470 0 0
"1104" "exp1" 19 59 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 1 626 27 1
"1104" "exp1" 19 60 "graphed-probability" "pro-prob" 60 40 44 54 60 40 45 55 1 968 0 0
"1104" "exp1" 20 1 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 601 67 1
"1104" "exp1" 20 2 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 363 73 1
"1104" "exp1" 20 3 "graphed-probability" "congruent" 80 20 75 25 80 20 75 25 1 279 75 1
"1104" "exp1" 20 4 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 1 321 13 1
"1104" "exp1" 20 5 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 344 33 1
"1104" "exp1" 20 6 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 1 389 27 1
"1104" "exp1" 20 7 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 411 66 1
"1104" "exp1" 20 8 "graphed-probability" "congruent" 60 40 64 37 60 40 65 35 1 482 64 1
"1104" "exp1" 20 9 "graphed-probability" "pro-out" 80 20 15 83 80 20 15 85 1 369 15 1
"1104" "exp1" 20 10 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 1 551 0 0
"1104" "exp1" 20 11 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 2 406 0 0
"1104" "exp1" 20 12 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 816 30 1
"1104" "exp1" 20 13 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 465 45 1
"1104" "exp1" 20 14 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 406 0 0
"1104" "exp1" 20 15 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 434 0 0
"1104" "exp1" 20 16 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 1 455 0 0
"1104" "exp1" 20 17 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 954 63 1
"1104" "exp1" 20 18 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 431 40 1
"1104" "exp1" 20 19 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 555 0 0
"1104" "exp1" 20 20 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 477 20 1
"1104" "exp1" 20 21 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 1 636 15 1
"1104" "exp1" 20 22 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 1 600 24 1
"1104" "exp1" 20 23 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1473 0 0
"1104" "exp1" 20 24 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 772 0 0
"1104" "exp1" 20 25 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 1 922 0 0
"1104" "exp1" 20 26 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 584 30 1
"1104" "exp1" 20 27 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 1 604 65 1
"1104" "exp1" 20 28 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 726 73 1
"1104" "exp1" 20 29 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 1 589 33 1
"1104" "exp1" 20 30 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 2 744 0 0
"1104" "exp1" 20 31 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 1 881 24 1
"1104" "exp1" 20 32 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 441 0 0
"1104" "exp1" 20 33 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 1 790 26 1
"1104" "exp1" 20 34 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 1 538 17 1
"1104" "exp1" 20 35 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 1 433 0 0
"1104" "exp1" 20 36 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 1 387 24 1
"1104" "exp1" 20 37 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 1 428 0 0
"1104" "exp1" 20 38 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 571 0 0
"1104" "exp1" 20 39 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 538 0 0
"1104" "exp1" 20 40 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 1 811 67 1
"1104" "exp1" 20 41 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 2 655 64 1
"1104" "exp1" 20 42 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 1 534 45 1
"1104" "exp1" 20 43 "graphed-probability" "pro-out" 60 40 34 66 60 40 35 65 2 1007 66 1
"1104" "exp1" 20 44 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 1 574 23 1
"1104" "exp1" 20 45 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 671 0 0
"1104" "exp1" 20 46 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 857 67 1
"1104" "exp1" 20 47 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 839 0 0
"1104" "exp1" 20 48 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 879 24 1
"1104" "exp1" 20 49 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1488 60 1
"1104" "exp1" 20 50 "graphed-probability" "pro-out" 60 40 15 87 60 40 15 85 1 1684 15 1
"1104" "exp1" 20 51 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 2 770 0 0
"1104" "exp1" 20 52 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 1 649 33 1
"1104" "exp1" 20 53 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 543 76 1
"1104" "exp1" 20 54 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 512 44 1
"1104" "exp1" 20 55 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 701 35 1
"1104" "exp1" 20 56 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 733 24 1
"1104" "exp1" 20 57 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 858 0 0
"1104" "exp1" 20 58 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 1 439 0 0
"1104" "exp1" 20 59 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 460 20 1
"1104" "exp1" 20 60 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 505 20 1
"1105" "exp1" 1 1 "graphed-probability" "congruent" 60 40 64 33 60 40 65 35 1 590 0 0
"1105" "exp1" 1 2 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 479 75 1
"1105" "exp1" 1 3 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 2 418 67 1
"1105" "exp1" 1 4 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 2 646 0 0
"1105" "exp1" 1 5 "graphed-probability" "pro-prob" 70 30 36 66 70 30 35 65 1 448 0 0
"1105" "exp1" 1 6 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 1 613 26 1
"1105" "exp1" 1 7 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 1 458 27 1
"1105" "exp1" 1 8 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 706 30 1
"1105" "exp1" 1 9 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 550 20 1
"1105" "exp1" 1 10 "graphed-probability" "pro-out" 60 40 13 85 60 40 15 85 1 637 0 0
"1105" "exp1" 1 11 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 465 0 0
"1105" "exp1" 1 12 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 895 40 1
"1105" "exp1" 1 13 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 2 528 34 1
"1105" "exp1" 1 14 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 461 0 0
"1105" "exp1" 1 15 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 1 522 16 1
"1105" "exp1" 1 16 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 566 76 1
"1105" "exp1" 1 17 "graphed-probability" "pro-out" 60 40 13 83 60 40 15 85 2 938 0 0
"1105" "exp1" 1 18 "graphed-probability" "pro-out" 60 40 13 85 60 40 15 85 2 872 0 0
"1105" "exp1" 1 19 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 1 971 43 1
"1105" "exp1" 1 20 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 1 805 0 0
"1105" "exp1" 1 21 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 542 74 1
"1105" "exp1" 1 22 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 1 854 36 1
"1105" "exp1" 1 23 "graphed-probability" "congruent" 70 30 77 24 70 30 75 25 1 460 77 1
"1105" "exp1" 1 24 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 791 24 1
"1105" "exp1" 1 25 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 543 0 0
"1105" "exp1" 1 26 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 1 542 0 0
"1105" "exp1" 1 27 "graphed-probability" "pro-prob" 80 20 44 55 80 20 45 55 1 682 44 1
"1105" "exp1" 1 28 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 806 0 0
"1105" "exp1" 1 29 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 648 20 1
"1105" "exp1" 1 30 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 543 23 1
"1105" "exp1" 1 31 "graphed-probability" "congruent" 60 40 64 37 60 40 65 35 1 838 0 0
"1105" "exp1" 1 32 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 1 905 14 1
"1105" "exp1" 1 33 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 572 0 0
"1105" "exp1" 1 34 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 789 24 1
"1105" "exp1" 1 35 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 1 821 26 1
"1105" "exp1" 1 36 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 807 13 1
"1105" "exp1" 1 37 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 1 939 43 1
"1105" "exp1" 1 38 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 567 0 0
"1105" "exp1" 1 39 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 668 43 1
"1105" "exp1" 1 40 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 826 67 1
"1105" "exp1" 1 41 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1390 20 1
"1105" "exp1" 1 42 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 951 0 0
"1105" "exp1" 1 43 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 526 0 0
"1105" "exp1" 1 44 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 477 73 1
"1105" "exp1" 1 45 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 556 30 1
"1105" "exp1" 1 46 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 600 0 0
"1105" "exp1" 1 47 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 1 553 33 1
"1105" "exp1" 1 48 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 510 75 1
"1105" "exp1" 1 49 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 402 0 0
"1105" "exp1" 1 50 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 445 47 1
"1105" "exp1" 1 51 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 475 65 1
"1105" "exp1" 1 52 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 663 75 1
"1105" "exp1" 1 53 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 439 0 0
"1105" "exp1" 1 54 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 2 757 0 0
"1105" "exp1" 1 55 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 520 0 0
"1105" "exp1" 1 56 "graphed-probability" "congruent" 70 30 63 37 70 30 65 35 1 729 63 1
"1105" "exp1" 1 57 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 689 0 0
"1105" "exp1" 1 58 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 643 20 1
"1105" "exp1" 1 59 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 507 0 0
"1105" "exp1" 1 60 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 2 684 0 0
"1105" "exp1" 2 1 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 420 0 0
"1105" "exp1" 2 2 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 838 0 0
"1105" "exp1" 2 3 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 656 20 1
"1105" "exp1" 2 4 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 521 74 1
"1105" "exp1" 2 5 "graphed-probability" "congruent" 60 40 63 33 60 40 65 35 1 932 0 0
"1105" "exp1" 2 6 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 580 30 1
"1105" "exp1" 2 7 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 756 47 1
"1105" "exp1" 2 8 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 2 663 0 0
"1105" "exp1" 2 9 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 1 718 0 0
"1105" "exp1" 2 10 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 1 978 44 1
"1105" "exp1" 2 11 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 394 0 0
"1105" "exp1" 2 12 "graphed-probability" "congruent" 80 20 76 25 80 20 75 25 1 506 76 1
"1105" "exp1" 2 13 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 887 0 0
"1105" "exp1" 2 14 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 1 776 26 1
"1105" "exp1" 2 15 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 1 443 0 0
"1105" "exp1" 2 16 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 1 719 27 1
"1105" "exp1" 2 17 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 603 30 1
"1105" "exp1" 2 18 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 659 45 1
"1105" "exp1" 2 19 "graphed-probability" "congruent" 60 40 63 33 60 40 65 35 1 517 63 1
"1105" "exp1" 2 20 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 521 75 1
"1105" "exp1" 2 21 "graphed-probability" "pro-out" 80 20 13 84 80 20 15 85 1 542 13 1
"1105" "exp1" 2 22 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 442 0 0
"1105" "exp1" 2 23 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 1 536 33 1
"1105" "exp1" 2 24 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 748 65 1
"1105" "exp1" 2 25 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 1 736 24 1
"1105" "exp1" 2 26 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 1 450 17 1
"1105" "exp1" 2 27 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 484 20 1
"1105" "exp1" 2 28 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 500 20 1
"1105" "exp1" 2 29 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 1 568 0 0
"1105" "exp1" 2 30 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 1 577 0 0
"1105" "exp1" 2 31 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 1 491 13 1
"1105" "exp1" 2 32 "graphed-probability" "pro-out" 60 40 34 66 60 40 35 65 1 774 34 1
"1105" "exp1" 2 33 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 500 45 1
"1105" "exp1" 2 34 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 443 24 1
"1105" "exp1" 2 35 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 416 64 1
"1105" "exp1" 2 36 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 320 30 1
"1105" "exp1" 2 37 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 2 499 0 0
"1105" "exp1" 2 38 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 842 0 0
"1105" "exp1" 2 39 "graphed-probability" "pro-prob" 70 30 36 66 70 30 35 65 1 568 0 0
"1105" "exp1" 2 40 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 603 63 1
"1105" "exp1" 2 41 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 1 539 33 1
"1105" "exp1" 2 42 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 480 75 1
"1105" "exp1" 2 43 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 1 849 23 1
"1105" "exp1" 2 44 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 1 517 14 1
"1105" "exp1" 2 45 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 1 787 26 1
"1105" "exp1" 2 46 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 1 537 34 1
"1105" "exp1" 2 47 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 646 0 0
"1105" "exp1" 2 48 "graphed-probability" "congruent" 80 20 76 25 80 20 75 25 1 629 0 0
"1105" "exp1" 2 49 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 713 60 1
"1105" "exp1" 2 50 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 951 0 0
"1105" "exp1" 2 51 "graphed-probability" "pro-out" 70 30 27 77 70 30 25 75 2 1029 0 0
"1105" "exp1" 2 52 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 1 578 24 1
"1105" "exp1" 2 53 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 2 639 57 1
"1105" "exp1" 2 54 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 2 643 0 0
"1105" "exp1" 2 55 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1232 0 0
"1105" "exp1" 2 56 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 620 65 1
"1105" "exp1" 2 57 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 536 74 1
"1105" "exp1" 2 58 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 685 0 0
"1105" "exp1" 2 59 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 908 67 1
"1105" "exp1" 2 60 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 1 510 46 1
"1105" "exp1" 3 1 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 511 74 1
"1105" "exp1" 3 2 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 1 708 44 1
"1105" "exp1" 3 3 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 528 66 1
"1105" "exp1" 3 4 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 693 20 1
"1105" "exp1" 3 5 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 606 0 0
"1105" "exp1" 3 6 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 1 482 0 0
"1105" "exp1" 3 7 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 447 76 1
"1105" "exp1" 3 8 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 1 798 0 0
"1105" "exp1" 3 9 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 424 76 1
"1105" "exp1" 3 10 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 437 20 1
"1105" "exp1" 3 11 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 496 66 1
"1105" "exp1" 3 12 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 1 388 17 1
"1105" "exp1" 3 13 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 535 64 1
"1105" "exp1" 3 14 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 1 935 33 1
"1105" "exp1" 3 15 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 988 0 0
"1105" "exp1" 3 16 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 1 593 17 1
"1105" "exp1" 3 17 "graphed-probability" "pro-prob" 80 20 25 76 80 20 25 75 1 501 25 1
"1105" "exp1" 3 18 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1243 20 1
"1105" "exp1" 3 19 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 1 593 15 1
"1105" "exp1" 3 20 "graphed-probability" "congruent" 70 30 77 26 70 30 75 25 2 642 0 0
"1105" "exp1" 3 21 "graphed-probability" "pro-out" 80 20 15 86 80 20 15 85 1 1285 15 1
"1105" "exp1" 3 22 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 557 66 1
"1105" "exp1" 3 23 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 646 46 1
"1105" "exp1" 3 24 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 772 40 1
"1105" "exp1" 3 25 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 1 818 27 1
"1105" "exp1" 3 26 "graphed-probability" "pro-out" 70 30 27 77 70 30 25 75 2 1132 77 1
"1105" "exp1" 3 27 "graphed-probability" "congruent" 70 30 77 24 70 30 75 25 1 471 77 1
"1105" "exp1" 3 28 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 2 1157 0 0
"1105" "exp1" 3 29 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 622 73 1
"1105" "exp1" 3 30 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 833 0 0
"1105" "exp1" 3 31 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 713 0 0
"1105" "exp1" 3 32 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 559 73 1
"1105" "exp1" 3 33 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 518 66 1
"1105" "exp1" 3 34 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 1 667 37 1
"1105" "exp1" 3 35 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 846 0 0
"1105" "exp1" 3 36 "graphed-probability" "pro-out" 70 30 25 77 70 30 25 75 1 441 25 1
"1105" "exp1" 3 37 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 1 444 26 1
"1105" "exp1" 3 38 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 536 0 0
"1105" "exp1" 3 39 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 434 45 1
"1105" "exp1" 3 40 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 385 67 1
"1105" "exp1" 3 41 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 556 0 0
"1105" "exp1" 3 42 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 550 0 0
"1105" "exp1" 3 43 "graphed-probability" "pro-out" 60 40 36 63 60 40 35 65 2 783 63 1
"1105" "exp1" 3 44 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 495 36 1
"1105" "exp1" 3 45 "graphed-probability" "congruent" 60 40 64 37 60 40 65 35 1 623 0 0
"1105" "exp1" 3 46 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 1 501 35 1
"1105" "exp1" 3 47 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 1 462 0 0
"1105" "exp1" 3 48 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 496 30 1
"1105" "exp1" 3 49 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 1 697 26 1
"1105" "exp1" 3 50 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 2 575 0 0
"1105" "exp1" 3 51 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 542 0 0
"1105" "exp1" 3 52 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 443 25 1
"1105" "exp1" 3 53 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 1 502 14 1
"1105" "exp1" 3 54 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 2 759 0 0
"1105" "exp1" 3 55 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 1 485 0 0
"1105" "exp1" 3 56 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 1 551 0 0
"1105" "exp1" 3 57 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 726 40 1
"1105" "exp1" 3 58 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 2 491 0 0
"1105" "exp1" 3 59 "graphed-probability" "congruent" 80 20 77 25 80 20 75 25 1 501 77 1
"1105" "exp1" 3 60 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 454 0 0
"1105" "exp1" 4 1 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 1 748 14 1
"1105" "exp1" 4 2 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 506 76 1
"1105" "exp1" 4 3 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 519 0 0
"1105" "exp1" 4 4 "graphed-probability" "congruent" 60 40 63 33 60 40 65 35 1 473 63 1
"1105" "exp1" 4 5 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 1 556 0 0
"1105" "exp1" 4 6 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 480 0 0
"1105" "exp1" 4 7 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 1 488 0 0
"1105" "exp1" 4 8 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 453 76 1
"1105" "exp1" 4 9 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 1 697 14 1
"1105" "exp1" 4 10 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 387 0 0
"1105" "exp1" 4 11 "graphed-probability" "pro-out" 80 20 16 85 80 20 15 85 2 464 0 0
"1105" "exp1" 4 12 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 1 726 0 0
"1105" "exp1" 4 13 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 1 576 16 1
"1105" "exp1" 4 14 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 486 30 1
"1105" "exp1" 4 15 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 2 774 0 0
"1105" "exp1" 4 16 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 1 975 35 1
"1105" "exp1" 4 17 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 943 30 1
"1105" "exp1" 4 18 "graphed-probability" "pro-prob" 80 20 23 75 80 20 25 75 1 1026 23 1
"1105" "exp1" 4 19 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 454 36 1
"1105" "exp1" 4 20 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 1 638 0 0
"1105" "exp1" 4 21 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 2 912 0 0
"1105" "exp1" 4 22 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 567 47 1
"1105" "exp1" 4 23 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 454 77 1
"1105" "exp1" 4 24 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 412 65 1
"1105" "exp1" 4 25 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 1 605 43 1
"1105" "exp1" 4 26 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 553 65 1
"1105" "exp1" 4 27 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1022 20 1
"1105" "exp1" 4 28 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 734 74 1
"1105" "exp1" 4 29 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 1065 74 1
"1105" "exp1" 4 30 "graphed-probability" "pro-prob" 80 20 25 74 80 20 25 75 1 433 25 1
"1105" "exp1" 4 31 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 1 489 14 1
"1105" "exp1" 4 32 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 2 752 0 0
"1105" "exp1" 4 33 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 425 25 1
"1105" "exp1" 4 34 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 362 0 0
"1105" "exp1" 4 35 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 1 553 34 1
"1105" "exp1" 4 36 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 506 0 0
"1105" "exp1" 4 37 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 662 0 0
"1105" "exp1" 4 38 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1463 40 1
"1105" "exp1" 4 39 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 443 0 0
"1105" "exp1" 4 40 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 2 590 84 1
"1105" "exp1" 4 41 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 524 63 1
"1105" "exp1" 4 42 "graphed-probability" "congruent" 70 30 77 24 70 30 75 25 1 568 0 0
"1105" "exp1" 4 43 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 450 20 1
"1105" "exp1" 4 44 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 1 452 0 0
"1105" "exp1" 4 45 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 423 47 1
"1105" "exp1" 4 46 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 1 556 43 1
"1105" "exp1" 4 47 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 2 1138 0 0
"1105" "exp1" 4 48 "graphed-probability" "congruent" 80 20 77 25 80 20 75 25 1 566 77 1
"1105" "exp1" 4 49 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 600 67 1
"1105" "exp1" 4 50 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 1 457 43 1
"1105" "exp1" 4 51 "graphed-probability" "pro-out" 70 30 25 74 70 30 25 75 1 562 25 1
"1105" "exp1" 4 52 "graphed-probability" "pro-out" 70 30 26 77 70 30 25 75 1 388 26 1
"1105" "exp1" 4 53 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 453 0 0
"1105" "exp1" 4 54 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 458 0 0
"1105" "exp1" 4 55 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 671 30 1
"1105" "exp1" 4 56 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 1 577 35 1
"1105" "exp1" 4 57 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 614 0 0
"1105" "exp1" 4 58 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 1 562 0 0
"1105" "exp1" 4 59 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 1 640 45 1
"1105" "exp1" 4 60 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 1 486 0 0
"1105" "exp1" 5 1 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 1 604 14 1
"1105" "exp1" 5 2 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 530 0 0
"1105" "exp1" 5 3 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 2 503 65 1
"1105" "exp1" 5 4 "graphed-probability" "pro-prob" 80 20 44 55 80 20 45 55 1 523 44 1
"1105" "exp1" 5 5 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 554 47 1
"1105" "exp1" 5 6 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 1 412 27 1
"1105" "exp1" 5 7 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 1 432 26 1
"1105" "exp1" 5 8 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 431 20 1
"1105" "exp1" 5 9 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 1 619 45 1
"1105" "exp1" 5 10 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 2 778 0 0
"1105" "exp1" 5 11 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 413 75 1
"1105" "exp1" 5 12 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 442 74 1
"1105" "exp1" 5 13 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 1 425 45 1
"1105" "exp1" 5 14 "graphed-probability" "congruent" 60 40 64 37 60 40 65 35 1 502 64 1
"1105" "exp1" 5 15 "graphed-probability" "congruent" 60 40 63 35 60 40 65 35 1 570 0 0
"1105" "exp1" 5 16 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 661 40 1
"1105" "exp1" 5 17 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 387 0 0
"1105" "exp1" 5 18 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 376 76 1
"1105" "exp1" 5 19 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 376 30 1
"1105" "exp1" 5 20 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 1 404 15 1
"1105" "exp1" 5 21 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 2 533 0 0
"1105" "exp1" 5 22 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 557 0 0
"1105" "exp1" 5 23 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 1 481 26 1
"1105" "exp1" 5 24 "graphed-probability" "pro-out" 60 40 35 67 60 40 35 65 1 475 35 1
"1105" "exp1" 5 25 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 399 20 1
"1105" "exp1" 5 26 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 857 0 0
"1105" "exp1" 5 27 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 541 30 1
"1105" "exp1" 5 28 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 449 73 1
"1105" "exp1" 5 29 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 536 0 0
"1105" "exp1" 5 30 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 1 460 0 0
"1105" "exp1" 5 31 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 1 780 0 0
"1105" "exp1" 5 32 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 687 30 1
"1105" "exp1" 5 33 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 527 0 0
"1105" "exp1" 5 34 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 482 44 1
"1105" "exp1" 5 35 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 1 418 67 1
"1105" "exp1" 5 36 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 1 566 27 1
"1105" "exp1" 5 37 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 303 47 1
"1105" "exp1" 5 38 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 497 0 0
"1105" "exp1" 5 39 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 2 564 0 0
"1105" "exp1" 5 40 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 479 75 1
"1105" "exp1" 5 41 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 1 495 17 1
"1105" "exp1" 5 42 "graphed-probability" "pro-out" 80 20 17 83 80 20 15 85 1 321 17 1
"1105" "exp1" 5 43 "graphed-probability" "pro-out" 70 30 25 74 70 30 25 75 1 414 25 1
"1105" "exp1" 5 44 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 1 491 76 1
"1105" "exp1" 5 45 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 1 472 37 1
"1105" "exp1" 5 46 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 551 0 0
"1105" "exp1" 5 47 "graphed-probability" "pro-prob" 80 20 25 76 80 20 25 75 1 484 25 1
"1105" "exp1" 5 48 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 2 909 0 0
"1105" "exp1" 5 49 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 623 40 1
"1105" "exp1" 5 50 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 1 478 23 1
"1105" "exp1" 5 51 "graphed-probability" "pro-out" 60 40 37 67 60 40 35 65 2 960 0 0
"1105" "exp1" 5 52 "graphed-probability" "pro-prob" 80 20 27 74 80 20 25 75 1 537 0 0
"1105" "exp1" 5 53 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 1 556 14 1
"1105" "exp1" 5 54 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 1 732 45 1
"1105" "exp1" 5 55 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 679 30 1
"1105" "exp1" 5 56 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 686 64 1
"1105" "exp1" 5 57 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 495 20 1
"1105" "exp1" 5 58 "graphed-probability" "congruent" 70 30 75 27 70 30 75 25 1 711 75 1
"1105" "exp1" 5 59 "graphed-probability" "pro-prob" 60 40 47 55 60 40 45 55 1 654 0 0
"1105" "exp1" 5 60 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 439 20 1
"1105" "exp1" 6 1 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 1 560 33 1
"1105" "exp1" 6 2 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 453 0 0
"1105" "exp1" 6 3 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 430 30 1
"1105" "exp1" 6 4 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 448 65 1
"1105" "exp1" 6 5 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 1 466 0 0
"1105" "exp1" 6 6 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 423 75 1
"1105" "exp1" 6 7 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 587 75 1
"1105" "exp1" 6 8 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 940 40 1
"1105" "exp1" 6 9 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 503 36 1
"1105" "exp1" 6 10 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 2 694 0 0
"1105" "exp1" 6 11 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 1 809 47 1
"1105" "exp1" 6 12 "graphed-probability" "pro-out" 60 40 35 66 60 40 35 65 2 940 66 1
"1105" "exp1" 6 13 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 596 0 0
"1105" "exp1" 6 14 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 1 488 26 1
"1105" "exp1" 6 15 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 1 834 33 1
"1105" "exp1" 6 16 "graphed-probability" "congruent" 70 30 66 34 70 30 65 35 1 493 66 1
"1105" "exp1" 6 17 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 412 0 0
"1105" "exp1" 6 18 "graphed-probability" "pro-out" 80 20 17 83 80 20 15 85 1 474 17 1
"1105" "exp1" 6 19 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 476 74 1
"1105" "exp1" 6 20 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 1 456 44 1
"1105" "exp1" 6 21 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 486 0 0
"1105" "exp1" 6 22 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 443 30 1
"1105" "exp1" 6 23 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 402 47 1
"1105" "exp1" 6 24 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 1 439 0 0
"1105" "exp1" 6 25 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 1 441 33 1
"1105" "exp1" 6 26 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 445 30 1
"1105" "exp1" 6 27 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 306 40 1
"1105" "exp1" 6 28 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 460 63 1
"1105" "exp1" 6 29 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 1 349 15 1
"1105" "exp1" 6 30 "graphed-probability" "congruent" 80 20 76 24 80 20 75 25 1 327 76 1
"1105" "exp1" 6 31 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 1 471 0 0
"1105" "exp1" 6 32 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 487 66 1
"1105" "exp1" 6 33 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 1 1026 0 0
"1105" "exp1" 6 34 "graphed-probability" "pro-out" 70 30 27 77 70 30 25 75 1 465 27 1
"1105" "exp1" 6 35 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 551 0 0
"1105" "exp1" 6 36 "graphed-probability" "pro-out" 60 40 13 83 60 40 15 85 2 788 0 0
"1105" "exp1" 6 37 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 493 0 0
"1105" "exp1" 6 38 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 1188 13 1
"1105" "exp1" 6 39 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 1 1112 46 1
"1105" "exp1" 6 40 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 1 584 26 1
"1105" "exp1" 6 41 "graphed-probability" "pro-out" 70 30 27 77 70 30 25 75 1 704 0 0
"1105" "exp1" 6 42 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 593 0 0
"1105" "exp1" 6 43 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 517 0 0
"1105" "exp1" 6 44 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 607 47 1
"1105" "exp1" 6 45 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 505 74 1
"1105" "exp1" 6 46 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 494 67 1
"1105" "exp1" 6 47 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 445 0 0
"1105" "exp1" 6 48 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 1 848 45 1
"1105" "exp1" 6 49 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 502 40 1
"1105" "exp1" 6 50 "graphed-probability" "pro-prob" 60 40 47 53 60 40 45 55 1 507 47 1
"1105" "exp1" 6 51 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 1 372 13 1
"1105" "exp1" 6 52 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 1 475 25 1
"1105" "exp1" 6 53 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 460 43 1
"1105" "exp1" 6 54 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 494 65 1
"1105" "exp1" 6 55 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 1 494 0 0
"1105" "exp1" 6 56 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 1 667 24 1
"1105" "exp1" 6 57 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 1 417 76 1
"1105" "exp1" 6 58 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 488 25 1
"1105" "exp1" 6 59 "graphed-probability" "pro-out" 60 40 34 66 60 40 35 65 1 378 34 1
"1105" "exp1" 6 60 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 1 572 0 0
"1105" "exp1" 7 1 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 1 850 0 0
"1105" "exp1" 7 2 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 456 76 1
"1105" "exp1" 7 3 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 1 852 15 1
"1105" "exp1" 7 4 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 1 477 15 1
"1105" "exp1" 7 5 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 581 0 0
"1105" "exp1" 7 6 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 1 473 24 1
"1105" "exp1" 7 7 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 1 410 24 1
"1105" "exp1" 7 8 "graphed-probability" "pro-prob" 80 20 44 55 80 20 45 55 1 457 44 1
"1105" "exp1" 7 9 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 2 760 65 1
"1105" "exp1" 7 10 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 1 491 0 0
"1105" "exp1" 7 11 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 540 0 0
"1105" "exp1" 7 12 "graphed-probability" "congruent" 80 20 73 27 80 20 75 25 1 613 73 1
"1105" "exp1" 7 13 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 2 820 0 0
"1105" "exp1" 7 14 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 1 474 0 0
"1105" "exp1" 7 15 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 1 527 27 1
"1105" "exp1" 7 16 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 2 844 55 1
"1105" "exp1" 7 17 "graphed-probability" "pro-prob" 60 40 47 54 60 40 45 55 1 810 0 0
"1105" "exp1" 7 18 "graphed-probability" "congruent" 70 30 66 37 70 30 65 35 1 437 66 1
"1105" "exp1" 7 19 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 469 0 0
"1105" "exp1" 7 20 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 590 0 0
"1105" "exp1" 7 21 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 524 0 0
"1105" "exp1" 7 22 "graphed-probability" "pro-out" 80 20 15 83 80 20 15 85 1 512 15 1
"1105" "exp1" 7 23 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 449 0 0
"1105" "exp1" 7 24 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 440 0 0
"1105" "exp1" 7 25 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 437 0 0
"1105" "exp1" 7 26 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 609 40 1
"1105" "exp1" 7 27 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 502 0 0
"1105" "exp1" 7 28 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 480 0 0
"1105" "exp1" 7 29 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 1 439 33 1
"1105" "exp1" 7 30 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 1 417 0 0
"1105" "exp1" 7 31 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 1 481 23 1
"1105" "exp1" 7 32 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 448 63 1
"1105" "exp1" 7 33 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 395 0 0
"1105" "exp1" 7 34 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 389 0 0
"1105" "exp1" 7 35 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 370 75 1
"1105" "exp1" 7 36 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 534 20 1
"1105" "exp1" 7 37 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 1 304 0 0
"1105" "exp1" 7 38 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 607 64 1
"1105" "exp1" 7 39 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 697 47 1
"1105" "exp1" 7 40 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 1 508 17 1
"1105" "exp1" 7 41 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 468 0 0
"1105" "exp1" 7 42 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 475 76 1
"1105" "exp1" 7 43 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 382 0 0
"1105" "exp1" 7 44 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 500 65 1
"1105" "exp1" 7 45 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 334 75 1
"1105" "exp1" 7 46 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 1 398 16 1
"1105" "exp1" 7 47 "graphed-probability" "pro-out" 80 20 15 84 80 20 15 85 1 382 15 1
"1105" "exp1" 7 48 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 342 0 0
"1105" "exp1" 7 49 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 347 0 0
"1105" "exp1" 7 50 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 418 20 1
"1105" "exp1" 7 51 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 2 679 64 1
"1105" "exp1" 7 52 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 602 60 1
"1105" "exp1" 7 53 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 522 0 0
"1105" "exp1" 7 54 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 1 916 0 0
"1105" "exp1" 7 55 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 2 638 0 0
"1105" "exp1" 7 56 "graphed-probability" "pro-prob" 80 20 23 75 80 20 25 75 1 689 0 0
"1105" "exp1" 7 57 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 1 469 76 1
"1105" "exp1" 7 58 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 436 30 1
"1105" "exp1" 7 59 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 1 619 27 1
"1105" "exp1" 7 60 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 563 37 1
"1105" "exp1" 8 1 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 1 486 27 1
"1105" "exp1" 8 2 "graphed-probability" "pro-out" 70 30 26 75 70 30 25 75 1 408 26 1
"1105" "exp1" 8 3 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 438 45 1
"1105" "exp1" 8 4 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 487 30 1
"1105" "exp1" 8 5 "graphed-probability" "pro-out" 70 30 26 77 70 30 25 75 1 449 0 0
"1105" "exp1" 8 6 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 463 20 1
"1105" "exp1" 8 7 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 387 64 1
"1105" "exp1" 8 8 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 419 74 1
"1105" "exp1" 8 9 "graphed-probability" "congruent" 60 40 64 34 60 40 65 35 1 452 64 1
"1105" "exp1" 8 10 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 2 968 0 0
"1105" "exp1" 8 11 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 540 40 1
"1105" "exp1" 8 12 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 373 24 1
"1105" "exp1" 8 13 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 1 336 0 0
"1105" "exp1" 8 14 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 406 74 1
"1105" "exp1" 8 15 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 2 526 87 1
"1105" "exp1" 8 16 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 1 512 0 0
"1105" "exp1" 8 17 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 558 47 1
"1105" "exp1" 8 18 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 490 30 1
"1105" "exp1" 8 19 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 1 678 45 1
"1105" "exp1" 8 20 "graphed-probability" "pro-out" 60 40 36 64 60 40 35 65 1 968 36 1
"1105" "exp1" 8 21 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 476 0 0
"1105" "exp1" 8 22 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 599 30 1
"1105" "exp1" 8 23 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 541 46 1
"1105" "exp1" 8 24 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 922 0 0
"1105" "exp1" 8 25 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 517 60 1
"1105" "exp1" 8 26 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 1 625 13 1
"1105" "exp1" 8 27 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 2 1025 85 1
"1105" "exp1" 8 28 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 1 575 34 1
"1105" "exp1" 8 29 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 1 476 26 1
"1105" "exp1" 8 30 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 435 0 0
"1105" "exp1" 8 31 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 1 424 13 1
"1105" "exp1" 8 32 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 387 46 1
"1105" "exp1" 8 33 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 400 76 1
"1105" "exp1" 8 34 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 387 0 0
"1105" "exp1" 8 35 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 499 73 1
"1105" "exp1" 8 36 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 420 0 0
"1105" "exp1" 8 37 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 1 635 35 1
"1105" "exp1" 8 38 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 452 24 1
"1105" "exp1" 8 39 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 2 523 0 0
"1105" "exp1" 8 40 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 487 20 1
"1105" "exp1" 8 41 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 1 540 45 1
"1105" "exp1" 8 42 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 470 0 0
"1105" "exp1" 8 43 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 515 0 0
"1105" "exp1" 8 44 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 1 645 25 1
"1105" "exp1" 8 45 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 2 670 65 1
"1105" "exp1" 8 46 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 2 629 0 0
"1105" "exp1" 8 47 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 546 0 0
"1105" "exp1" 8 48 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 519 0 0
"1105" "exp1" 8 49 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 679 37 1
"1105" "exp1" 8 50 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 522 74 1
"1105" "exp1" 8 51 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 488 64 1
"1105" "exp1" 8 52 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 1 739 16 1
"1105" "exp1" 8 53 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 1 1018 35 1
"1105" "exp1" 8 54 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 543 35 1
"1105" "exp1" 8 55 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 533 66 1
"1105" "exp1" 8 56 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1183 20 1
"1105" "exp1" 8 57 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 403 0 0
"1105" "exp1" 8 58 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 1 554 33 1
"1105" "exp1" 8 59 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 1 540 14 1
"1105" "exp1" 8 60 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 948 40 1
"1105" "exp1" 9 1 "graphed-probability" "pro-prob" 60 40 47 55 60 40 45 55 1 527 47 1
"1105" "exp1" 9 2 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 468 0 0
"1105" "exp1" 9 3 "graphed-probability" "pro-out" 70 30 23 74 70 30 25 75 1 449 0 0
"1105" "exp1" 9 4 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 1 689 0 0
"1105" "exp1" 9 5 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 2 832 66 1
"1105" "exp1" 9 6 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 1 696 0 0
"1105" "exp1" 9 7 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 653 30 1
"1105" "exp1" 9 8 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 1 1004 24 1
"1105" "exp1" 9 9 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 450 34 1
"1105" "exp1" 9 10 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 1 469 23 1
"1105" "exp1" 9 11 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 1 521 24 1
"1105" "exp1" 9 12 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 1 477 44 1
"1105" "exp1" 9 13 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 1 412 17 1
"1105" "exp1" 9 14 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 470 63 1
"1105" "exp1" 9 15 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 668 0 0
"1105" "exp1" 9 16 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 546 40 1
"1105" "exp1" 9 17 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 642 30 1
"1105" "exp1" 9 18 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 1 741 0 0
"1105" "exp1" 9 19 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 535 0 0
"1105" "exp1" 9 20 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 405 76 1
"1105" "exp1" 9 21 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 1 561 0 0
"1105" "exp1" 9 22 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 1 523 35 1
"1105" "exp1" 9 23 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 376 30 1
"1105" "exp1" 9 24 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 417 40 1
"1105" "exp1" 9 25 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 501 20 1
"1105" "exp1" 9 26 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 353 13 1
"1105" "exp1" 9 27 "graphed-probability" "pro-out" 70 30 23 77 70 30 25 75 1 513 23 1
"1105" "exp1" 9 28 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 577 13 1
"1105" "exp1" 9 29 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 2 1021 0 0
"1105" "exp1" 9 30 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 1 598 17 1
"1105" "exp1" 9 31 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 437 20 1
"1105" "exp1" 9 32 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 493 65 1
"1105" "exp1" 9 33 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 1 482 0 0
"1105" "exp1" 9 34 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 367 0 0
"1105" "exp1" 9 35 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 490 0 0
"1105" "exp1" 9 36 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 497 65 1
"1105" "exp1" 9 37 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 423 30 1
"1105" "exp1" 9 38 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 2 805 86 1
"1105" "exp1" 9 39 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 1 831 0 0
"1105" "exp1" 9 40 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 547 73 1
"1105" "exp1" 9 41 "graphed-probability" "pro-prob" 70 30 34 66 70 30 35 65 1 524 34 1
"1105" "exp1" 9 42 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 607 0 0
"1105" "exp1" 9 43 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 1 471 35 1
"1105" "exp1" 9 44 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 2 621 86 1
"1105" "exp1" 9 45 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 698 65 1
"1105" "exp1" 9 46 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 1 755 26 1
"1105" "exp1" 9 47 "graphed-probability" "congruent" 70 30 63 37 70 30 65 35 1 412 63 1
"1105" "exp1" 9 48 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 422 0 0
"1105" "exp1" 9 49 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 1 517 24 1
"1105" "exp1" 9 50 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 737 0 0
"1105" "exp1" 9 51 "graphed-probability" "congruent" 80 20 75 25 80 20 75 25 1 359 75 1
"1105" "exp1" 9 52 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 506 20 1
"1105" "exp1" 9 53 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 447 73 1
"1105" "exp1" 9 54 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 508 45 1
"1105" "exp1" 9 55 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 2 888 0 0
"1105" "exp1" 9 56 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 494 47 1
"1105" "exp1" 9 57 "graphed-probability" "congruent" 60 40 63 33 60 40 65 35 1 495 0 0
"1105" "exp1" 9 58 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 541 23 1
"1105" "exp1" 9 59 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 338 77 1
"1105" "exp1" 9 60 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 634 40 1
"1105" "exp1" 10 1 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 1 409 27 1
"1105" "exp1" 10 2 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 1 388 46 1
"1105" "exp1" 10 3 "graphed-probability" "pro-out" 80 20 17 83 80 20 15 85 1 423 17 1
"1105" "exp1" 10 4 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 376 20 1
"1105" "exp1" 10 5 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 1 468 33 1
"1105" "exp1" 10 6 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 1 604 0 0
"1105" "exp1" 10 7 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 530 0 0
"1105" "exp1" 10 8 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 333 74 1
"1105" "exp1" 10 9 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 514 0 0
"1105" "exp1" 10 10 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 492 0 0
"1105" "exp1" 10 11 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 1 515 45 1
"1105" "exp1" 10 12 "graphed-probability" "pro-out" 70 30 25 74 70 30 25 75 1 533 0 0
"1105" "exp1" 10 13 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 1 340 0 0
"1105" "exp1" 10 14 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 1 356 25 1
"1105" "exp1" 10 15 "graphed-probability" "congruent" 80 20 77 25 80 20 75 25 1 540 77 1
"1105" "exp1" 10 16 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 1 576 0 0
"1105" "exp1" 10 17 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 390 0 0
"1105" "exp1" 10 18 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 444 0 0
"1105" "exp1" 10 19 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 620 66 1
"1105" "exp1" 10 20 "graphed-probability" "congruent" 60 40 65 36 60 40 65 35 1 782 65 1
"1105" "exp1" 10 21 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 1 763 0 0
"1105" "exp1" 10 22 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 702 65 1
"1105" "exp1" 10 23 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 1 688 34 1
"1105" "exp1" 10 24 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 498 40 1
"1105" "exp1" 10 25 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 1 521 43 1
"1105" "exp1" 10 26 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 646 0 0
"1105" "exp1" 10 27 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 1 485 0 0
"1105" "exp1" 10 28 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 2 542 65 1
"1105" "exp1" 10 29 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 530 20 1
"1105" "exp1" 10 30 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 666 20 1
"1105" "exp1" 10 31 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 535 30 1
"1105" "exp1" 10 32 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 492 30 1
"1105" "exp1" 10 33 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 417 73 1
"1105" "exp1" 10 34 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 1 678 0 0
"1105" "exp1" 10 35 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 381 74 1
"1105" "exp1" 10 36 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 1 557 0 0
"1105" "exp1" 10 37 "graphed-probability" "pro-out" 60 40 34 66 60 40 35 65 1 417 34 1
"1105" "exp1" 10 38 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 571 25 1
"1105" "exp1" 10 39 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 1 442 25 1
"1105" "exp1" 10 40 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 614 0 0
"1105" "exp1" 10 41 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 340 30 1
"1105" "exp1" 10 42 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 1 399 15 1
"1105" "exp1" 10 43 "graphed-probability" "pro-prob" 80 20 23 75 80 20 25 75 1 668 23 1
"1105" "exp1" 10 44 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 1 600 0 0
"1105" "exp1" 10 45 "graphed-probability" "pro-out" 60 40 36 63 60 40 35 65 1 671 36 1
"1105" "exp1" 10 46 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 1 392 46 1
"1105" "exp1" 10 47 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 664 0 0
"1105" "exp1" 10 48 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 1 1073 34 1
"1105" "exp1" 10 49 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 637 75 1
"1105" "exp1" 10 50 "graphed-probability" "pro-out" 80 20 13 84 80 20 15 85 1 542 13 1
"1105" "exp1" 10 51 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 1 643 0 0
"1105" "exp1" 10 52 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 551 20 1
"1105" "exp1" 10 53 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 571 47 1
"1105" "exp1" 10 54 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 479 0 0
"1105" "exp1" 10 55 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 1 991 0 0
"1105" "exp1" 10 56 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 566 0 0
"1105" "exp1" 10 57 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 385 77 1
"1105" "exp1" 10 58 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 568 0 0
"1105" "exp1" 10 59 "graphed-probability" "pro-out" 60 40 15 87 60 40 15 85 1 487 15 1
"1105" "exp1" 10 60 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 441 0 0
"1105" "exp1" 11 1 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 1 1070 27 1
"1105" "exp1" 11 2 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 381 0 0
"1105" "exp1" 11 3 "graphed-probability" "pro-prob" 80 20 27 74 80 20 25 75 1 446 0 0
"1105" "exp1" 11 4 "graphed-probability" "congruent" 70 30 66 34 70 30 65 35 1 438 0 0
"1105" "exp1" 11 5 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 1 643 45 1
"1105" "exp1" 11 6 "graphed-probability" "pro-prob" 60 40 47 55 60 40 45 55 2 533 55 1
"1105" "exp1" 11 7 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 1 673 35 1
"1105" "exp1" 11 8 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 1 434 25 1
"1105" "exp1" 11 9 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 479 0 0
"1105" "exp1" 11 10 "graphed-probability" "congruent" 60 40 63 35 60 40 65 35 1 446 63 1
"1105" "exp1" 11 11 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 528 20 1
"1105" "exp1" 11 12 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 442 30 1
"1105" "exp1" 11 13 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 2 670 0 0
"1105" "exp1" 11 14 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 1 412 0 0
"1105" "exp1" 11 15 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 1 445 16 1
"1105" "exp1" 11 16 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 1 505 0 0
"1105" "exp1" 11 17 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 1 600 46 1
"1105" "exp1" 11 18 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 548 0 0
"1105" "exp1" 11 19 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 474 23 1
"1105" "exp1" 11 20 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 502 0 0
"1105" "exp1" 11 21 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 1 464 0 0
"1105" "exp1" 11 22 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 495 40 1
"1105" "exp1" 11 23 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 748 74 1
"1105" "exp1" 11 24 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 2 632 0 0
"1105" "exp1" 11 25 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 518 0 0
"1105" "exp1" 11 26 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 1 539 27 1
"1105" "exp1" 11 27 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 637 20 1
"1105" "exp1" 11 28 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 2 686 86 1
"1105" "exp1" 11 29 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 607 30 1
"1105" "exp1" 11 30 "graphed-probability" "congruent" 80 20 77 24 80 20 75 25 1 526 77 1
"1105" "exp1" 11 31 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 536 67 1
"1105" "exp1" 11 32 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 636 0 0
"1105" "exp1" 11 33 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 451 0 0
"1105" "exp1" 11 34 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 1 523 0 0
"1105" "exp1" 11 35 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 1 476 27 1
"1105" "exp1" 11 36 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 1 405 43 1
"1105" "exp1" 11 37 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 431 63 1
"1105" "exp1" 11 38 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 469 47 1
"1105" "exp1" 11 39 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 2 751 0 0
"1105" "exp1" 11 40 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 517 77 1
"1105" "exp1" 11 41 "graphed-probability" "pro-prob" 70 30 36 63 70 30 35 65 1 456 0 0
"1105" "exp1" 11 42 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 507 30 1
"1105" "exp1" 11 43 "graphed-probability" "congruent" 70 30 66 37 70 30 65 35 1 484 66 1
"1105" "exp1" 11 44 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 1 532 75 1
"1105" "exp1" 11 45 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 432 77 1
"1105" "exp1" 11 46 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 939 60 1
"1105" "exp1" 11 47 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 555 0 0
"1105" "exp1" 11 48 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 1 398 17 1
"1105" "exp1" 11 49 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 518 37 1
"1105" "exp1" 11 50 "graphed-probability" "pro-out" 60 40 15 86 60 40 15 85 1 853 15 1
"1105" "exp1" 11 51 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 1 833 34 1
"1105" "exp1" 11 52 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 457 20 1
"1105" "exp1" 11 53 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 1 663 0 0
"1105" "exp1" 11 54 "graphed-probability" "pro-out" 80 20 16 85 80 20 15 85 1 499 16 1
"1105" "exp1" 11 55 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 961 60 1
"1105" "exp1" 11 56 "graphed-probability" "congruent" 80 20 74 26 80 20 75 25 1 531 74 1
"1105" "exp1" 11 57 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 373 74 1
"1105" "exp1" 11 58 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 400 66 1
"1105" "exp1" 11 59 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 1 466 35 1
"1105" "exp1" 11 60 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 529 75 1
"1105" "exp1" 12 1 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 464 66 1
"1105" "exp1" 12 2 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 1 438 26 1
"1105" "exp1" 12 3 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 349 63 1
"1105" "exp1" 12 4 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 1 367 13 1
"1105" "exp1" 12 5 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 492 20 1
"1105" "exp1" 12 6 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 1 614 37 1
"1105" "exp1" 12 7 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 374 30 1
"1105" "exp1" 12 8 "graphed-probability" "pro-prob" 60 40 47 54 60 40 45 55 1 439 47 1
"1105" "exp1" 12 9 "graphed-probability" "congruent" 80 20 75 25 80 20 75 25 1 369 0 0
"1105" "exp1" 12 10 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 974 40 1
"1105" "exp1" 12 11 "graphed-probability" "pro-out" 60 40 13 85 60 40 15 85 2 584 0 0
"1105" "exp1" 12 12 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 394 30 1
"1105" "exp1" 12 13 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 575 47 1
"1105" "exp1" 12 14 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 2 517 0 0
"1105" "exp1" 12 15 "graphed-probability" "pro-out" 80 20 15 84 80 20 15 85 1 492 15 1
"1105" "exp1" 12 16 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 586 30 1
"1105" "exp1" 12 17 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 1 483 27 1
"1105" "exp1" 12 18 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 441 67 1
"1105" "exp1" 12 19 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 867 0 0
"1105" "exp1" 12 20 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 534 20 1
"1105" "exp1" 12 21 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 433 75 1
"1105" "exp1" 12 22 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 628 73 1
"1105" "exp1" 12 23 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 2 823 84 1
"1105" "exp1" 12 24 "graphed-probability" "congruent" 80 20 75 25 80 20 75 25 1 391 75 1
"1105" "exp1" 12 25 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 497 37 1
"1105" "exp1" 12 26 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 572 30 1
"1105" "exp1" 12 27 "graphed-probability" "pro-prob" 80 20 44 55 80 20 45 55 1 517 44 1
"1105" "exp1" 12 28 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 1 431 27 1
"1105" "exp1" 12 29 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 1 896 33 1
"1105" "exp1" 12 30 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 437 20 1
"1105" "exp1" 12 31 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 544 0 0
"1105" "exp1" 12 32 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 1 679 14 1
"1105" "exp1" 12 33 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 1 459 24 1
"1105" "exp1" 12 34 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 493 24 1
"1105" "exp1" 12 35 "graphed-probability" "congruent" 60 40 65 36 60 40 65 35 1 633 0 0
"1105" "exp1" 12 36 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 446 74 1
"1105" "exp1" 12 37 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 479 74 1
"1105" "exp1" 12 38 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 1 468 25 1
"1105" "exp1" 12 39 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 1 402 46 1
"1105" "exp1" 12 40 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 381 43 1
"1105" "exp1" 12 41 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 509 66 1
"1105" "exp1" 12 42 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 419 66 1
"1105" "exp1" 12 43 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 370 40 1
"1105" "exp1" 12 44 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 463 36 1
"1105" "exp1" 12 45 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 570 0 0
"1105" "exp1" 12 46 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 2 842 26 1
"1105" "exp1" 12 47 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 1 765 34 1
"1105" "exp1" 12 48 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 1 420 33 1
"1105" "exp1" 12 49 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 1 430 27 1
"1105" "exp1" 12 50 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 1 403 24 1
"1105" "exp1" 12 51 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 1 541 0 0
"1105" "exp1" 12 52 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 2 567 0 0
"1105" "exp1" 12 53 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 729 74 1
"1105" "exp1" 12 54 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 1 849 43 1
"1105" "exp1" 12 55 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 513 20 1
"1105" "exp1" 12 56 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 1 578 0 0
"1105" "exp1" 12 57 "graphed-probability" "pro-out" 60 40 37 67 60 40 35 65 2 1003 0 0
"1105" "exp1" 12 58 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 1 566 46 1
"1105" "exp1" 12 59 "graphed-probability" "congruent" 70 30 63 37 70 30 65 35 1 559 63 1
"1105" "exp1" 12 60 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 1 477 17 1
"1105" "exp1" 13 1 "graphed-probability" "congruent" 60 40 64 33 60 40 65 35 1 565 0 0
"1105" "exp1" 13 2 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 420 0 0
"1105" "exp1" 13 3 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 443 23 1
"1105" "exp1" 13 4 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 415 0 0
"1105" "exp1" 13 5 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 1 483 0 0
"1105" "exp1" 13 6 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 365 0 0
"1105" "exp1" 13 7 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 433 20 1
"1105" "exp1" 13 8 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 1 709 75 1
"1105" "exp1" 13 9 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 1 1081 0 0
"1105" "exp1" 13 10 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 422 43 1
"1105" "exp1" 13 11 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 1 525 36 1
"1105" "exp1" 13 12 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 395 73 1
"1105" "exp1" 13 13 "graphed-probability" "congruent" 60 40 64 34 60 40 65 35 1 622 0 0
"1105" "exp1" 13 14 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 1 506 37 1
"1105" "exp1" 13 15 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 348 20 1
"1105" "exp1" 13 16 "graphed-probability" "pro-out" 70 30 27 77 70 30 25 75 1 465 0 0
"1105" "exp1" 13 17 "graphed-probability" "pro-out" 60 40 37 65 60 40 35 65 1 501 0 0
"1105" "exp1" 13 18 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 391 0 0
"1105" "exp1" 13 19 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 1 724 16 1
"1105" "exp1" 13 20 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 1 793 44 1
"1105" "exp1" 13 21 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 1 402 43 1
"1105" "exp1" 13 22 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 810 20 1
"1105" "exp1" 13 23 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 386 64 1
"1105" "exp1" 13 24 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 395 66 1
"1105" "exp1" 13 25 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 524 47 1
"1105" "exp1" 13 26 "graphed-probability" "pro-out" 80 20 16 85 80 20 15 85 1 329 16 1
"1105" "exp1" 13 27 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 2 658 0 0
"1105" "exp1" 13 28 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 1 445 27 1
"1105" "exp1" 13 29 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 451 73 1
"1105" "exp1" 13 30 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 479 13 1
"1105" "exp1" 13 31 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 503 0 0
"1105" "exp1" 13 32 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 506 24 1
"1105" "exp1" 13 33 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 2 557 87 1
"1105" "exp1" 13 34 "graphed-probability" "congruent" 60 40 64 37 60 40 65 35 1 600 0 0
"1105" "exp1" 13 35 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 1 431 33 1
"1105" "exp1" 13 36 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 466 40 1
"1105" "exp1" 13 37 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 710 25 1
"1105" "exp1" 13 38 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 1 478 24 1
"1105" "exp1" 13 39 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 1 356 24 1
"1105" "exp1" 13 40 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 357 30 1
"1105" "exp1" 13 41 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 527 67 1
"1105" "exp1" 13 42 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 1 455 67 1
"1105" "exp1" 13 43 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 359 30 1
"1105" "exp1" 13 44 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 512 73 1
"1105" "exp1" 13 45 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 1 528 24 1
"1105" "exp1" 13 46 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 309 30 1
"1105" "exp1" 13 47 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 1 423 35 1
"1105" "exp1" 13 48 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 2 299 0 0
"1105" "exp1" 13 49 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 1 478 14 1
"1105" "exp1" 13 50 "graphed-probability" "pro-out" 60 40 37 65 60 40 35 65 2 511 65 1
"1105" "exp1" 13 51 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 527 40 1
"1105" "exp1" 13 52 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 1 457 33 1
"1105" "exp1" 13 53 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 425 74 1
"1105" "exp1" 13 54 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 2 364 0 0
"1105" "exp1" 13 55 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 1 688 47 1
"1105" "exp1" 13 56 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 409 0 0
"1105" "exp1" 13 57 "graphed-probability" "pro-prob" 60 40 45 54 60 40 45 55 2 811 54 1
"1105" "exp1" 13 58 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 1 1132 0 0
"1105" "exp1" 13 59 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 435 0 0
"1105" "exp1" 13 60 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 1 743 37 1
"1105" "exp1" 14 1 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 1 527 76 1
"1105" "exp1" 14 2 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 574 0 0
"1105" "exp1" 14 3 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 1 836 27 1
"1105" "exp1" 14 4 "graphed-probability" "pro-out" 80 20 15 83 80 20 15 85 1 486 15 1
"1105" "exp1" 14 5 "graphed-probability" "pro-out" 80 20 15 86 80 20 15 85 1 501 15 1
"1105" "exp1" 14 6 "graphed-probability" "congruent" 80 20 77 24 80 20 75 25 1 471 0 0
"1105" "exp1" 14 7 "graphed-probability" "congruent" 60 40 67 33 60 40 65 35 1 448 67 1
"1105" "exp1" 14 8 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 628 20 1
"1105" "exp1" 14 9 "graphed-probability" "pro-out" 60 40 36 64 60 40 35 65 1 498 36 1
"1105" "exp1" 14 10 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1252 40 1
"1105" "exp1" 14 11 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 530 65 1
"1105" "exp1" 14 12 "graphed-probability" "congruent" 80 20 74 26 80 20 75 25 1 508 74 1
"1105" "exp1" 14 13 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 1 597 0 0
"1105" "exp1" 14 14 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 472 77 1
"1105" "exp1" 14 15 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 519 63 1
"1105" "exp1" 14 16 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 527 0 0
"1105" "exp1" 14 17 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 424 67 1
"1105" "exp1" 14 18 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 418 0 0
"1105" "exp1" 14 19 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 373 25 1
"1105" "exp1" 14 20 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 2 711 0 0
"1105" "exp1" 14 21 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 2 1106 0 0
"1105" "exp1" 14 22 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 1 489 25 1
"1105" "exp1" 14 23 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 416 46 1
"1105" "exp1" 14 24 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 449 47 1
"1105" "exp1" 14 25 "graphed-probability" "pro-prob" 70 30 36 63 70 30 35 65 1 874 36 1
"1105" "exp1" 14 26 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 491 0 0
"1105" "exp1" 14 27 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 2 765 56 1
"1105" "exp1" 14 28 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 1 651 0 0
"1105" "exp1" 14 29 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 2 541 0 0
"1105" "exp1" 14 30 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 496 30 1
"1105" "exp1" 14 31 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 560 65 1
"1105" "exp1" 14 32 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 1 1072 0 0
"1105" "exp1" 14 33 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 1 453 0 0
"1105" "exp1" 14 34 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 749 0 0
"1105" "exp1" 14 35 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 1 954 35 1
"1105" "exp1" 14 36 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 2 1143 0 0
"1105" "exp1" 14 37 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 795 0 0
"1105" "exp1" 14 38 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 1 935 0 0
"1105" "exp1" 14 39 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 1206 0 0
"1105" "exp1" 14 40 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 1 822 0 0
"1105" "exp1" 14 41 "graphed-probability" "congruent" 70 30 77 24 70 30 75 25 1 521 77 1
"1105" "exp1" 14 42 "graphed-probability" "pro-prob" 80 20 44 55 80 20 45 55 1 487 44 1
"1105" "exp1" 14 43 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 594 30 1
"1105" "exp1" 14 44 "graphed-probability" "congruent" 60 40 63 33 60 40 65 35 1 586 0 0
"1105" "exp1" 14 45 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 1 412 23 1
"1105" "exp1" 14 46 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 1 776 24 1
"1105" "exp1" 14 47 "graphed-probability" "pro-out" 60 40 14 83 60 40 15 85 1 593 0 0
"1105" "exp1" 14 48 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 1 693 24 1
"1105" "exp1" 14 49 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 455 47 1
"1105" "exp1" 14 50 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 452 77 1
"1105" "exp1" 14 51 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 483 30 1
"1105" "exp1" 14 52 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 1 397 17 1
"1105" "exp1" 14 53 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 503 0 0
"1105" "exp1" 14 54 "graphed-probability" "pro-out" 60 40 13 85 60 40 15 85 1 702 0 0
"1105" "exp1" 14 55 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 1 591 33 1
"1105" "exp1" 14 56 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 379 73 1
"1105" "exp1" 14 57 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 610 20 1
"1105" "exp1" 14 58 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 728 0 0
"1105" "exp1" 14 59 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 478 0 0
"1105" "exp1" 14 60 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 1 510 76 1
"1105" "exp1" 15 1 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 503 20 1
"1105" "exp1" 15 2 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 455 0 0
"1105" "exp1" 15 3 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 428 63 1
"1105" "exp1" 15 4 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 2 606 0 0
"1105" "exp1" 15 5 "graphed-probability" "pro-prob" 80 20 25 74 80 20 25 75 1 377 25 1
"1105" "exp1" 15 6 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 415 36 1
"1105" "exp1" 15 7 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 499 47 1
"1105" "exp1" 15 8 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 446 20 1
"1105" "exp1" 15 9 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 1 425 27 1
"1105" "exp1" 15 10 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 571 67 1
"1105" "exp1" 15 11 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 480 0 0
"1105" "exp1" 15 12 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 565 40 1
"1105" "exp1" 15 13 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 438 74 1
"1105" "exp1" 15 14 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 346 0 0
"1105" "exp1" 15 15 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 2 813 0 0
"1105" "exp1" 15 16 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 2 688 0 0
"1105" "exp1" 15 17 "graphed-probability" "pro-out" 80 20 16 85 80 20 15 85 2 416 0 0
"1105" "exp1" 15 18 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 2 400 0 0
"1105" "exp1" 15 19 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 550 73 1
"1105" "exp1" 15 20 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 2 496 0 0
"1105" "exp1" 15 21 "graphed-probability" "pro-prob" 70 30 36 63 70 30 35 65 2 502 0 0
"1105" "exp1" 15 22 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 2 583 0 0
"1105" "exp1" 15 23 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 610 0 0
"1105" "exp1" 15 24 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 2 545 0 0
"1105" "exp1" 15 25 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 2 445 77 1
"1105" "exp1" 15 26 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 485 0 0
"1105" "exp1" 15 27 "graphed-probability" "pro-out" 70 30 25 77 70 30 25 75 2 513 77 1
"1105" "exp1" 15 28 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 475 0 0
"1105" "exp1" 15 29 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 2 415 0 0
"1105" "exp1" 15 30 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 497 0 0
"1105" "exp1" 15 31 "graphed-probability" "pro-out" 70 30 23 77 70 30 25 75 2 446 0 0
"1105" "exp1" 15 32 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 2 459 0 0
"1105" "exp1" 15 33 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 498 67 1
"1105" "exp1" 15 34 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 429 64 1
"1105" "exp1" 15 35 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 712 0 0
"1105" "exp1" 15 36 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 467 73 1
"1105" "exp1" 15 37 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 2 568 64 1
"1105" "exp1" 15 38 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 2 561 0 0
"1105" "exp1" 15 39 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 503 0 0
"1105" "exp1" 15 40 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 430 70 1
"1105" "exp1" 15 41 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 2 669 0 0
"1105" "exp1" 15 42 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 392 76 1
"1105" "exp1" 15 43 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 2 437 0 0
"1105" "exp1" 15 44 "graphed-probability" "pro-prob" 60 40 44 54 60 40 45 55 2 617 0 0
"1105" "exp1" 15 45 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 2 471 0 0
"1105" "exp1" 15 46 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 547 60 1
"1105" "exp1" 15 47 "graphed-probability" "pro-out" 60 40 37 67 60 40 35 65 2 532 67 1
"1105" "exp1" 15 48 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 2 508 0 0
"1105" "exp1" 15 49 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 2 483 64 1
"1105" "exp1" 15 50 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 568 63 1
"1105" "exp1" 15 51 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 524 0 0
"1105" "exp1" 15 52 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 1 366 67 1
"1105" "exp1" 15 53 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 507 0 0
"1105" "exp1" 15 54 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 2 512 0 0
"1105" "exp1" 15 55 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 1 418 0 0
"1105" "exp1" 15 56 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 2 398 0 0
"1105" "exp1" 15 57 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 2 517 0 0
"1105" "exp1" 15 58 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 2 519 0 0
"1105" "exp1" 15 59 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 577 64 1
"1105" "exp1" 15 60 "graphed-probability" "congruent" 60 40 63 33 60 40 65 35 1 510 63 1
"1105" "exp1" 16 1 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 455 0 0
"1105" "exp1" 16 2 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 487 0 0
"1105" "exp1" 16 3 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 397 74 1
"1105" "exp1" 16 4 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 2 637 0 0
"1105" "exp1" 16 5 "graphed-probability" "pro-out" 80 20 16 85 80 20 15 85 1 1010 16 1
"1105" "exp1" 16 6 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 572 0 0
"1105" "exp1" 16 7 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 613 60 1
"1105" "exp1" 16 8 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 1 804 0 0
"1105" "exp1" 16 9 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 461 35 1
"1105" "exp1" 16 10 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 527 73 1
"1105" "exp1" 16 11 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 548 30 1
"1105" "exp1" 16 12 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 491 75 1
"1105" "exp1" 16 13 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 647 64 1
"1105" "exp1" 16 14 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 761 0 0
"1105" "exp1" 16 15 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 1 517 14 1
"1105" "exp1" 16 16 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 1 447 13 1
"1105" "exp1" 16 17 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 449 75 1
"1105" "exp1" 16 18 "graphed-probability" "pro-out" 60 40 34 66 60 40 35 65 2 750 0 0
"1105" "exp1" 16 19 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 710 30 1
"1105" "exp1" 16 20 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 1 496 0 0
"1105" "exp1" 16 21 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 1 422 0 0
"1105" "exp1" 16 22 "graphed-probability" "pro-out" 60 40 14 83 60 40 15 85 2 1213 0 0
"1105" "exp1" 16 23 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 453 0 0
"1105" "exp1" 16 24 "graphed-probability" "pro-out" 70 30 25 77 70 30 25 75 1 420 25 1
"1105" "exp1" 16 25 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 1 467 26 1
"1105" "exp1" 16 26 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 421 73 1
"1105" "exp1" 16 27 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 1 659 33 1
"1105" "exp1" 16 28 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 1 523 23 1
"1105" "exp1" 16 29 "graphed-probability" "pro-out" 60 40 34 66 60 40 35 65 2 915 0 0
"1105" "exp1" 16 30 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 1 643 46 1
"1105" "exp1" 16 31 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 1 436 0 0
"1105" "exp1" 16 32 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 446 35 1
"1105" "exp1" 16 33 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 1 530 0 0
"1105" "exp1" 16 34 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 1 420 16 1
"1105" "exp1" 16 35 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 1 665 17 1
"1105" "exp1" 16 36 "graphed-probability" "congruent" 60 40 67 33 60 40 65 35 1 762 0 0
"1105" "exp1" 16 37 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 1 601 0 0
"1105" "exp1" 16 38 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 1 349 17 1
"1105" "exp1" 16 39 "graphed-probability" "pro-out" 70 30 25 74 70 30 25 75 1 559 25 1
"1105" "exp1" 16 40 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 534 75 1
"1105" "exp1" 16 41 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 2 368 0 0
"1105" "exp1" 16 42 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 1 1092 43 1
"1105" "exp1" 16 43 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 452 0 0
"1105" "exp1" 16 44 "graphed-probability" "pro-prob" 60 40 47 55 60 40 45 55 1 569 47 1
"1105" "exp1" 16 45 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 690 73 1
"1105" "exp1" 16 46 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 820 40 1
"1105" "exp1" 16 47 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 1 460 24 1
"1105" "exp1" 16 48 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 422 20 1
"1105" "exp1" 16 49 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 781 60 1
"1105" "exp1" 16 50 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 502 30 1
"1105" "exp1" 16 51 "graphed-probability" "pro-prob" 80 20 43 54 80 20 45 55 1 420 43 1
"1105" "exp1" 16 52 "graphed-probability" "pro-prob" 80 20 23 75 80 20 25 75 1 444 23 1
"1105" "exp1" 16 53 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 487 0 0
"1105" "exp1" 16 54 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 482 66 1
"1105" "exp1" 16 55 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 533 74 1
"1105" "exp1" 16 56 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 383 66 1
"1105" "exp1" 16 57 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 1 433 37 1
"1105" "exp1" 16 58 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 389 0 0
"1105" "exp1" 16 59 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 480 63 1
"1105" "exp1" 16 60 "graphed-probability" "pro-prob" 80 20 44 55 80 20 45 55 1 659 44 1
"1105" "exp1" 17 1 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 454 0 0
"1105" "exp1" 17 2 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 1 532 0 0
"1105" "exp1" 17 3 "graphed-probability" "pro-out" 80 20 15 84 80 20 15 85 1 509 15 1
"1105" "exp1" 17 4 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 1 367 26 1
"1105" "exp1" 17 5 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 341 25 1
"1105" "exp1" 17 6 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 399 0 0
"1105" "exp1" 17 7 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 1 550 16 1
"1105" "exp1" 17 8 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 393 64 1
"1105" "exp1" 17 9 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 2 318 65 1
"1105" "exp1" 17 10 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 527 0 0
"1105" "exp1" 17 11 "graphed-probability" "pro-out" 60 40 13 85 60 40 15 85 2 846 85 1
"1105" "exp1" 17 12 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 1 741 33 1
"1105" "exp1" 17 13 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 1 635 44 1
"1105" "exp1" 17 14 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 1 503 0 0
"1105" "exp1" 17 15 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 597 20 1
"1105" "exp1" 17 16 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 1 517 0 0
"1105" "exp1" 17 17 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 1 433 14 1
"1105" "exp1" 17 18 "graphed-probability" "congruent" 80 20 73 25 80 20 75 25 1 549 73 1
"1105" "exp1" 17 19 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 431 67 1
"1105" "exp1" 17 20 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 1 714 14 1
"1105" "exp1" 17 21 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 1 384 37 1
"1105" "exp1" 17 22 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 1 475 0 0
"1105" "exp1" 17 23 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 464 0 0
"1105" "exp1" 17 24 "graphed-probability" "pro-prob" 80 20 23 75 80 20 25 75 1 445 23 1
"1105" "exp1" 17 25 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 365 34 1
"1105" "exp1" 17 26 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 1 481 0 0
"1105" "exp1" 17 27 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 1 394 26 1
"1105" "exp1" 17 28 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 1 564 74 1
"1105" "exp1" 17 29 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 382 20 1
"1105" "exp1" 17 30 "graphed-probability" "congruent" 70 30 77 26 70 30 75 25 1 456 77 1
"1105" "exp1" 17 31 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 456 65 1
"1105" "exp1" 17 32 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 487 0 0
"1105" "exp1" 17 33 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 394 20 1
"1105" "exp1" 17 34 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 1 506 0 0
"1105" "exp1" 17 35 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 1 498 16 1
"1105" "exp1" 17 36 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 503 0 0
"1105" "exp1" 17 37 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 511 0 0
"1105" "exp1" 17 38 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 694 30 1
"1105" "exp1" 17 39 "graphed-probability" "pro-prob" 80 20 45 56 80 20 45 55 1 488 45 1
"1105" "exp1" 17 40 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 464 30 1
"1105" "exp1" 17 41 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 1 581 76 1
"1105" "exp1" 17 42 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 1 344 33 1
"1105" "exp1" 17 43 "graphed-probability" "pro-out" 70 30 25 74 70 30 25 75 1 445 25 1
"1105" "exp1" 17 44 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 521 40 1
"1105" "exp1" 17 45 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 1 403 23 1
"1105" "exp1" 17 46 "graphed-probability" "pro-prob" 60 40 47 53 60 40 45 55 1 518 0 0
"1105" "exp1" 17 47 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 448 0 0
"1105" "exp1" 17 48 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 1 355 46 1
"1105" "exp1" 17 49 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 321 66 1
"1105" "exp1" 17 50 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 559 0 0
"1105" "exp1" 17 51 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 360 46 1
"1105" "exp1" 17 52 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 394 30 1
"1105" "exp1" 17 53 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 404 75 1
"1105" "exp1" 17 54 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 492 40 1
"1105" "exp1" 17 55 "graphed-probability" "pro-out" 70 30 25 77 70 30 25 75 1 401 25 1
"1105" "exp1" 17 56 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 2 411 0 0
"1105" "exp1" 17 57 "graphed-probability" "pro-out" 70 30 26 77 70 30 25 75 1 397 26 1
"1105" "exp1" 17 58 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 1 447 17 1
"1105" "exp1" 17 59 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 1 557 0 0
"1105" "exp1" 17 60 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 2 953 53 1
"1105" "exp1" 18 1 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 561 47 1
"1105" "exp1" 18 2 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 549 67 1
"1105" "exp1" 18 3 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 1 482 36 1
"1105" "exp1" 18 4 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 407 0 0
"1105" "exp1" 18 5 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 494 0 0
"1105" "exp1" 18 6 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 1 413 24 1
"1105" "exp1" 18 7 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 1 369 46 1
"1105" "exp1" 18 8 "graphed-probability" "pro-prob" 70 30 34 66 70 30 35 65 1 361 34 1
"1105" "exp1" 18 9 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 1 357 26 1
"1105" "exp1" 18 10 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 954 30 1
"1105" "exp1" 18 11 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 413 0 0
"1105" "exp1" 18 12 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 1 322 76 1
"1105" "exp1" 18 13 "graphed-probability" "pro-prob" 80 20 27 74 80 20 25 75 1 434 27 1
"1105" "exp1" 18 14 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 446 37 1
"1105" "exp1" 18 15 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 406 63 1
"1105" "exp1" 18 16 "graphed-probability" "pro-out" 60 40 14 83 60 40 15 85 1 487 14 1
"1105" "exp1" 18 17 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 1 448 25 1
"1105" "exp1" 18 18 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 501 47 1
"1105" "exp1" 18 19 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 700 64 1
"1105" "exp1" 18 20 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 1 447 0 0
"1105" "exp1" 18 21 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 1 793 0 0
"1105" "exp1" 18 22 "graphed-probability" "pro-out" 60 40 15 86 60 40 15 85 2 553 0 0
"1105" "exp1" 18 23 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 382 0 0
"1105" "exp1" 18 24 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 509 20 1
"1105" "exp1" 18 25 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 511 67 1
"1105" "exp1" 18 26 "graphed-probability" "pro-out" 60 40 36 64 60 40 35 65 1 454 0 0
"1105" "exp1" 18 27 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 523 65 1
"1105" "exp1" 18 28 "graphed-probability" "congruent" 80 20 77 25 80 20 75 25 1 528 77 1
"1105" "exp1" 18 29 "graphed-probability" "pro-prob" 60 40 47 54 60 40 45 55 2 826 0 0
"1105" "exp1" 18 30 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 466 0 0
"1105" "exp1" 18 31 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 590 40 1
"1105" "exp1" 18 32 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 413 66 1
"1105" "exp1" 18 33 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 525 20 1
"1105" "exp1" 18 34 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 1 695 43 1
"1105" "exp1" 18 35 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 2 783 83 1
"1105" "exp1" 18 36 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 1 539 35 1
"1105" "exp1" 18 37 "graphed-probability" "pro-out" 60 40 34 66 60 40 35 65 2 889 66 1
"1105" "exp1" 18 38 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 1 711 0 0
"1105" "exp1" 18 39 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 434 75 1
"1105" "exp1" 18 40 "graphed-probability" "pro-prob" 70 30 36 66 70 30 35 65 1 614 36 1
"1105" "exp1" 18 41 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 1 623 16 1
"1105" "exp1" 18 42 "graphed-probability" "congruent" 80 20 73 27 80 20 75 25 1 451 0 0
"1105" "exp1" 18 43 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 640 20 1
"1105" "exp1" 18 44 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 561 75 1
"1105" "exp1" 18 45 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 424 30 1
"1105" "exp1" 18 46 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 1 469 0 0
"1105" "exp1" 18 47 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 1 359 0 0
"1105" "exp1" 18 48 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 352 0 0
"1105" "exp1" 18 49 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 1 451 17 1
"1105" "exp1" 18 50 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 432 43 1
"1105" "exp1" 18 51 "graphed-probability" "pro-out" 80 20 17 83 80 20 15 85 1 467 17 1
"1105" "exp1" 18 52 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 415 64 1
"1105" "exp1" 18 53 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 441 0 0
"1105" "exp1" 18 54 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 1 465 26 1
"1105" "exp1" 18 55 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 2 889 0 0
"1105" "exp1" 18 56 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 2 760 84 1
"1105" "exp1" 18 57 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 470 23 1
"1105" "exp1" 18 58 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 516 24 1
"1105" "exp1" 18 59 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 803 60 1
"1105" "exp1" 18 60 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 564 0 0
"1105" "exp1" 19 1 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 552 74 1
"1105" "exp1" 19 2 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 2 670 0 0
"1105" "exp1" 19 3 "graphed-probability" "pro-prob" 60 40 47 55 60 40 45 55 1 492 0 0
"1105" "exp1" 19 4 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 1 483 0 0
"1105" "exp1" 19 5 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 507 0 0
"1105" "exp1" 19 6 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 2 435 0 0
"1105" "exp1" 19 7 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 689 63 1
"1105" "exp1" 19 8 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 455 63 1
"1105" "exp1" 19 9 "graphed-probability" "congruent" 70 30 66 37 70 30 65 35 1 1032 66 1
"1105" "exp1" 19 10 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 1 450 34 1
"1105" "exp1" 19 11 "graphed-probability" "pro-prob" 70 30 36 63 70 30 35 65 1 423 0 0
"1105" "exp1" 19 12 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 544 30 1
"1105" "exp1" 19 13 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 442 30 1
"1105" "exp1" 19 14 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 1 567 24 1
"1105" "exp1" 19 15 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 1 682 14 1
"1105" "exp1" 19 16 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 1 506 23 1
"1105" "exp1" 19 17 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 442 74 1
"1105" "exp1" 19 18 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 1 552 0 0
"1105" "exp1" 19 19 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 583 40 1
"1105" "exp1" 19 20 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 561 0 0
"1105" "exp1" 19 21 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 1 1203 37 1
"1105" "exp1" 19 22 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 1 771 14 1
"1105" "exp1" 19 23 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 1 707 26 1
"1105" "exp1" 19 24 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 497 45 1
"1105" "exp1" 19 25 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 832 0 0
"1105" "exp1" 19 26 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 759 0 0
"1105" "exp1" 19 27 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 1 381 17 1
"1105" "exp1" 19 28 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 472 0 0
"1105" "exp1" 19 29 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 2 773 86 1
"1105" "exp1" 19 30 "graphed-probability" "pro-out" 60 40 15 86 60 40 15 85 2 576 0 0
"1105" "exp1" 19 31 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 513 20 1
"1105" "exp1" 19 32 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 1 530 46 1
"1105" "exp1" 19 33 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 438 46 1
"1105" "exp1" 19 34 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 1 391 24 1
"1105" "exp1" 19 35 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 1 603 0 0
"1105" "exp1" 19 36 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 473 20 1
"1105" "exp1" 19 37 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 1 449 16 1
"1105" "exp1" 19 38 "graphed-probability" "pro-prob" 60 40 45 54 60 40 45 55 1 376 45 1
"1105" "exp1" 19 39 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 434 67 1
"1105" "exp1" 19 40 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 500 64 1
"1105" "exp1" 19 41 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 2 786 84 1
"1105" "exp1" 19 42 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 1 744 0 0
"1105" "exp1" 19 43 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 1 632 34 1
"1105" "exp1" 19 44 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 959 20 1
"1105" "exp1" 19 45 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 1 583 24 1
"1105" "exp1" 19 46 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 1 1019 23 1
"1105" "exp1" 19 47 "graphed-probability" "congruent" 80 20 73 27 80 20 75 25 1 561 73 1
"1105" "exp1" 19 48 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 1 480 76 1
"1105" "exp1" 19 49 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 1 620 0 0
"1105" "exp1" 19 50 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 2 847 0 0
"1105" "exp1" 19 51 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 529 75 1
"1105" "exp1" 19 52 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 581 77 1
"1105" "exp1" 19 53 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 1254 87 1
"1105" "exp1" 19 54 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 605 73 1
"1105" "exp1" 19 55 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 1023 35 1
"1105" "exp1" 19 56 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 487 20 1
"1105" "exp1" 19 57 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 574 30 1
"1105" "exp1" 19 58 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 592 0 0
"1105" "exp1" 19 59 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 956 60 1
"1105" "exp1" 19 60 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 569 77 1
"1105" "exp1" 20 1 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 1 725 14 1
"1105" "exp1" 20 2 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 1 585 33 1
"1105" "exp1" 20 3 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 650 60 1
"1105" "exp1" 20 4 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 1 483 25 1
"1105" "exp1" 20 5 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 1 487 0 0
"1105" "exp1" 20 6 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 713 60 1
"1105" "exp1" 20 7 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 427 74 1
"1105" "exp1" 20 8 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 543 47 1
"1105" "exp1" 20 9 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 1 981 16 1
"1105" "exp1" 20 10 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 2 688 54 1
"1105" "exp1" 20 11 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 667 30 1
"1105" "exp1" 20 12 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 628 66 1
"1105" "exp1" 20 13 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 1 842 46 1
"1105" "exp1" 20 14 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 509 20 1
"1105" "exp1" 20 15 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 1 772 34 1
"1105" "exp1" 20 16 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 824 0 0
"1105" "exp1" 20 17 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 518 20 1
"1105" "exp1" 20 18 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 2 595 83 1
"1105" "exp1" 20 19 "graphed-probability" "pro-out" 70 30 26 75 70 30 25 75 1 434 26 1
"1105" "exp1" 20 20 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 2 789 0 0
"1105" "exp1" 20 21 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 2 674 65 1
"1105" "exp1" 20 22 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 487 47 1
"1105" "exp1" 20 23 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 1 435 0 0
"1105" "exp1" 20 24 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 648 60 1
"1105" "exp1" 20 25 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 481 76 1
"1105" "exp1" 20 26 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 464 35 1
"1105" "exp1" 20 27 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 425 77 1
"1105" "exp1" 20 28 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 481 30 1
"1105" "exp1" 20 29 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 446 75 1
"1105" "exp1" 20 30 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 2 614 0 0
"1105" "exp1" 20 31 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 1 498 43 1
"1105" "exp1" 20 32 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 536 30 1
"1105" "exp1" 20 33 "graphed-probability" "pro-prob" 70 30 36 66 70 30 35 65 1 391 36 1
"1105" "exp1" 20 34 "graphed-probability" "pro-out" 80 20 17 83 80 20 15 85 1 826 17 1
"1105" "exp1" 20 35 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 1 976 27 1
"1105" "exp1" 20 36 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 816 60 1
"1105" "exp1" 20 37 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 513 77 1
"1105" "exp1" 20 38 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 420 0 0
"1105" "exp1" 20 39 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 570 65 1
"1105" "exp1" 20 40 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 472 77 1
"1105" "exp1" 20 41 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 1 364 0 0
"1105" "exp1" 20 42 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 2 615 0 0
"1105" "exp1" 20 43 "graphed-probability" "congruent" 70 30 63 37 70 30 65 35 1 539 63 1
"1105" "exp1" 20 44 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 1 434 24 1
"1105" "exp1" 20 45 "graphed-probability" "congruent" 80 20 77 24 80 20 75 25 1 457 77 1
"1105" "exp1" 20 46 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 1 459 0 0
"1105" "exp1" 20 47 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 1 844 26 1
"1105" "exp1" 20 48 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 675 37 1
"1105" "exp1" 20 49 "graphed-probability" "pro-prob" 60 40 47 55 60 40 45 55 2 661 55 1
"1105" "exp1" 20 50 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 740 30 1
"1105" "exp1" 20 51 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 2 799 0 0
"1105" "exp1" 20 52 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 1 527 27 1
"1105" "exp1" 20 53 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 1 810 13 1
"1105" "exp1" 20 54 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 433 66 1
"1105" "exp1" 20 55 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 692 20 1
"1105" "exp1" 20 56 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 1 805 33 1
"1105" "exp1" 20 57 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 1 499 23 1
"1105" "exp1" 20 58 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 559 67 1
"1105" "exp1" 20 59 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 1 483 46 1
"1105" "exp1" 20 60 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 415 65 1
"1106" "exp1" 1 1 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 683 0 0
"1106" "exp1" 1 2 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 765 0 0
"1106" "exp1" 1 3 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 2 955 0 0
"1106" "exp1" 1 4 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 2 748 56 1
"1106" "exp1" 1 5 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 2 658 36 1
"1106" "exp1" 1 6 "graphed-probability" "pro-prob" 80 20 43 56 80 20 45 55 2 687 56 1
"1106" "exp1" 1 7 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 836 37 1
"1106" "exp1" 1 8 "graphed-probability" "congruent" 70 30 75 27 70 30 75 25 1 671 75 1
"1106" "exp1" 1 9 "graphed-probability" "pro-prob" 80 20 44 56 80 20 45 55 1 1086 0 0
"1106" "exp1" 1 10 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 1 834 26 1
"1106" "exp1" 1 11 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 1 661 35 1
"1106" "exp1" 1 12 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 736 0 0
"1106" "exp1" 1 13 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 769 73 1
"1106" "exp1" 1 14 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 755 20 1
"1106" "exp1" 1 15 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 621 45 1
"1106" "exp1" 1 16 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 520 0 0
"1106" "exp1" 1 17 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 930 63 1
"1106" "exp1" 1 18 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 815 80 1
"1106" "exp1" 1 19 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 1 840 43 1
"1106" "exp1" 1 20 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 605 0 0
"1106" "exp1" 1 21 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 598 24 1
"1106" "exp1" 1 22 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 1 479 0 0
"1106" "exp1" 1 23 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1256 0 0
"1106" "exp1" 1 24 "graphed-probability" "congruent" 70 30 66 34 70 30 65 35 2 1581 0 0
"1106" "exp1" 1 25 "graphed-probability" "pro-out" 70 30 23 77 70 30 25 75 1 645 23 1
"1106" "exp1" 1 26 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 2 796 64 1
"1106" "exp1" 1 27 "graphed-probability" "pro-out" 60 40 35 66 60 40 35 65 1 734 35 1
"1106" "exp1" 1 28 "graphed-probability" "pro-out" 80 20 15 84 80 20 15 85 2 732 0 0
"1106" "exp1" 1 29 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 683 0 0
"1106" "exp1" 1 30 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 2 566 0 0
"1106" "exp1" 1 31 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 2 668 0 0
"1106" "exp1" 1 32 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 2 967 0 0
"1106" "exp1" 1 33 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 2 621 0 0
"1106" "exp1" 1 34 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 968 73 1
"1106" "exp1" 1 35 "graphed-probability" "congruent" 80 20 73 27 80 20 75 25 1 878 0 0
"1106" "exp1" 1 36 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 1 567 75 1
"1106" "exp1" 1 37 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 609 0 0
"1106" "exp1" 1 38 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 922 0 0
"1106" "exp1" 1 39 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 1205 75 1
"1106" "exp1" 1 40 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 2 1031 67 1
"1106" "exp1" 1 41 "graphed-probability" "pro-out" 60 40 13 83 60 40 15 85 2 537 0 0
"1106" "exp1" 1 42 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 749 65 1
"1106" "exp1" 1 43 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 2 989 73 1
"1106" "exp1" 1 44 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 2 1224 53 1
"1106" "exp1" 1 45 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 2 780 0 0
"1106" "exp1" 1 46 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 2 668 87 1
"1106" "exp1" 1 47 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1011 80 1
"1106" "exp1" 1 48 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 901 70 1
"1106" "exp1" 1 49 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 2 1193 0 0
"1106" "exp1" 1 50 "graphed-probability" "pro-out" 60 40 36 63 60 40 35 65 2 1339 63 1
"1106" "exp1" 1 51 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 1 743 76 1
"1106" "exp1" 1 52 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 683 76 1
"1106" "exp1" 1 53 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 759 60 1
"1106" "exp1" 1 54 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 2 1098 0 0
"1106" "exp1" 1 55 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 2 828 84 1
"1106" "exp1" 1 56 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 688 0 0
"1106" "exp1" 1 57 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 584 60 1
"1106" "exp1" 1 58 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 1 1335 0 0
"1106" "exp1" 1 59 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 1466 66 1
"1106" "exp1" 1 60 "graphed-probability" "pro-prob" 80 20 25 74 80 20 25 75 2 781 0 0
"1106" "exp1" 2 1 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 1 653 67 1
"1106" "exp1" 2 2 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 951 74 1
"1106" "exp1" 2 3 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 2 718 0 0
"1106" "exp1" 2 4 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 2 945 0 0
"1106" "exp1" 2 5 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 2 599 0 0
"1106" "exp1" 2 6 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 982 60 1
"1106" "exp1" 2 7 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 2 777 0 0
"1106" "exp1" 2 8 "graphed-probability" "pro-out" 60 40 36 63 60 40 35 65 2 842 63 1
"1106" "exp1" 2 9 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 789 73 1
"1106" "exp1" 2 10 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 2 701 85 1
"1106" "exp1" 2 11 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 726 64 1
"1106" "exp1" 2 12 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 900 0 0
"1106" "exp1" 2 13 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 2 1004 0 0
"1106" "exp1" 2 14 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 1403 73 1
"1106" "exp1" 2 15 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 2 1156 65 1
"1106" "exp1" 2 16 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 2 703 0 0
"1106" "exp1" 2 17 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 701 0 0
"1106" "exp1" 2 18 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 661 0 0
"1106" "exp1" 2 19 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 2 838 0 0
"1106" "exp1" 2 20 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 647 0 0
"1106" "exp1" 2 21 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 951 0 0
"1106" "exp1" 2 22 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 2 985 0 0
"1106" "exp1" 2 23 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 1027 0 0
"1106" "exp1" 2 24 "graphed-probability" "congruent" 70 30 75 27 70 30 75 25 1 850 75 1
"1106" "exp1" 2 25 "graphed-probability" "pro-out" 70 30 26 77 70 30 25 75 2 1174 0 0
"1106" "exp1" 2 26 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 2 649 0 0
"1106" "exp1" 2 27 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 2 1198 0 0
"1106" "exp1" 2 28 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 2 745 0 0
"1106" "exp1" 2 29 "graphed-probability" "congruent" 60 40 63 35 60 40 65 35 2 780 0 0
"1106" "exp1" 2 30 "graphed-probability" "pro-out" 60 40 15 87 60 40 15 85 2 469 0 0
"1106" "exp1" 2 31 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 584 0 0
"1106" "exp1" 2 32 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 625 66 1
"1106" "exp1" 2 33 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 2 752 0 0
"1106" "exp1" 2 34 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 2 1126 0 0
"1106" "exp1" 2 35 "graphed-probability" "pro-out" 80 20 13 84 80 20 15 85 2 584 0 0
"1106" "exp1" 2 36 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 825 0 0
"1106" "exp1" 2 37 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 2 565 0 0
"1106" "exp1" 2 38 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 777 0 0
"1106" "exp1" 2 39 "graphed-probability" "pro-out" 70 30 23 77 70 30 25 75 2 639 0 0
"1106" "exp1" 2 40 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 723 0 0
"1106" "exp1" 2 41 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 794 64 1
"1106" "exp1" 2 42 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 760 0 0
"1106" "exp1" 2 43 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 2 639 0 0
"1106" "exp1" 2 44 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 2 868 66 1
"1106" "exp1" 2 45 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 1 564 0 0
"1106" "exp1" 2 46 "graphed-probability" "pro-out" 60 40 35 66 60 40 35 65 2 793 0 0
"1106" "exp1" 2 47 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 967 67 1
"1106" "exp1" 2 48 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 2 1068 0 0
"1106" "exp1" 2 49 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 2 1004 77 1
"1106" "exp1" 2 50 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 2 1089 0 0
"1106" "exp1" 2 51 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 1040 75 1
"1106" "exp1" 2 52 "graphed-probability" "pro-out" 80 20 15 86 80 20 15 85 2 632 0 0
"1106" "exp1" 2 53 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 668 80 1
"1106" "exp1" 2 54 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 676 63 1
"1106" "exp1" 2 55 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 808 0 0
"1106" "exp1" 2 56 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 2 1665 0 0
"1106" "exp1" 2 57 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 2 667 76 1
"1106" "exp1" 2 58 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 711 73 1
"1106" "exp1" 2 59 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 2 815 0 0
"1106" "exp1" 2 60 "graphed-probability" "pro-prob" 60 40 47 53 60 40 45 55 2 703 0 0
"1106" "exp1" 3 1 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 1 4707 0 0
"1106" "exp1" 3 2 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 2 1036 0 0
"1106" "exp1" 3 3 "graphed-probability" "congruent" 60 40 65 35 60 40 65 35 2 1046 0 0
"1106" "exp1" 3 4 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 2 645 0 0
"1106" "exp1" 3 5 "graphed-probability" "pro-prob" 80 20 44 55 80 20 45 55 1 871 44 1
"1106" "exp1" 3 6 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 918 0 0
"1106" "exp1" 3 7 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 835 0 0
"1106" "exp1" 3 8 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 660 0 0
"1106" "exp1" 3 9 "graphed-probability" "congruent" 60 40 65 35 60 40 65 35 1 853 65 1
"1106" "exp1" 3 10 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 885 0 0
"1106" "exp1" 3 11 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 2 513 0 0
"1106" "exp1" 3 12 "graphed-probability" "pro-out" 80 20 15 86 80 20 15 85 2 767 0 0
"1106" "exp1" 3 13 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 2 522 0 0
"1106" "exp1" 3 14 "graphed-probability" "pro-prob" 60 40 47 53 60 40 45 55 2 549 0 0
"1106" "exp1" 3 15 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 2 701 0 0
"1106" "exp1" 3 16 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 2 828 66 1
"1106" "exp1" 3 17 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 2 563 53 1
"1106" "exp1" 3 18 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 1 916 35 1
"1106" "exp1" 3 19 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 2 845 35 1
"1106" "exp1" 3 20 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1022 70 1
"1106" "exp1" 3 21 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 2 708 84 1
"1106" "exp1" 3 22 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 920 24 1
"1106" "exp1" 3 23 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 2 663 0 0
"1106" "exp1" 3 24 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 670 0 0
"1106" "exp1" 3 25 "graphed-probability" "pro-prob" 70 30 34 66 70 30 35 65 2 604 0 0
"1106" "exp1" 3 26 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 477 67 1
"1106" "exp1" 3 27 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 436 24 1
"1106" "exp1" 3 28 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 2 451 35 1
"1106" "exp1" 3 29 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 423 76 1
"1106" "exp1" 3 30 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 650 20 1
"1106" "exp1" 3 31 "graphed-probability" "pro-prob" 60 40 47 54 60 40 45 55 2 616 0 0
"1106" "exp1" 3 32 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 565 64 1
"1106" "exp1" 3 33 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 2 543 0 0
"1106" "exp1" 3 34 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 722 73 1
"1106" "exp1" 3 35 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 1 542 37 1
"1106" "exp1" 3 36 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 2 631 65 1
"1106" "exp1" 3 37 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 600 23 1
"1106" "exp1" 3 38 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 2 479 0 0
"1106" "exp1" 3 39 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 2 554 0 0
"1106" "exp1" 3 40 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 887 0 0
"1106" "exp1" 3 41 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 588 0 0
"1106" "exp1" 3 42 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 1 531 24 1
"1106" "exp1" 3 43 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 517 40 1
"1106" "exp1" 3 44 "graphed-probability" "pro-out" 70 30 25 74 70 30 25 75 2 500 0 0
"1106" "exp1" 3 45 "graphed-probability" "pro-out" 70 30 27 77 70 30 25 75 1 635 27 1
"1106" "exp1" 3 46 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 597 73 1
"1106" "exp1" 3 47 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 668 0 0
"1106" "exp1" 3 48 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 2 412 76 1
"1106" "exp1" 3 49 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 467 0 0
"1106" "exp1" 3 50 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 2 453 0 0
"1106" "exp1" 3 51 "graphed-probability" "pro-out" 80 20 17 83 80 20 15 85 1 847 17 1
"1106" "exp1" 3 52 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 2 651 0 0
"1106" "exp1" 3 53 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 552 0 0
"1106" "exp1" 3 54 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 661 0 0
"1106" "exp1" 3 55 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 606 60 1
"1106" "exp1" 3 56 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 2 590 0 0
"1106" "exp1" 3 57 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 2 512 0 0
"1106" "exp1" 3 58 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 944 40 1
"1106" "exp1" 3 59 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 2 677 0 0
"1106" "exp1" 3 60 "graphed-probability" "pro-out" 60 40 14 83 60 40 15 85 1 702 0 0
"1106" "exp1" 4 1 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 2 764 0 0
"1106" "exp1" 4 2 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 528 0 0
"1106" "exp1" 4 3 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 1 680 46 1
"1106" "exp1" 4 4 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 2 963 67 1
"1106" "exp1" 4 5 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 2 512 87 1
"1106" "exp1" 4 6 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 853 20 1
"1106" "exp1" 4 7 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 405 64 1
"1106" "exp1" 4 8 "graphed-probability" "pro-out" 70 30 26 75 70 30 25 75 1 749 0 0
"1106" "exp1" 4 9 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 509 0 0
"1106" "exp1" 4 10 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 1 596 0 0
"1106" "exp1" 4 11 "graphed-probability" "pro-out" 60 40 35 67 60 40 35 65 1 583 0 0
"1106" "exp1" 4 12 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 464 77 1
"1106" "exp1" 4 13 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 2 464 0 0
"1106" "exp1" 4 14 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 2 624 86 1
"1106" "exp1" 4 15 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 569 0 0
"1106" "exp1" 4 16 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 489 0 0
"1106" "exp1" 4 17 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 2 990 0 0
"1106" "exp1" 4 18 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 1 507 14 1
"1106" "exp1" 4 19 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 2 851 0 0
"1106" "exp1" 4 20 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 501 64 1
"1106" "exp1" 4 21 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 2 548 87 1
"1106" "exp1" 4 22 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 637 0 0
"1106" "exp1" 4 23 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 2 575 64 1
"1106" "exp1" 4 24 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 607 40 1
"1106" "exp1" 4 25 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 2 435 75 1
"1106" "exp1" 4 26 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 538 35 1
"1106" "exp1" 4 27 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 2 502 0 0
"1106" "exp1" 4 28 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 489 0 0
"1106" "exp1" 4 29 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 1 694 27 1
"1106" "exp1" 4 30 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 514 0 0
"1106" "exp1" 4 31 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 2 521 0 0
"1106" "exp1" 4 32 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 628 0 0
"1106" "exp1" 4 33 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 2 888 0 0
"1106" "exp1" 4 34 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 539 0 0
"1106" "exp1" 4 35 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 582 77 1
"1106" "exp1" 4 36 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 2 656 75 1
"1106" "exp1" 4 37 "graphed-probability" "pro-prob" 60 40 45 54 60 40 45 55 2 556 0 0
"1106" "exp1" 4 38 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 790 20 1
"1106" "exp1" 4 39 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 518 0 0
"1106" "exp1" 4 40 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 2 517 0 0
"1106" "exp1" 4 41 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 1 561 0 0
"1106" "exp1" 4 42 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 2 516 0 0
"1106" "exp1" 4 43 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1525 40 1
"1106" "exp1" 4 44 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 1 493 76 1
"1106" "exp1" 4 45 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 2 1035 0 0
"1106" "exp1" 4 46 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 511 76 1
"1106" "exp1" 4 47 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 2 432 0 0
"1106" "exp1" 4 48 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 2 501 0 0
"1106" "exp1" 4 49 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 1 590 15 1
"1106" "exp1" 4 50 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 2 542 0 0
"1106" "exp1" 4 51 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 581 36 1
"1106" "exp1" 4 52 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 562 76 1
"1106" "exp1" 4 53 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 1 456 27 1
"1106" "exp1" 4 54 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 2 506 86 1
"1106" "exp1" 4 55 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 1 685 0 0
"1106" "exp1" 4 56 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 728 40 1
"1106" "exp1" 4 57 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 2 495 0 0
"1106" "exp1" 4 58 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 1 958 14 1
"1106" "exp1" 4 59 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 695 30 1
"1106" "exp1" 4 60 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 636 47 1
"1106" "exp1" 5 1 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 1041 74 1
"1106" "exp1" 5 2 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 1611 67 1
"1106" "exp1" 5 3 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1838 0 0
"1106" "exp1" 5 4 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 2 1882 0 0
"1106" "exp1" 5 5 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1027 0 0
"1106" "exp1" 5 6 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 2 1251 64 1
"1106" "exp1" 5 7 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 866 60 1
"1106" "exp1" 5 8 "graphed-probability" "pro-prob" 70 30 36 66 70 30 35 65 2 869 0 0
"1106" "exp1" 5 9 "graphed-probability" "pro-out" 60 40 36 64 60 40 35 65 2 764 0 0
"1106" "exp1" 5 10 "graphed-probability" "pro-out" 60 40 36 63 60 40 35 65 2 810 63 1
"1106" "exp1" 5 11 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 910 0 0
"1106" "exp1" 5 12 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 2 760 0 0
"1106" "exp1" 5 13 "graphed-probability" "pro-out" 60 40 13 85 60 40 15 85 2 661 85 1
"1106" "exp1" 5 14 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 724 0 0
"1106" "exp1" 5 15 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 608 0 0
"1106" "exp1" 5 16 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 2 774 73 1
"1106" "exp1" 5 17 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 745 0 0
"1106" "exp1" 5 18 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 656 63 1
"1106" "exp1" 5 19 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 658 67 1
"1106" "exp1" 5 20 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 2 776 0 0
"1106" "exp1" 5 21 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 2 1065 0 0
"1106" "exp1" 5 22 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 1 793 76 1
"1106" "exp1" 5 23 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 2 721 63 1
"1106" "exp1" 5 24 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 2 679 75 1
"1106" "exp1" 5 25 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 2 572 0 0
"1106" "exp1" 5 26 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 2 665 0 0
"1106" "exp1" 5 27 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 500 74 1
"1106" "exp1" 5 28 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 664 60 1
"1106" "exp1" 5 29 "graphed-probability" "congruent" 60 40 64 34 60 40 65 35 1 544 64 1
"1106" "exp1" 5 30 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 2 580 0 0
"1106" "exp1" 5 31 "graphed-probability" "pro-out" 80 20 15 84 80 20 15 85 2 581 0 0
"1106" "exp1" 5 32 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 614 0 0
"1106" "exp1" 5 33 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 2 831 0 0
"1106" "exp1" 5 34 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 997 0 0
"1106" "exp1" 5 35 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 1 761 44 1
"1106" "exp1" 5 36 "graphed-probability" "pro-out" 80 20 16 85 80 20 15 85 2 741 0 0
"1106" "exp1" 5 37 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 2 898 0 0
"1106" "exp1" 5 38 "graphed-probability" "pro-prob" 70 30 36 66 70 30 35 65 1 1298 36 1
"1106" "exp1" 5 39 "graphed-probability" "pro-prob" 70 30 36 63 70 30 35 65 2 836 63 1
"1106" "exp1" 5 40 "graphed-probability" "pro-prob" 60 40 45 54 60 40 45 55 2 863 54 1
"1106" "exp1" 5 41 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 607 0 0
"1106" "exp1" 5 42 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 2 979 0 0
"1106" "exp1" 5 43 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 1474 47 1
"1106" "exp1" 5 44 "graphed-probability" "congruent" 80 20 73 25 80 20 75 25 1 921 73 1
"1106" "exp1" 5 45 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 2 1083 0 0
"1106" "exp1" 5 46 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 999 0 0
"1106" "exp1" 5 47 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 826 65 1
"1106" "exp1" 5 48 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 2 1132 0 0
"1106" "exp1" 5 49 "graphed-probability" "pro-prob" 60 40 47 55 60 40 45 55 1 1166 47 1
"1106" "exp1" 5 50 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 2 593 0 0
"1106" "exp1" 5 51 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 2 702 53 1
"1106" "exp1" 5 52 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 660 76 1
"1106" "exp1" 5 53 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 2 787 0 0
"1106" "exp1" 5 54 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 1 847 76 1
"1106" "exp1" 5 55 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 710 70 1
"1106" "exp1" 5 56 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 673 70 1
"1106" "exp1" 5 57 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 985 60 1
"1106" "exp1" 5 58 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 701 74 1
"1106" "exp1" 5 59 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 2 609 87 1
"1106" "exp1" 5 60 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 644 67 1
"1106" "exp1" 6 1 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 2 878 0 0
"1106" "exp1" 6 2 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 2 660 0 0
"1106" "exp1" 6 3 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 2 823 75 1
"1106" "exp1" 6 4 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 2 648 0 0
"1106" "exp1" 6 5 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 704 0 0
"1106" "exp1" 6 6 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 887 73 1
"1106" "exp1" 6 7 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 2 944 0 0
"1106" "exp1" 6 8 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 1087 65 1
"1106" "exp1" 6 9 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 863 0 0
"1106" "exp1" 6 10 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 473 0 0
"1106" "exp1" 6 11 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 506 67 1
"1106" "exp1" 6 12 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 586 0 0
"1106" "exp1" 6 13 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1374 40 1
"1106" "exp1" 6 14 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 650 0 0
"1106" "exp1" 6 15 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 867 0 0
"1106" "exp1" 6 16 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 572 70 1
"1106" "exp1" 6 17 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 687 67 1
"1106" "exp1" 6 18 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 621 64 1
"1106" "exp1" 6 19 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 2 895 0 0
"1106" "exp1" 6 20 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 671 73 1
"1106" "exp1" 6 21 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 658 66 1
"1106" "exp1" 6 22 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 555 0 0
"1106" "exp1" 6 23 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 567 73 1
"1106" "exp1" 6 24 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 2 640 65 1
"1106" "exp1" 6 25 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 756 0 0
"1106" "exp1" 6 26 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 754 0 0
"1106" "exp1" 6 27 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 2 1013 0 0
"1106" "exp1" 6 28 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 623 73 1
"1106" "exp1" 6 29 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 2 943 76 1
"1106" "exp1" 6 30 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 2 734 0 0
"1106" "exp1" 6 31 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 1215 46 1
"1106" "exp1" 6 32 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 2 469 0 0
"1106" "exp1" 6 33 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 2 640 64 1
"1106" "exp1" 6 34 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 682 66 1
"1106" "exp1" 6 35 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 2 777 67 1
"1106" "exp1" 6 36 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 2 1078 0 0
"1106" "exp1" 6 37 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 607 0 0
"1106" "exp1" 6 38 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 863 77 1
"1106" "exp1" 6 39 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 2 685 0 0
"1106" "exp1" 6 40 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 2 836 0 0
"1106" "exp1" 6 41 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 1 1133 46 1
"1106" "exp1" 6 42 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 2 497 0 0
"1106" "exp1" 6 43 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 2 960 64 1
"1106" "exp1" 6 44 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 2 989 0 0
"1106" "exp1" 6 45 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 2 620 77 1
"1106" "exp1" 6 46 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1122 0 0
"1106" "exp1" 6 47 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 2 714 0 0
"1106" "exp1" 6 48 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 2 664 75 1
"1106" "exp1" 6 49 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 1 931 46 1
"1106" "exp1" 6 50 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 490 74 1
"1106" "exp1" 6 51 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 1 839 0 0
"1106" "exp1" 6 52 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 685 0 0
"1106" "exp1" 6 53 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 2 597 0 0
"1106" "exp1" 6 54 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 2 972 0 0
"1106" "exp1" 6 55 "graphed-probability" "pro-out" 60 40 37 65 60 40 35 65 2 819 65 1
"1106" "exp1" 6 56 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 2 620 0 0
"1106" "exp1" 6 57 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 2 577 0 0
"1106" "exp1" 6 58 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 741 74 1
"1106" "exp1" 6 59 "graphed-probability" "congruent" 60 40 64 33 60 40 65 35 1 603 64 1
"1106" "exp1" 6 60 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 2 794 0 0
"1106" "exp1" 7 1 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 2 957 0 0
"1106" "exp1" 7 2 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 2 842 0 0
"1106" "exp1" 7 3 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 2 596 0 0
"1106" "exp1" 7 4 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 640 73 1
"1106" "exp1" 7 5 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 884 63 1
"1106" "exp1" 7 6 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 573 40 1
"1106" "exp1" 7 7 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 923 0 0
"1106" "exp1" 7 8 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 2 685 0 0
"1106" "exp1" 7 9 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 2 729 76 1
"1106" "exp1" 7 10 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 731 0 0
"1106" "exp1" 7 11 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 2 842 74 1
"1106" "exp1" 7 12 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 712 74 1
"1106" "exp1" 7 13 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 2 1329 53 1
"1106" "exp1" 7 14 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 2 737 0 0
"1106" "exp1" 7 15 "graphed-probability" "pro-prob" 70 30 36 63 70 30 35 65 2 602 0 0
"1106" "exp1" 7 16 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 2 1192 0 0
"1106" "exp1" 7 17 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 762 73 1
"1106" "exp1" 7 18 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 2 1275 0 0
"1106" "exp1" 7 19 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 965 66 1
"1106" "exp1" 7 20 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 816 0 0
"1106" "exp1" 7 21 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 678 80 1
"1106" "exp1" 7 22 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 621 66 1
"1106" "exp1" 7 23 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 2 574 0 0
"1106" "exp1" 7 24 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 570 74 1
"1106" "exp1" 7 25 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 612 0 0
"1106" "exp1" 7 26 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 2 653 0 0
"1106" "exp1" 7 27 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 648 0 0
"1106" "exp1" 7 28 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 2 889 67 1
"1106" "exp1" 7 29 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 605 0 0
"1106" "exp1" 7 30 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 2 619 87 1
"1106" "exp1" 7 31 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 743 0 0
"1106" "exp1" 7 32 "graphed-probability" "pro-prob" 60 40 47 53 60 40 45 55 2 764 0 0
"1106" "exp1" 7 33 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 789 66 1
"1106" "exp1" 7 34 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 2 654 0 0
"1106" "exp1" 7 35 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 1 714 76 1
"1106" "exp1" 7 36 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 2 727 0 0
"1106" "exp1" 7 37 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 732 0 0
"1106" "exp1" 7 38 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 2 723 0 0
"1106" "exp1" 7 39 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 526 0 0
"1106" "exp1" 7 40 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 674 0 0
"1106" "exp1" 7 41 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 2 665 0 0
"1106" "exp1" 7 42 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 571 66 1
"1106" "exp1" 7 43 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 2 538 83 1
"1106" "exp1" 7 44 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 2 557 0 0
"1106" "exp1" 7 45 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 672 60 1
"1106" "exp1" 7 46 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 2 1525 0 0
"1106" "exp1" 7 47 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 2 709 0 0
"1106" "exp1" 7 48 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 907 0 0
"1106" "exp1" 7 49 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 611 0 0
"1106" "exp1" 7 50 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 2 1167 0 0
"1106" "exp1" 7 51 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 2 764 86 1
"1106" "exp1" 7 52 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 2 670 55 1
"1106" "exp1" 7 53 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 677 0 0
"1106" "exp1" 7 54 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 694 0 0
"1106" "exp1" 7 55 "graphed-probability" "congruent" 80 20 76 25 80 20 75 25 1 733 0 0
"1106" "exp1" 7 56 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 2 737 0 0
"1106" "exp1" 7 57 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 2 781 0 0
"1106" "exp1" 7 58 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 843 0 0
"1106" "exp1" 7 59 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 2 1809 0 0
"1106" "exp1" 7 60 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 699 76 1
"1106" "exp1" 8 1 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1572 0 0
"1106" "exp1" 8 2 "graphed-probability" "pro-out" 60 40 37 65 60 40 35 65 2 1134 0 0
"1106" "exp1" 8 3 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 1097 67 1
"1106" "exp1" 8 4 "graphed-probability" "pro-out" 70 30 25 74 70 30 25 75 2 851 0 0
"1106" "exp1" 8 5 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 921 40 1
"1106" "exp1" 8 6 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 2 816 0 0
"1106" "exp1" 8 7 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 2 743 0 0
"1106" "exp1" 8 8 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 1274 75 1
"1106" "exp1" 8 9 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 1 899 47 1
"1106" "exp1" 8 10 "graphed-probability" "pro-prob" 80 20 27 74 80 20 25 75 2 618 74 1
"1106" "exp1" 8 11 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 726 74 1
"1106" "exp1" 8 12 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 2 963 64 1
"1106" "exp1" 8 13 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 2 551 0 0
"1106" "exp1" 8 14 "graphed-probability" "pro-out" 70 30 25 77 70 30 25 75 2 1461 77 1
"1106" "exp1" 8 15 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 2 782 54 1
"1106" "exp1" 8 16 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 641 0 0
"1106" "exp1" 8 17 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 443 0 0
"1106" "exp1" 8 18 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 629 0 0
"1106" "exp1" 8 19 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 2 767 0 0
"1106" "exp1" 8 20 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 536 70 1
"1106" "exp1" 8 21 "graphed-probability" "pro-out" 60 40 14 83 60 40 15 85 2 645 0 0
"1106" "exp1" 8 22 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 2 820 0 0
"1106" "exp1" 8 23 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1008 0 0
"1106" "exp1" 8 24 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 2 1693 0 0
"1106" "exp1" 8 25 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 2372 67 1
"1106" "exp1" 8 26 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 2453 20 1
"1106" "exp1" 8 27 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 4241 0 0
"1106" "exp1" 8 28 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 2 1531 77 1
"1106" "exp1" 8 29 "graphed-probability" "pro-out" 80 20 15 84 80 20 15 85 2 2127 0 0
"1106" "exp1" 8 30 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 2 1633 74 1
"1106" "exp1" 8 31 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 2266 0 0
"1106" "exp1" 8 32 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 2 1208 0 0
"1106" "exp1" 8 33 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 2180 0 0
"1106" "exp1" 8 34 "graphed-probability" "pro-out" 60 40 35 66 60 40 35 65 2 1305 66 1
"1106" "exp1" 8 35 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 2 1642 0 0
"1106" "exp1" 8 36 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 1102 73 1
"1106" "exp1" 8 37 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 1 1446 46 1
"1106" "exp1" 8 38 "graphed-probability" "pro-prob" 60 40 47 54 60 40 45 55 1 724 47 1
"1106" "exp1" 8 39 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 1 1487 16 1
"1106" "exp1" 8 40 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 3287 40 1
"1106" "exp1" 8 41 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 2 1477 64 1
"1106" "exp1" 8 42 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 838 74 1
"1106" "exp1" 8 43 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 1010 0 0
"1106" "exp1" 8 44 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 1 1497 25 1
"1106" "exp1" 8 45 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 1159 77 1
"1106" "exp1" 8 46 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 1 930 75 1
"1106" "exp1" 8 47 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 2193 60 1
"1106" "exp1" 8 48 "graphed-probability" "congruent" 60 40 67 33 60 40 65 35 1 724 67 1
"1106" "exp1" 8 49 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 2 1056 86 1
"1106" "exp1" 8 50 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 2 1750 56 1
"1106" "exp1" 8 51 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 2 1993 0 0
"1106" "exp1" 8 52 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 1 1688 33 1
"1106" "exp1" 8 53 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 613 66 1
"1106" "exp1" 8 54 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 742 30 1
"1106" "exp1" 8 55 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 2 670 0 0
"1106" "exp1" 8 56 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 756 0 0
"1106" "exp1" 8 57 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 1627 44 1
"1106" "exp1" 8 58 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 892 63 1
"1106" "exp1" 8 59 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 814 75 1
"1106" "exp1" 8 60 "graphed-probability" "pro-prob" 70 30 37 63 70 30 35 65 1 1574 0 0
"1106" "exp1" 9 1 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 1 1054 23 1
"1106" "exp1" 9 2 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1470 20 1
"1106" "exp1" 9 3 "graphed-probability" "congruent" 70 30 75 27 70 30 75 25 1 1202 75 1
"1106" "exp1" 9 4 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 784 24 1
"1106" "exp1" 9 5 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 818 23 1
"1106" "exp1" 9 6 "graphed-probability" "pro-out" 80 20 17 83 80 20 15 85 1 1131 17 1
"1106" "exp1" 9 7 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 1 4156 35 1
"1106" "exp1" 9 8 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 2 1459 84 1
"1106" "exp1" 9 9 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 1379 23 1
"1106" "exp1" 9 10 "graphed-probability" "pro-out" 80 20 15 84 80 20 15 85 1 1981 15 1
"1106" "exp1" 9 11 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 2 881 0 0
"1106" "exp1" 9 12 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 804 73 1
"1106" "exp1" 9 13 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 1 1549 67 1
"1106" "exp1" 9 14 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 1138 0 0
"1106" "exp1" 9 15 "graphed-probability" "pro-prob" 70 30 36 63 70 30 35 65 1 1257 36 1
"1106" "exp1" 9 16 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1819 0 0
"1106" "exp1" 9 17 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 991 0 0
"1106" "exp1" 9 18 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1630 40 1
"1106" "exp1" 9 19 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 1 1219 45 1
"1106" "exp1" 9 20 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 2 864 0 0
"1106" "exp1" 9 21 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 789 0 0
"1106" "exp1" 9 22 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 981 65 1
"1106" "exp1" 9 23 "graphed-probability" "pro-out" 60 40 15 86 60 40 15 85 2 3172 86 1
"1106" "exp1" 9 24 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1353 30 1
"1106" "exp1" 9 25 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 1 731 76 1
"1106" "exp1" 9 26 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 1 2524 26 1
"1106" "exp1" 9 27 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 1 5179 34 1
"1106" "exp1" 9 28 "graphed-probability" "congruent" 60 40 64 37 60 40 65 35 1 1116 64 1
"1106" "exp1" 9 29 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 1 1251 0 0
"1106" "exp1" 9 30 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 1 1818 47 1
"1106" "exp1" 9 31 "graphed-probability" "congruent" 70 30 63 37 70 30 65 35 1 953 63 1
"1106" "exp1" 9 32 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 1 7057 0 0
"1106" "exp1" 9 33 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 1093 0 0
"1106" "exp1" 9 34 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1136 30 1
"1106" "exp1" 9 35 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 1 3716 15 1
"1106" "exp1" 9 36 "graphed-probability" "pro-out" 80 20 13 84 80 20 15 85 1 966 13 1
"1106" "exp1" 9 37 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 1 1961 0 0
"1106" "exp1" 9 38 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 1 1386 35 1
"1106" "exp1" 9 39 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 1 3359 33 1
"1106" "exp1" 9 40 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 1 3809 0 0
"1106" "exp1" 9 41 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 2022 40 1
"1106" "exp1" 9 42 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 3619 60 1
"1106" "exp1" 9 43 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 2167 66 1
"1106" "exp1" 9 44 "graphed-probability" "congruent" 70 30 64 35 70 30 65 35 1 903 0 0
"1106" "exp1" 9 45 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 1036 66 1
"1106" "exp1" 9 46 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 5068 40 1
"1106" "exp1" 9 47 "graphed-probability" "pro-prob" 80 20 45 56 80 20 45 55 1 844 45 1
"1106" "exp1" 9 48 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 1 2777 23 1
"1106" "exp1" 9 49 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1756 20 1
"1106" "exp1" 9 50 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 701 77 1
"1106" "exp1" 9 51 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1081 0 0
"1106" "exp1" 9 52 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 1 728 43 1
"1106" "exp1" 9 53 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 809 73 1
"1106" "exp1" 9 54 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 2177 30 1
"1106" "exp1" 9 55 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 897 34 1
"1106" "exp1" 9 56 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 1 2673 0 0
"1106" "exp1" 9 57 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 1 1322 0 0
"1106" "exp1" 9 58 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 1 2273 13 1
"1106" "exp1" 9 59 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 1169 44 1
"1106" "exp1" 9 60 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 814 74 1
"1106" "exp1" 10 1 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 1 974 46 1
"1106" "exp1" 10 2 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 811 0 0
"1106" "exp1" 10 3 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 758 76 1
"1106" "exp1" 10 4 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 1797 0 0
"1106" "exp1" 10 5 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 3476 0 0
"1106" "exp1" 10 6 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 1 8239 14 1
"1106" "exp1" 10 7 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 5387 66 1
"1106" "exp1" 10 8 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 1 1244 74 1
"1106" "exp1" 10 9 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 1 2561 0 0
"1106" "exp1" 10 10 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 1 6482 0 0
"1106" "exp1" 10 11 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 1 2594 43 1
"1106" "exp1" 10 12 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 2913 23 1
"1106" "exp1" 10 13 "graphed-probability" "congruent" 70 30 75 27 70 30 75 25 1 1349 75 1
"1106" "exp1" 10 14 "graphed-probability" "pro-out" 60 40 13 83 60 40 15 85 1 3466 13 1
"1106" "exp1" 10 15 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 1 1728 25 1
"1106" "exp1" 10 16 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 3630 40 1
"1106" "exp1" 10 17 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 1 3595 0 0
"1106" "exp1" 10 18 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 2594 40 1
"1106" "exp1" 10 19 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 4396 30 1
"1106" "exp1" 10 20 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 1 2531 44 1
"1106" "exp1" 10 21 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 1 1919 14 1
"1106" "exp1" 10 22 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 1142 67 1
"1106" "exp1" 10 23 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 1 2295 36 1
"1106" "exp1" 10 24 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 1204 0 0
"1106" "exp1" 10 25 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 1 1607 0 0
"1106" "exp1" 10 26 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 1576 34 1
"1106" "exp1" 10 27 "graphed-probability" "pro-out" 80 20 15 83 80 20 15 85 1 1245 0 0
"1106" "exp1" 10 28 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 1359 45 1
"1106" "exp1" 10 29 "graphed-probability" "congruent" 80 20 77 24 80 20 75 25 1 1114 77 1
"1106" "exp1" 10 30 "graphed-probability" "congruent" 80 20 73 27 80 20 75 25 1 1888 0 0
"1106" "exp1" 10 31 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 1374 0 0
"1106" "exp1" 10 32 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 1 1454 27 1
"1106" "exp1" 10 33 "graphed-probability" "pro-prob" 80 20 44 56 80 20 45 55 1 1138 44 1
"1106" "exp1" 10 34 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1342 20 1
"1106" "exp1" 10 35 "graphed-probability" "congruent" 80 20 77 25 80 20 75 25 1 875 0 0
"1106" "exp1" 10 36 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1137 30 1
"1106" "exp1" 10 37 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 1 1194 27 1
"1106" "exp1" 10 38 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1199 30 1
"1106" "exp1" 10 39 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 1 1184 0 0
"1106" "exp1" 10 40 "graphed-probability" "congruent" 70 30 63 37 70 30 65 35 1 825 0 0
"1106" "exp1" 10 41 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 1 1188 24 1
"1106" "exp1" 10 42 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1241 20 1
"1106" "exp1" 10 43 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 1 3314 14 1
"1106" "exp1" 10 44 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1613 20 1
"1106" "exp1" 10 45 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 1 2281 46 1
"1106" "exp1" 10 46 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 3854 25 1
"1106" "exp1" 10 47 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1346 30 1
"1106" "exp1" 10 48 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 2752 66 1
"1106" "exp1" 10 49 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 1 1341 34 1
"1106" "exp1" 10 50 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 995 64 1
"1106" "exp1" 10 51 "graphed-probability" "congruent" 60 40 63 33 60 40 65 35 1 2204 0 0
"1106" "exp1" 10 52 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 1 3220 16 1
"1106" "exp1" 10 53 "graphed-probability" "pro-out" 60 40 35 67 60 40 35 65 1 4550 35 1
"1106" "exp1" 10 54 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 1336 0 0
"1106" "exp1" 10 55 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 1 1331 14 1
"1106" "exp1" 10 56 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 2178 40 1
"1106" "exp1" 10 57 "graphed-probability" "pro-out" 70 30 27 77 70 30 25 75 1 2071 27 1
"1106" "exp1" 10 58 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 1 1200 17 1
"1106" "exp1" 10 59 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 2058 23 1
"1106" "exp1" 10 60 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 3326 20 1
"1106" "exp1" 11 1 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 3187 20 1
"1106" "exp1" 11 2 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 1543 35 1
"1106" "exp1" 11 3 "graphed-probability" "congruent" 80 20 75 25 80 20 75 25 1 895 75 1
"1106" "exp1" 11 4 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 927 46 1
"1106" "exp1" 11 5 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 1372 25 1
"1106" "exp1" 11 6 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 789 67 1
"1106" "exp1" 11 7 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 856 30 1
"1106" "exp1" 11 8 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 555 74 1
"1106" "exp1" 11 9 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 899 74 1
"1106" "exp1" 11 10 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 1370 45 1
"1106" "exp1" 11 11 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 1571 25 1
"1106" "exp1" 11 12 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 848 0 0
"1106" "exp1" 11 13 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1769 0 0
"1106" "exp1" 11 14 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 1757 73 1
"1106" "exp1" 11 15 "graphed-probability" "congruent" 60 40 65 35 60 40 65 35 1 820 0 0
"1106" "exp1" 11 16 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 874 66 1
"1106" "exp1" 11 17 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1149 0 0
"1106" "exp1" 11 18 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 1 2209 37 1
"1106" "exp1" 11 19 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 2601 66 1
"1106" "exp1" 11 20 "graphed-probability" "pro-prob" 80 20 27 74 80 20 25 75 2 1303 0 0
"1106" "exp1" 11 21 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 1 1555 0 0
"1106" "exp1" 11 22 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 1 2206 16 1
"1106" "exp1" 11 23 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 1 1285 0 0
"1106" "exp1" 11 24 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 1 1222 0 0
"1106" "exp1" 11 25 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 1 792 27 1
"1106" "exp1" 11 26 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 1 1246 37 1
"1106" "exp1" 11 27 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 1 995 37 1
"1106" "exp1" 11 28 "graphed-probability" "congruent" 70 30 66 37 70 30 65 35 1 678 66 1
"1106" "exp1" 11 29 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 2145 0 0
"1106" "exp1" 11 30 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 1 1351 46 1
"1106" "exp1" 11 31 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 982 0 0
"1106" "exp1" 11 32 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 1 819 0 0
"1106" "exp1" 11 33 "graphed-probability" "pro-prob" 80 20 45 56 80 20 45 55 1 1254 45 1
"1106" "exp1" 11 34 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 791 20 1
"1106" "exp1" 11 35 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 1 1903 0 0
"1106" "exp1" 11 36 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 822 45 1
"1106" "exp1" 11 37 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 1 1362 13 1
"1106" "exp1" 11 38 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 1 1180 0 0
"1106" "exp1" 11 39 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1422 0 0
"1106" "exp1" 11 40 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 1 1916 46 1
"1106" "exp1" 11 41 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 1 2081 0 0
"1106" "exp1" 11 42 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 943 63 1
"1106" "exp1" 11 43 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1329 0 0
"1106" "exp1" 11 44 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 1 1450 0 0
"1106" "exp1" 11 45 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 1206 77 1
"1106" "exp1" 11 46 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 2968 40 1
"1106" "exp1" 11 47 "graphed-probability" "congruent" 70 30 66 37 70 30 65 35 1 709 0 0
"1106" "exp1" 11 48 "graphed-probability" "pro-out" 70 30 26 75 70 30 25 75 1 1369 0 0
"1106" "exp1" 11 49 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 874 30 1
"1106" "exp1" 11 50 "graphed-probability" "congruent" 70 30 77 24 70 30 75 25 1 770 0 0
"1106" "exp1" 11 51 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 1 1371 17 1
"1106" "exp1" 11 52 "graphed-probability" "pro-out" 60 40 13 83 60 40 15 85 1 1332 0 0
"1106" "exp1" 11 53 "graphed-probability" "congruent" 80 20 77 25 80 20 75 25 1 874 77 1
"1106" "exp1" 11 54 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 1 1035 17 1
"1106" "exp1" 11 55 "graphed-probability" "pro-out" 80 20 15 84 80 20 15 85 1 1480 15 1
"1106" "exp1" 11 56 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 1 1421 36 1
"1106" "exp1" 11 57 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 2024 30 1
"1106" "exp1" 11 58 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 1385 63 1
"1106" "exp1" 11 59 "graphed-probability" "pro-out" 60 40 15 87 60 40 15 85 1 3344 0 0
"1106" "exp1" 11 60 "graphed-probability" "pro-out" 70 30 27 77 70 30 25 75 1 3562 27 1
"1106" "exp1" 12 1 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 3956 80 1
"1106" "exp1" 12 2 "graphed-probability" "pro-prob" 70 30 36 66 70 30 35 65 2 709 0 0
"1106" "exp1" 12 3 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 2 790 0 0
"1106" "exp1" 12 4 "graphed-probability" "pro-prob" 60 40 47 55 60 40 45 55 2 841 0 0
"1106" "exp1" 12 5 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 538 66 1
"1106" "exp1" 12 6 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 2 616 0 0
"1106" "exp1" 12 7 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 2 489 87 1
"1106" "exp1" 12 8 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 702 0 0
"1106" "exp1" 12 9 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 2 1014 0 0
"1106" "exp1" 12 10 "graphed-probability" "pro-prob" 60 40 44 54 60 40 45 55 2 649 0 0
"1106" "exp1" 12 11 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 2 711 0 0
"1106" "exp1" 12 12 "graphed-probability" "congruent" 80 20 76 24 80 20 75 25 1 822 0 0
"1106" "exp1" 12 13 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 2 710 0 0
"1106" "exp1" 12 14 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 2 648 64 1
"1106" "exp1" 12 15 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 615 80 1
"1106" "exp1" 12 16 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 2 1056 57 1
"1106" "exp1" 12 17 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 605 36 1
"1106" "exp1" 12 18 "graphed-probability" "pro-out" 60 40 35 67 60 40 35 65 2 736 0 0
"1106" "exp1" 12 19 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 2 779 65 1
"1106" "exp1" 12 20 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 2 1319 0 0
"1106" "exp1" 12 21 "graphed-probability" "pro-prob" 80 20 45 56 80 20 45 55 2 693 0 0
"1106" "exp1" 12 22 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 729 74 1
"1106" "exp1" 12 23 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 2 884 0 0
"1106" "exp1" 12 24 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 2 551 0 0
"1106" "exp1" 12 25 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 2 720 0 0
"1106" "exp1" 12 26 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 515 66 1
"1106" "exp1" 12 27 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 2 659 0 0
"1106" "exp1" 12 28 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 574 70 1
"1106" "exp1" 12 29 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 730 77 1
"1106" "exp1" 12 30 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 620 0 0
"1106" "exp1" 12 31 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 722 76 1
"1106" "exp1" 12 32 "graphed-probability" "pro-out" 60 40 13 83 60 40 15 85 2 952 83 1
"1106" "exp1" 12 33 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1068 0 0
"1106" "exp1" 12 34 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 2 624 65 1
"1106" "exp1" 12 35 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 2 795 0 0
"1106" "exp1" 12 36 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 778 0 0
"1106" "exp1" 12 37 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 2 1080 0 0
"1106" "exp1" 12 38 "graphed-probability" "congruent" 70 30 75 27 70 30 75 25 1 661 0 0
"1106" "exp1" 12 39 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 684 73 1
"1106" "exp1" 12 40 "graphed-probability" "congruent" 60 40 65 36 60 40 65 35 1 1282 0 0
"1106" "exp1" 12 41 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 2 1019 0 0
"1106" "exp1" 12 42 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 795 60 1
"1106" "exp1" 12 43 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 2 702 65 1
"1106" "exp1" 12 44 "graphed-probability" "congruent" 70 30 75 27 70 30 75 25 1 762 75 1
"1106" "exp1" 12 45 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 695 63 1
"1106" "exp1" 12 46 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 2 1059 53 1
"1106" "exp1" 12 47 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 2 727 0 0
"1106" "exp1" 12 48 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 2 581 83 1
"1106" "exp1" 12 49 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 2 583 87 1
"1106" "exp1" 12 50 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 815 0 0
"1106" "exp1" 12 51 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 754 0 0
"1106" "exp1" 12 52 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 862 70 1
"1106" "exp1" 12 53 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 950 60 1
"1106" "exp1" 12 54 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 2 632 0 0
"1106" "exp1" 12 55 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 1099 0 0
"1106" "exp1" 12 56 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 688 60 1
"1106" "exp1" 12 57 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 740 66 1
"1106" "exp1" 12 58 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 672 0 0
"1106" "exp1" 12 59 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1116 80 1
"1106" "exp1" 12 60 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 2 557 74 1
"1106" "exp1" 13 1 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 2 801 0 0
"1106" "exp1" 13 2 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 2 795 0 0
"1106" "exp1" 13 3 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 711 70 1
"1106" "exp1" 13 4 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 2 651 0 0
"1106" "exp1" 13 5 "graphed-probability" "pro-prob" 60 40 47 54 60 40 45 55 1 732 47 1
"1106" "exp1" 13 6 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 461 67 1
"1106" "exp1" 13 7 "graphed-probability" "congruent" 70 30 66 37 70 30 65 35 1 543 0 0
"1106" "exp1" 13 8 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 2 605 0 0
"1106" "exp1" 13 9 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 2 775 66 1
"1106" "exp1" 13 10 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 677 0 0
"1106" "exp1" 13 11 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 2 586 0 0
"1106" "exp1" 13 12 "graphed-probability" "congruent" 80 20 75 25 80 20 75 25 1 602 0 0
"1106" "exp1" 13 13 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 707 0 0
"1106" "exp1" 13 14 "graphed-probability" "pro-out" 70 30 25 77 70 30 25 75 2 1015 0 0
"1106" "exp1" 13 15 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 1 1123 43 1
"1106" "exp1" 13 16 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 2 768 0 0
"1106" "exp1" 13 17 "graphed-probability" "pro-out" 80 20 13 84 80 20 15 85 2 649 0 0
"1106" "exp1" 13 18 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1060 0 0
"1106" "exp1" 13 19 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 672 0 0
"1106" "exp1" 13 20 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 688 64 1
"1106" "exp1" 13 21 "graphed-probability" "pro-prob" 70 30 36 66 70 30 35 65 2 1015 0 0
"1106" "exp1" 13 22 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 2 982 85 1
"1106" "exp1" 13 23 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 667 0 0
"1106" "exp1" 13 24 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 2 753 0 0
"1106" "exp1" 13 25 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 668 66 1
"1106" "exp1" 13 26 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 570 0 0
"1106" "exp1" 13 27 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 1 1084 0 0
"1106" "exp1" 13 28 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 2 654 0 0
"1106" "exp1" 13 29 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 2 591 76 1
"1106" "exp1" 13 30 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 2 696 66 1
"1106" "exp1" 13 31 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 656 67 1
"1106" "exp1" 13 32 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 2 820 0 0
"1106" "exp1" 13 33 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 2 616 0 0
"1106" "exp1" 13 34 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 2 665 85 1
"1106" "exp1" 13 35 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 1051 0 0
"1106" "exp1" 13 36 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 672 0 0
"1106" "exp1" 13 37 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 571 73 1
"1106" "exp1" 13 38 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 2 717 0 0
"1106" "exp1" 13 39 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 2 840 0 0
"1106" "exp1" 13 40 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1086 60 1
"1106" "exp1" 13 41 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 807 0 0
"1106" "exp1" 13 42 "graphed-probability" "pro-out" 80 20 15 84 80 20 15 85 2 661 84 1
"1106" "exp1" 13 43 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 783 60 1
"1106" "exp1" 13 44 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 2 1081 0 0
"1106" "exp1" 13 45 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 1 604 0 0
"1106" "exp1" 13 46 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 2 768 0 0
"1106" "exp1" 13 47 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 711 75 1
"1106" "exp1" 13 48 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 2 921 0 0
"1106" "exp1" 13 49 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 686 76 1
"1106" "exp1" 13 50 "graphed-probability" "congruent" 70 30 75 27 70 30 75 25 1 706 75 1
"1106" "exp1" 13 51 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 968 0 0
"1106" "exp1" 13 52 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 2 664 0 0
"1106" "exp1" 13 53 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 728 64 1
"1106" "exp1" 13 54 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 2 701 0 0
"1106" "exp1" 13 55 "graphed-probability" "congruent" 70 30 77 24 70 30 75 25 1 612 0 0
"1106" "exp1" 13 56 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 723 0 0
"1106" "exp1" 13 57 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 2 927 0 0
"1106" "exp1" 13 58 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 2 686 0 0
"1106" "exp1" 13 59 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 2 1057 0 0
"1106" "exp1" 13 60 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 708 0 0
"1106" "exp1" 14 1 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 2 809 0 0
"1106" "exp1" 14 2 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 754 0 0
"1106" "exp1" 14 3 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 2 984 0 0
"1106" "exp1" 14 4 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1080 0 0
"1106" "exp1" 14 5 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 2 1069 0 0
"1106" "exp1" 14 6 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 826 0 0
"1106" "exp1" 14 7 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1657 0 0
"1106" "exp1" 14 8 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 597 0 0
"1106" "exp1" 14 9 "graphed-probability" "congruent" 80 20 76 25 80 20 75 25 1 655 76 1
"1106" "exp1" 14 10 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 2 1171 0 0
"1106" "exp1" 14 11 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 612 0 0
"1106" "exp1" 14 12 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 2 1070 0 0
"1106" "exp1" 14 13 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 627 0 0
"1106" "exp1" 14 14 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 2 932 0 0
"1106" "exp1" 14 15 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 599 0 0
"1106" "exp1" 14 16 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 791 0 0
"1106" "exp1" 14 17 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 2 803 0 0
"1106" "exp1" 14 18 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 725 0 0
"1106" "exp1" 14 19 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 2 641 0 0
"1106" "exp1" 14 20 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 2 762 0 0
"1106" "exp1" 14 21 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 2 1023 0 0
"1106" "exp1" 14 22 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 930 65 1
"1106" "exp1" 14 23 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 748 74 1
"1106" "exp1" 14 24 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 721 0 0
"1106" "exp1" 14 25 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 2 665 0 0
"1106" "exp1" 14 26 "graphed-probability" "pro-out" 80 20 15 84 80 20 15 85 2 634 0 0
"1106" "exp1" 14 27 "graphed-probability" "pro-prob" 80 20 43 54 80 20 45 55 2 883 0 0
"1106" "exp1" 14 28 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 2 734 0 0
"1106" "exp1" 14 29 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 2 780 0 0
"1106" "exp1" 14 30 "graphed-probability" "congruent" 80 20 77 25 80 20 75 25 1 798 77 1
"1106" "exp1" 14 31 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 820 74 1
"1106" "exp1" 14 32 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 874 0 0
"1106" "exp1" 14 33 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 2 714 0 0
"1106" "exp1" 14 34 "graphed-probability" "congruent" 60 40 64 37 60 40 65 35 1 811 64 1
"1106" "exp1" 14 35 "graphed-probability" "pro-out" 70 30 25 77 70 30 25 75 2 593 77 1
"1106" "exp1" 14 36 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 2 880 0 0
"1106" "exp1" 14 37 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 742 70 1
"1106" "exp1" 14 38 "graphed-probability" "pro-out" 70 30 27 77 70 30 25 75 2 928 77 1
"1106" "exp1" 14 39 "graphed-probability" "pro-prob" 80 20 43 56 80 20 45 55 2 693 0 0
"1106" "exp1" 14 40 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 657 64 1
"1106" "exp1" 14 41 "graphed-probability" "congruent" 80 20 73 25 80 20 75 25 1 772 73 1
"1106" "exp1" 14 42 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 2 1659 0 0
"1106" "exp1" 14 43 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 830 75 1
"1106" "exp1" 14 44 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 2 1134 0 0
"1106" "exp1" 14 45 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 2 628 63 1
"1106" "exp1" 14 46 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 2 620 55 1
"1106" "exp1" 14 47 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 1081 0 0
"1106" "exp1" 14 48 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 2 824 0 0
"1106" "exp1" 14 49 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 2 1072 65 1
"1106" "exp1" 14 50 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 653 80 1
"1106" "exp1" 14 51 "graphed-probability" "pro-out" 60 40 15 87 60 40 15 85 2 735 0 0
"1106" "exp1" 14 52 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 2 696 74 1
"1106" "exp1" 14 53 "graphed-probability" "congruent" 70 30 64 35 70 30 65 35 1 532 64 1
"1106" "exp1" 14 54 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 480 73 1
"1106" "exp1" 14 55 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 1 690 65 1
"1106" "exp1" 14 56 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 2 1296 0 0
"1106" "exp1" 14 57 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1775 0 0
"1106" "exp1" 14 58 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 2 722 85 1
"1106" "exp1" 14 59 "graphed-probability" "pro-out" 70 30 23 74 70 30 25 75 2 779 0 0
"1106" "exp1" 14 60 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 2 847 0 0
"1106" "exp1" 15 1 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 1 1436 26 1
"1106" "exp1" 15 2 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 1 1717 33 1
"1106" "exp1" 15 3 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 1 2172 16 1
"1106" "exp1" 15 4 "graphed-probability" "congruent" 60 40 63 33 60 40 65 35 1 1286 63 1
"1106" "exp1" 15 5 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 1 1687 17 1
"1106" "exp1" 15 6 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 1595 0 0
"1106" "exp1" 15 7 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 701 73 1
"1106" "exp1" 15 8 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 1 1059 17 1
"1106" "exp1" 15 9 "graphed-probability" "pro-out" 60 40 37 65 60 40 35 65 1 1033 0 0
"1106" "exp1" 15 10 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1305 20 1
"1106" "exp1" 15 11 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 1357 63 1
"1106" "exp1" 15 12 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 1 836 26 1
"1106" "exp1" 15 13 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 958 20 1
"1106" "exp1" 15 14 "graphed-probability" "congruent" 60 40 63 33 60 40 65 35 1 1073 63 1
"1106" "exp1" 15 15 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1412 30 1
"1106" "exp1" 15 16 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 1 943 35 1
"1106" "exp1" 15 17 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1418 20 1
"1106" "exp1" 15 18 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 1 1073 26 1
"1106" "exp1" 15 19 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 758 75 1
"1106" "exp1" 15 20 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 1 1146 46 1
"1106" "exp1" 15 21 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 1 2102 17 1
"1106" "exp1" 15 22 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1437 40 1
"1106" "exp1" 15 23 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 1632 74 1
"1106" "exp1" 15 24 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 1397 44 1
"1106" "exp1" 15 25 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 1 1134 0 0
"1106" "exp1" 15 26 "graphed-probability" "pro-prob" 60 40 47 55 60 40 45 55 1 959 47 1
"1106" "exp1" 15 27 "graphed-probability" "pro-out" 70 30 26 77 70 30 25 75 1 1676 26 1
"1106" "exp1" 15 28 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 1250 76 1
"1106" "exp1" 15 29 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 1622 23 1
"1106" "exp1" 15 30 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 852 0 0
"1106" "exp1" 15 31 "graphed-probability" "congruent" 60 40 64 37 60 40 65 35 1 715 64 1
"1106" "exp1" 15 32 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 1 1366 46 1
"1106" "exp1" 15 33 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 1251 73 1
"1106" "exp1" 15 34 "graphed-probability" "pro-out" 60 40 15 86 60 40 15 85 1 1205 0 0
"1106" "exp1" 15 35 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1023 30 1
"1106" "exp1" 15 36 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 1 918 44 1
"1106" "exp1" 15 37 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 726 66 1
"1106" "exp1" 15 38 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 703 74 1
"1106" "exp1" 15 39 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1024 30 1
"1106" "exp1" 15 40 "graphed-probability" "pro-out" 60 40 13 85 60 40 15 85 1 3588 0 0
"1106" "exp1" 15 41 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1008 40 1
"1106" "exp1" 15 42 "graphed-probability" "pro-out" 80 20 16 85 80 20 15 85 2 2100 0 0
"1106" "exp1" 15 43 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 1526 73 1
"1106" "exp1" 15 44 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 1676 33 1
"1106" "exp1" 15 45 "graphed-probability" "pro-prob" 60 40 44 54 60 40 45 55 1 1605 44 1
"1106" "exp1" 15 46 "graphed-probability" "pro-out" 70 30 25 77 70 30 25 75 1 2261 25 1
"1106" "exp1" 15 47 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1560 0 0
"1106" "exp1" 15 48 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 1 2760 15 1
"1106" "exp1" 15 49 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 959 76 1
"1106" "exp1" 15 50 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 2099 0 0
"1106" "exp1" 15 51 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 1 1270 37 1
"1106" "exp1" 15 52 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 1 1485 0 0
"1106" "exp1" 15 53 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 819 20 1
"1106" "exp1" 15 54 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 1235 0 0
"1106" "exp1" 15 55 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1256 0 0
"1106" "exp1" 15 56 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 1 1762 35 1
"1106" "exp1" 15 57 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 1066 64 1
"1106" "exp1" 15 58 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 1 1924 46 1
"1106" "exp1" 15 59 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 1 1066 0 0
"1106" "exp1" 15 60 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 1063 0 0
"1106" "exp1" 16 1 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1543 20 1
"1106" "exp1" 16 2 "graphed-probability" "congruent" 80 20 73 25 80 20 75 25 1 700 73 1
"1106" "exp1" 16 3 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 1064 0 0
"1106" "exp1" 16 4 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 1 1652 34 1
"1106" "exp1" 16 5 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 1 1416 37 1
"1106" "exp1" 16 6 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1457 20 1
"1106" "exp1" 16 7 "graphed-probability" "congruent" 70 30 75 27 70 30 75 25 1 1753 75 1
"1106" "exp1" 16 8 "graphed-probability" "congruent" 60 40 64 34 60 40 65 35 1 1674 64 1
"1106" "exp1" 16 9 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 1256 0 0
"1106" "exp1" 16 10 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 961 65 1
"1106" "exp1" 16 11 "graphed-probability" "pro-out" 60 40 13 85 60 40 15 85 1 1759 13 1
"1106" "exp1" 16 12 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1148 30 1
"1106" "exp1" 16 13 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 1 1496 46 1
"1106" "exp1" 16 14 "graphed-probability" "pro-out" 80 20 15 86 80 20 15 85 1 2059 15 1
"1106" "exp1" 16 15 "graphed-probability" "congruent" 80 20 73 27 80 20 75 25 1 1084 73 1
"1106" "exp1" 16 16 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 1 875 0 0
"1106" "exp1" 16 17 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 1537 45 1
"1106" "exp1" 16 18 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1892 30 1
"1106" "exp1" 16 19 "graphed-probability" "pro-out" 70 30 25 77 70 30 25 75 1 906 25 1
"1106" "exp1" 16 20 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 1 922 75 1
"1106" "exp1" 16 21 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 1 813 43 1
"1106" "exp1" 16 22 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 752 0 0
"1106" "exp1" 16 23 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 753 0 0
"1106" "exp1" 16 24 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 743 20 1
"1106" "exp1" 16 25 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 1 2366 0 0
"1106" "exp1" 16 26 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 2409 66 1
"1106" "exp1" 16 27 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1598 40 1
"1106" "exp1" 16 28 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 1 1400 34 1
"1106" "exp1" 16 29 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 1 984 14 1
"1106" "exp1" 16 30 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 1 990 23 1
"1106" "exp1" 16 31 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1297 30 1
"1106" "exp1" 16 32 "graphed-probability" "pro-out" 60 40 35 66 60 40 35 65 1 1264 35 1
"1106" "exp1" 16 33 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 866 20 1
"1106" "exp1" 16 34 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 657 73 1
"1106" "exp1" 16 35 "graphed-probability" "pro-prob" 80 20 23 75 80 20 25 75 1 714 23 1
"1106" "exp1" 16 36 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 1 647 14 1
"1106" "exp1" 16 37 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 1 790 35 1
"1106" "exp1" 16 38 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 1 929 65 1
"1106" "exp1" 16 39 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 1 955 76 1
"1106" "exp1" 16 40 "graphed-probability" "congruent" 60 40 64 33 60 40 65 35 1 1041 64 1
"1106" "exp1" 16 41 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 1 1416 25 1
"1106" "exp1" 16 42 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 1 1975 45 1
"1106" "exp1" 16 43 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 3952 40 1
"1106" "exp1" 16 44 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 1 984 17 1
"1106" "exp1" 16 45 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 1 1851 0 0
"1106" "exp1" 16 46 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 1125 24 1
"1106" "exp1" 16 47 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1344 30 1
"1106" "exp1" 16 48 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 974 40 1
"1106" "exp1" 16 49 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 1380 0 0
"1106" "exp1" 16 50 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1464 0 0
"1106" "exp1" 16 51 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 779 44 1
"1106" "exp1" 16 52 "graphed-probability" "congruent" 70 30 63 37 70 30 65 35 1 960 63 1
"1106" "exp1" 16 53 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 1778 44 1
"1106" "exp1" 16 54 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 955 75 1
"1106" "exp1" 16 55 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 1831 47 1
"1106" "exp1" 16 56 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 1 1078 23 1
"1106" "exp1" 16 57 "graphed-probability" "congruent" 70 30 66 34 70 30 65 35 1 2059 0 0
"1106" "exp1" 16 58 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 1 1973 45 1
"1106" "exp1" 16 59 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 1 1361 27 1
"1106" "exp1" 16 60 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 1 773 23 1
"1106" "exp1" 17 1 "graphed-probability" "pro-out" 80 20 15 86 80 20 15 85 1 1639 15 1
"1106" "exp1" 17 2 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 1105 67 1
"1106" "exp1" 17 3 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1427 0 0
"1106" "exp1" 17 4 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 1 1697 37 1
"1106" "exp1" 17 5 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 995 66 1
"1106" "exp1" 17 6 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 782 45 1
"1106" "exp1" 17 7 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 1 1887 37 1
"1106" "exp1" 17 8 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 1 3739 0 0
"1106" "exp1" 17 9 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 4709 0 0
"1106" "exp1" 17 10 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 1 1693 33 1
"1106" "exp1" 17 11 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 940 20 1
"1106" "exp1" 17 12 "graphed-probability" "pro-out" 60 40 34 66 60 40 35 65 1 2382 0 0
"1106" "exp1" 17 13 "graphed-probability" "pro-prob" 80 20 45 56 80 20 45 55 1 808 45 1
"1106" "exp1" 17 14 "graphed-probability" "congruent" 80 20 75 25 80 20 75 25 1 745 0 0
"1106" "exp1" 17 15 "graphed-probability" "pro-out" 80 20 16 85 80 20 15 85 1 774 16 1
"1106" "exp1" 17 16 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 1 895 0 0
"1106" "exp1" 17 17 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 1 4015 46 1
"1106" "exp1" 17 18 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 957 64 1
"1106" "exp1" 17 19 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 1 1493 16 1
"1106" "exp1" 17 20 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 926 77 1
"1106" "exp1" 17 21 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 1 1821 0 0
"1106" "exp1" 17 22 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 1 1057 0 0
"1106" "exp1" 17 23 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1221 30 1
"1106" "exp1" 17 24 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 696 75 1
"1106" "exp1" 17 25 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 874 0 0
"1106" "exp1" 17 26 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1503 40 1
"1106" "exp1" 17 27 "graphed-probability" "pro-out" 60 40 15 87 60 40 15 85 1 1613 0 0
"1106" "exp1" 17 28 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 690 63 1
"1106" "exp1" 17 29 "graphed-probability" "congruent" 80 20 75 25 80 20 75 25 1 720 75 1
"1106" "exp1" 17 30 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 1379 64 1
"1106" "exp1" 17 31 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 1113 24 1
"1106" "exp1" 17 32 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 904 13 1
"1106" "exp1" 17 33 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1581 0 0
"1106" "exp1" 17 34 "graphed-probability" "pro-out" 70 30 25 74 70 30 25 75 1 1244 25 1
"1106" "exp1" 17 35 "graphed-probability" "pro-prob" 60 40 47 53 60 40 45 55 1 3600 0 0
"1106" "exp1" 17 36 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 1 1189 27 1
"1106" "exp1" 17 37 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 2199 20 1
"1106" "exp1" 17 38 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 1 1221 76 1
"1106" "exp1" 17 39 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 1 1316 0 0
"1106" "exp1" 17 40 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 1 933 17 1
"1106" "exp1" 17 41 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1307 20 1
"1106" "exp1" 17 42 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 2 929 0 0
"1106" "exp1" 17 43 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1193 20 1
"1106" "exp1" 17 44 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 2 696 83 1
"1106" "exp1" 17 45 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 1169 65 1
"1106" "exp1" 17 46 "graphed-probability" "congruent" 60 40 64 33 60 40 65 35 1 3097 0 0
"1106" "exp1" 17 47 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1246 0 0
"1106" "exp1" 17 48 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 2693 40 1
"1106" "exp1" 17 49 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 1 3069 43 1
"1106" "exp1" 17 50 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 1 3949 13 1
"1106" "exp1" 17 51 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 1386 47 1
"1106" "exp1" 17 52 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 738 77 1
"1106" "exp1" 17 53 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 1 1879 25 1
"1106" "exp1" 17 54 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 1 1247 34 1
"1106" "exp1" 17 55 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 967 74 1
"1106" "exp1" 17 56 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 1261 76 1
"1106" "exp1" 17 57 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1816 30 1
"1106" "exp1" 17 58 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 1843 0 0
"1106" "exp1" 17 59 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1908 40 1
"1106" "exp1" 17 60 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 1597 0 0
"1106" "exp1" 18 1 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 1037 73 1
"1106" "exp1" 18 2 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 920 65 1
"1106" "exp1" 18 3 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 1083 63 1
"1106" "exp1" 18 4 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 2590 20 1
"1106" "exp1" 18 5 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 1 6380 43 1
"1106" "exp1" 18 6 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 1 1569 37 1
"1106" "exp1" 18 7 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 1 1404 46 1
"1106" "exp1" 18 8 "graphed-probability" "congruent" 60 40 63 33 60 40 65 35 1 1460 63 1
"1106" "exp1" 18 9 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 1 2240 0 0
"1106" "exp1" 18 10 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 1 3925 17 1
"1106" "exp1" 18 11 "graphed-probability" "congruent" 70 30 66 37 70 30 65 35 1 1430 66 1
"1106" "exp1" 18 12 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 1333 35 1
"1106" "exp1" 18 13 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 1 1163 0 0
"1106" "exp1" 18 14 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 1933 77 1
"1106" "exp1" 18 15 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 1239 47 1
"1106" "exp1" 18 16 "graphed-probability" "congruent" 70 30 63 37 70 30 65 35 1 613 63 1
"1106" "exp1" 18 17 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 1 2673 17 1
"1106" "exp1" 18 18 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 1044 47 1
"1106" "exp1" 18 19 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 1 1423 33 1
"1106" "exp1" 18 20 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 1 750 76 1
"1106" "exp1" 18 21 "graphed-probability" "pro-out" 70 30 25 74 70 30 25 75 1 2515 25 1
"1106" "exp1" 18 22 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 2340 40 1
"1106" "exp1" 18 23 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 1 1271 17 1
"1106" "exp1" 18 24 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 669 75 1
"1106" "exp1" 18 25 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1217 30 1
"1106" "exp1" 18 26 "graphed-probability" "pro-out" 60 40 34 66 60 40 35 65 1 1903 34 1
"1106" "exp1" 18 27 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1869 0 0
"1106" "exp1" 18 28 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 1 1675 16 1
"1106" "exp1" 18 29 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 1 1411 15 1
"1106" "exp1" 18 30 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 1261 0 0
"1106" "exp1" 18 31 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 1786 63 1
"1106" "exp1" 18 32 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 1 1906 36 1
"1106" "exp1" 18 33 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1890 40 1
"1106" "exp1" 18 34 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 882 77 1
"1106" "exp1" 18 35 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 3372 0 0
"1106" "exp1" 18 36 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 968 77 1
"1106" "exp1" 18 37 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 1 1231 27 1
"1106" "exp1" 18 38 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 921 30 1
"1106" "exp1" 18 39 "graphed-probability" "pro-out" 60 40 35 67 60 40 35 65 1 3868 0 0
"1106" "exp1" 18 40 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 963 0 0
"1106" "exp1" 18 41 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 1 1251 0 0
"1106" "exp1" 18 42 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 748 20 1
"1106" "exp1" 18 43 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 1 1263 0 0
"1106" "exp1" 18 44 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1297 20 1
"1106" "exp1" 18 45 "graphed-probability" "pro-prob" 60 40 45 54 60 40 45 55 1 2313 45 1
"1106" "exp1" 18 46 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 1546 25 1
"1106" "exp1" 18 47 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1037 30 1
"1106" "exp1" 18 48 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 689 0 0
"1106" "exp1" 18 49 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 1653 66 1
"1106" "exp1" 18 50 "graphed-probability" "congruent" 80 20 76 24 80 20 75 25 1 1030 76 1
"1106" "exp1" 18 51 "graphed-probability" "pro-prob" 60 40 47 53 60 40 45 55 1 2261 0 0
"1106" "exp1" 18 52 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 1 972 26 1
"1106" "exp1" 18 53 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 933 0 0
"1106" "exp1" 18 54 "graphed-probability" "pro-out" 80 20 17 83 80 20 15 85 1 1157 17 1
"1106" "exp1" 18 55 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1012 30 1
"1106" "exp1" 18 56 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 1 2002 43 1
"1106" "exp1" 18 57 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 1 1311 0 0
"1106" "exp1" 18 58 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 1 1449 23 1
"1106" "exp1" 18 59 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1453 20 1
"1106" "exp1" 18 60 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 1050 36 1
"1106" "exp1" 19 1 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 1 1827 0 0
"1106" "exp1" 19 2 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 892 0 0
"1106" "exp1" 19 3 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 981 64 1
"1106" "exp1" 19 4 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 832 63 1
"1106" "exp1" 19 5 "graphed-probability" "pro-out" 70 30 26 75 70 30 25 75 1 1161 26 1
"1106" "exp1" 19 6 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 1040 0 0
"1106" "exp1" 19 7 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 1 934 24 1
"1106" "exp1" 19 8 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 1 1572 33 1
"1106" "exp1" 19 9 "graphed-probability" "pro-prob" 80 20 44 56 80 20 45 55 1 710 44 1
"1106" "exp1" 19 10 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 1 1486 17 1
"1106" "exp1" 19 11 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 1082 63 1
"1106" "exp1" 19 12 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1261 0 0
"1106" "exp1" 19 13 "graphed-probability" "pro-prob" 80 20 44 56 80 20 45 55 1 864 44 1
"1106" "exp1" 19 14 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 1 762 14 1
"1106" "exp1" 19 15 "graphed-probability" "pro-out" 60 40 13 83 60 40 15 85 1 881 13 1
"1106" "exp1" 19 16 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 871 0 0
"1106" "exp1" 19 17 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 740 0 0
"1106" "exp1" 19 18 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 1 666 0 0
"1106" "exp1" 19 19 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 1 703 0 0
"1106" "exp1" 19 20 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1511 0 0
"1106" "exp1" 19 21 "graphed-probability" "pro-out" 80 20 15 83 80 20 15 85 1 971 15 1
"1106" "exp1" 19 22 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 1748 76 1
"1106" "exp1" 19 23 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 1 3886 15 1
"1106" "exp1" 19 24 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1813 40 1
"1106" "exp1" 19 25 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 1 2386 26 1
"1106" "exp1" 19 26 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 934 75 1
"1106" "exp1" 19 27 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 1028 0 0
"1106" "exp1" 19 28 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1053 20 1
"1106" "exp1" 19 29 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 1 1594 45 1
"1106" "exp1" 19 30 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 1358 74 1
"1106" "exp1" 19 31 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 2637 33 1
"1106" "exp1" 19 32 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 1 1619 26 1
"1106" "exp1" 19 33 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 1024 73 1
"1106" "exp1" 19 34 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 1007 73 1
"1106" "exp1" 19 35 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 711 20 1
"1106" "exp1" 19 36 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 1 2151 37 1
"1106" "exp1" 19 37 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 721 20 1
"1106" "exp1" 19 38 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 971 45 1
"1106" "exp1" 19 39 "graphed-probability" "pro-prob" 70 30 36 66 70 30 35 65 1 2021 0 0
"1106" "exp1" 19 40 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 1440 0 0
"1106" "exp1" 19 41 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1042 30 1
"1106" "exp1" 19 42 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1557 30 1
"1106" "exp1" 19 43 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 1 1808 33 1
"1106" "exp1" 19 44 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 1 1361 34 1
"1106" "exp1" 19 45 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 717 73 1
"1106" "exp1" 19 46 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 1 1119 17 1
"1106" "exp1" 19 47 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 2807 0 0
"1106" "exp1" 19 48 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1089 40 1
"1106" "exp1" 19 49 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 1 6858 45 1
"1106" "exp1" 19 50 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 2862 0 0
"1106" "exp1" 19 51 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 2332 30 1
"1106" "exp1" 19 52 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 870 0 0
"1106" "exp1" 19 53 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 1998 64 1
"1106" "exp1" 19 54 "graphed-probability" "pro-out" 60 40 34 66 60 40 35 65 1 6721 0 0
"1106" "exp1" 19 55 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1492 40 1
"1106" "exp1" 19 56 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 1 885 16 1
"1106" "exp1" 19 57 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 1 2171 27 1
"1106" "exp1" 19 58 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 2411 0 0
"1106" "exp1" 19 59 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 1032 74 1
"1106" "exp1" 19 60 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 1 1243 26 1
"1106" "exp1" 20 1 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 1 1172 16 1
"1106" "exp1" 20 2 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 1 1041 17 1
"1106" "exp1" 20 3 "graphed-probability" "congruent" 70 30 77 24 70 30 75 25 1 813 77 1
"1106" "exp1" 20 4 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 1 1128 24 1
"1106" "exp1" 20 5 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 745 37 1
"1106" "exp1" 20 6 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 1 900 0 0
"1106" "exp1" 20 7 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1249 40 1
"1106" "exp1" 20 8 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 2869 63 1
"1106" "exp1" 20 9 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 813 0 0
"1106" "exp1" 20 10 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 1 882 27 1
"1106" "exp1" 20 11 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 742 0 0
"1106" "exp1" 20 12 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 1 3048 46 1
"1106" "exp1" 20 13 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 1 1714 0 0
"1106" "exp1" 20 14 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 1 4131 0 0
"1106" "exp1" 20 15 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 850 65 1
"1106" "exp1" 20 16 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 4554 25 1
"1106" "exp1" 20 17 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 2301 40 1
"1106" "exp1" 20 18 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 1749 25 1
"1106" "exp1" 20 19 "graphed-probability" "congruent" 80 20 73 27 80 20 75 25 1 780 73 1
"1106" "exp1" 20 20 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 1716 0 0
"1106" "exp1" 20 21 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 1534 44 1
"1106" "exp1" 20 22 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 2384 0 0
"1106" "exp1" 20 23 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 1 3588 0 0
"1106" "exp1" 20 24 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 1 2028 33 1
"1106" "exp1" 20 25 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 976 20 1
"1106" "exp1" 20 26 "graphed-probability" "congruent" 80 20 73 25 80 20 75 25 1 802 73 1
"1106" "exp1" 20 27 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 1 831 0 0
"1106" "exp1" 20 28 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 1 1472 46 1
"1106" "exp1" 20 29 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 1987 0 0
"1106" "exp1" 20 30 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 1 1500 0 0
"1106" "exp1" 20 31 "graphed-probability" "pro-out" 80 20 15 83 80 20 15 85 1 1256 15 1
"1106" "exp1" 20 32 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 2311 40 1
"1106" "exp1" 20 33 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 1 1068 0 0
"1106" "exp1" 20 34 "graphed-probability" "congruent" 70 30 75 27 70 30 75 25 1 751 75 1
"1106" "exp1" 20 35 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1033 0 0
"1106" "exp1" 20 36 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 1 933 35 1
"1106" "exp1" 20 37 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 3475 66 1
"1106" "exp1" 20 38 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 1 5150 35 1
"1106" "exp1" 20 39 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 2853 66 1
"1106" "exp1" 20 40 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 1 4623 43 1
"1106" "exp1" 20 41 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 1272 63 1
"1106" "exp1" 20 42 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1471 20 1
"1106" "exp1" 20 43 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 922 45 1
"1106" "exp1" 20 44 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 1 2066 16 1
"1106" "exp1" 20 45 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1349 0 0
"1106" "exp1" 20 46 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 1 1246 13 1
"1106" "exp1" 20 47 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1478 0 0
"1106" "exp1" 20 48 "graphed-probability" "pro-out" 80 20 15 84 80 20 15 85 1 1103 0 0
"1106" "exp1" 20 49 "graphed-probability" "congruent" 80 20 77 25 80 20 75 25 1 1242 77 1
"1106" "exp1" 20 50 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 1811 76 1
"1106" "exp1" 20 51 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 1 1905 33 1
"1106" "exp1" 20 52 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 967 44 1
"1106" "exp1" 20 53 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 1137 74 1
"1106" "exp1" 20 54 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 1 925 23 1
"1106" "exp1" 20 55 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1020 30 1
"1106" "exp1" 20 56 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 1075 77 1
"1106" "exp1" 20 57 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 1 3234 0 0
"1106" "exp1" 20 58 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 1 1151 27 1
"1106" "exp1" 20 59 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1395 0 0
"1106" "exp1" 20 60 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 1 892 26 1
"1108" "exp1" 1 1 "graphed-probability" "pro-out" 60 40 13 85 60 40 15 85 2 1405 0 0
"1108" "exp1" 1 2 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 723 64 1
"1108" "exp1" 1 3 "graphed-probability" "congruent" 80 20 76 25 80 20 75 25 1 785 0 0
"1108" "exp1" 1 4 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 1 1307 0 0
"1108" "exp1" 1 5 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 1 1218 0 0
"1108" "exp1" 1 6 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1490 30 1
"1108" "exp1" 1 7 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 751 0 0
"1108" "exp1" 1 8 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 746 0 0
"1108" "exp1" 1 9 "graphed-probability" "pro-out" 60 40 37 67 60 40 35 65 2 1317 67 1
"1108" "exp1" 1 10 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 2 2040 0 0
"1108" "exp1" 1 11 "graphed-probability" "pro-out" 80 20 16 85 80 20 15 85 1 1635 16 1
"1108" "exp1" 1 12 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 1898 84 1
"1108" "exp1" 1 13 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 1 755 0 0
"1108" "exp1" 1 14 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 840 20 1
"1108" "exp1" 1 15 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1647 40 1
"1108" "exp1" 1 16 "graphed-probability" "pro-out" 60 40 35 66 60 40 35 65 2 1501 0 0
"1108" "exp1" 1 17 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 1 1194 25 1
"1108" "exp1" 1 18 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1343 0 0
"1108" "exp1" 1 19 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1240 30 1
"1108" "exp1" 1 20 "graphed-probability" "pro-out" 60 40 35 66 60 40 35 65 2 1950 0 0
"1108" "exp1" 1 21 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 1 2628 0 0
"1108" "exp1" 1 22 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 824 75 1
"1108" "exp1" 1 23 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 987 63 1
"1108" "exp1" 1 24 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1198 20 1
"1108" "exp1" 1 25 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 1 938 0 0
"1108" "exp1" 1 26 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 1 840 43 1
"1108" "exp1" 1 27 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1936 0 0
"1108" "exp1" 1 28 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 778 20 1
"1108" "exp1" 1 29 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 2 1696 56 1
"1108" "exp1" 1 30 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 688 75 1
"1108" "exp1" 1 31 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 1 1140 0 0
"1108" "exp1" 1 32 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 1107 23 1
"1108" "exp1" 1 33 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 2 1461 0 0
"1108" "exp1" 1 34 "graphed-probability" "congruent" 70 30 63 37 70 30 65 35 1 718 63 1
"1108" "exp1" 1 35 "graphed-probability" "pro-out" 80 20 16 85 80 20 15 85 1 1089 16 1
"1108" "exp1" 1 36 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 1 1193 0 0
"1108" "exp1" 1 37 "graphed-probability" "pro-prob" 70 30 34 66 70 30 35 65 1 1644 34 1
"1108" "exp1" 1 38 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 2 1798 86 1
"1108" "exp1" 1 39 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 1 3555 23 1
"1108" "exp1" 1 40 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 2083 0 0
"1108" "exp1" 1 41 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 920 73 1
"1108" "exp1" 1 42 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 3685 40 1
"1108" "exp1" 1 43 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 1 1020 37 1
"1108" "exp1" 1 44 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 1940 67 1
"1108" "exp1" 1 45 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 1010 44 1
"1108" "exp1" 1 46 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 946 66 1
"1108" "exp1" 1 47 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 1 3027 0 0
"1108" "exp1" 1 48 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 1546 45 1
"1108" "exp1" 1 49 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 2 1520 84 1
"1108" "exp1" 1 50 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 1 1979 23 1
"1108" "exp1" 1 51 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 1 1388 45 1
"1108" "exp1" 1 52 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 2 2110 0 0
"1108" "exp1" 1 53 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1438 30 1
"1108" "exp1" 1 54 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 1095 73 1
"1108" "exp1" 1 55 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 1 1049 26 1
"1108" "exp1" 1 56 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 1086 0 0
"1108" "exp1" 1 57 "graphed-probability" "congruent" 70 30 66 34 70 30 65 35 1 653 66 1
"1108" "exp1" 1 58 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 1 971 46 1
"1108" "exp1" 1 59 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1118 20 1
"1108" "exp1" 1 60 "graphed-probability" "congruent" 80 20 76 25 80 20 75 25 1 711 0 0
"1108" "exp1" 2 1 "graphed-probability" "congruent" 70 30 75 27 70 30 75 25 1 568 75 1
"1108" "exp1" 2 2 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 570 0 0
"1108" "exp1" 2 3 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 761 20 1
"1108" "exp1" 2 4 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 596 44 1
"1108" "exp1" 2 5 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 1 1020 27 1
"1108" "exp1" 2 6 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 800 20 1
"1108" "exp1" 2 7 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 925 25 1
"1108" "exp1" 2 8 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 734 73 1
"1108" "exp1" 2 9 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 2 882 85 1
"1108" "exp1" 2 10 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 1456 0 0
"1108" "exp1" 2 11 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 995 20 1
"1108" "exp1" 2 12 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 581 76 1
"1108" "exp1" 2 13 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 2057 60 1
"1108" "exp1" 2 14 "graphed-probability" "pro-prob" 70 30 36 66 70 30 35 65 1 786 0 0
"1108" "exp1" 2 15 "graphed-probability" "pro-prob" 80 20 44 56 80 20 45 55 1 784 44 1
"1108" "exp1" 2 16 "graphed-probability" "pro-prob" 60 40 47 55 60 40 45 55 1 1896 47 1
"1108" "exp1" 2 17 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 1871 73 1
"1108" "exp1" 2 18 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1901 40 1
"1108" "exp1" 2 19 "graphed-probability" "pro-out" 70 30 23 74 70 30 25 75 1 2325 0 0
"1108" "exp1" 2 20 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 705 75 1
"1108" "exp1" 2 21 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 1 919 23 1
"1108" "exp1" 2 22 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 730 30 1
"1108" "exp1" 2 23 "graphed-probability" "pro-prob" 60 40 47 53 60 40 45 55 2 2826 53 1
"1108" "exp1" 2 24 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 1 3088 0 0
"1108" "exp1" 2 25 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 1 833 35 1
"1108" "exp1" 2 26 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 865 67 1
"1108" "exp1" 2 27 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 2 1197 0 0
"1108" "exp1" 2 28 "graphed-probability" "congruent" 60 40 63 35 60 40 65 35 1 716 63 1
"1108" "exp1" 2 29 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 894 0 0
"1108" "exp1" 2 30 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 639 76 1
"1108" "exp1" 2 31 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 2 1130 0 0
"1108" "exp1" 2 32 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1040 20 1
"1108" "exp1" 2 33 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 2 2044 83 1
"1108" "exp1" 2 34 "graphed-probability" "congruent" 80 20 77 25 80 20 75 25 2 875 0 0
"1108" "exp1" 2 35 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 2458 0 0
"1108" "exp1" 2 36 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 2 2051 56 1
"1108" "exp1" 2 37 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1335 0 0
"1108" "exp1" 2 38 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 3653 40 1
"1108" "exp1" 2 39 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 946 67 1
"1108" "exp1" 2 40 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 714 0 0
"1108" "exp1" 2 41 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 2 1203 85 1
"1108" "exp1" 2 42 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 2032 0 0
"1108" "exp1" 2 43 "graphed-probability" "pro-prob" 80 20 44 55 80 20 45 55 1 1811 44 1
"1108" "exp1" 2 44 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 2 1839 85 1
"1108" "exp1" 2 45 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 700 67 1
"1108" "exp1" 2 46 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 904 44 1
"1108" "exp1" 2 47 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1049 30 1
"1108" "exp1" 2 48 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 2 1105 83 1
"1108" "exp1" 2 49 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 1 1378 0 0
"1108" "exp1" 2 50 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 1 985 67 1
"1108" "exp1" 2 51 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 2 1266 0 0
"1108" "exp1" 2 52 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 1 891 27 1
"1108" "exp1" 2 53 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 1 1606 0 0
"1108" "exp1" 2 54 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 946 30 1
"1108" "exp1" 2 55 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 607 0 0
"1108" "exp1" 2 56 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 2 1267 0 0
"1108" "exp1" 2 57 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 1 951 15 1
"1108" "exp1" 2 58 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 2 1784 0 0
"1108" "exp1" 2 59 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 1 818 26 1
"1108" "exp1" 2 60 "graphed-probability" "pro-out" 60 40 36 63 60 40 35 65 1 1189 36 1
"1108" "exp1" 3 1 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 624 75 1
"1108" "exp1" 3 2 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 2 1028 0 0
"1108" "exp1" 3 3 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 851 30 1
"1108" "exp1" 3 4 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 2 1394 0 0
"1108" "exp1" 3 5 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 782 75 1
"1108" "exp1" 3 6 "graphed-probability" "congruent" 60 40 65 36 60 40 65 35 1 788 65 1
"1108" "exp1" 3 7 "graphed-probability" "congruent" 70 30 66 37 70 30 65 35 1 626 66 1
"1108" "exp1" 3 8 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 1 836 27 1
"1108" "exp1" 3 9 "graphed-probability" "congruent" 70 30 66 34 70 30 65 35 1 657 66 1
"1108" "exp1" 3 10 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 660 65 1
"1108" "exp1" 3 11 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 1 1524 46 1
"1108" "exp1" 3 12 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 1 1079 0 0
"1108" "exp1" 3 13 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 557 74 1
"1108" "exp1" 3 14 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 689 36 1
"1108" "exp1" 3 15 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 1 1354 0 0
"1108" "exp1" 3 16 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 580 47 1
"1108" "exp1" 3 17 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 1 1063 25 1
"1108" "exp1" 3 18 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1113 40 1
"1108" "exp1" 3 19 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 755 46 1
"1108" "exp1" 3 20 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 1 688 77 1
"1108" "exp1" 3 21 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 865 0 0
"1108" "exp1" 3 22 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 900 0 0
"1108" "exp1" 3 23 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 1 691 0 0
"1108" "exp1" 3 24 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 2 1804 0 0
"1108" "exp1" 3 25 "graphed-probability" "pro-prob" 80 20 25 74 80 20 25 75 1 1290 25 1
"1108" "exp1" 3 26 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 979 30 1
"1108" "exp1" 3 27 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1355 40 1
"1108" "exp1" 3 28 "graphed-probability" "pro-out" 80 20 16 85 80 20 15 85 2 1313 85 1
"1108" "exp1" 3 29 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 1 2183 26 1
"1108" "exp1" 3 30 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 1 1415 24 1
"1108" "exp1" 3 31 "graphed-probability" "pro-out" 80 20 15 84 80 20 15 85 2 1533 0 0
"1108" "exp1" 3 32 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 1079 24 1
"1108" "exp1" 3 33 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1793 0 0
"1108" "exp1" 3 34 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 2 1106 87 1
"1108" "exp1" 3 35 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1606 20 1
"1108" "exp1" 3 36 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1083 0 0
"1108" "exp1" 3 37 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 2 1187 0 0
"1108" "exp1" 3 38 "graphed-probability" "pro-prob" 70 30 34 66 70 30 35 65 1 1453 34 1
"1108" "exp1" 3 39 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1420 30 1
"1108" "exp1" 3 40 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 681 0 0
"1108" "exp1" 3 41 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 1 701 65 1
"1108" "exp1" 3 42 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 809 0 0
"1108" "exp1" 3 43 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 2 1086 0 0
"1108" "exp1" 3 44 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 2030 20 1
"1108" "exp1" 3 45 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 753 74 1
"1108" "exp1" 3 46 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 1 1394 0 0
"1108" "exp1" 3 47 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 784 0 0
"1108" "exp1" 3 48 "graphed-probability" "congruent" 60 40 67 33 60 40 65 35 1 817 0 0
"1108" "exp1" 3 49 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 770 46 1
"1108" "exp1" 3 50 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1550 20 1
"1108" "exp1" 3 51 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 856 67 1
"1108" "exp1" 3 52 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 2 1245 0 0
"1108" "exp1" 3 53 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 2993 60 1
"1108" "exp1" 3 54 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1111 20 1
"1108" "exp1" 3 55 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 2 3052 64 1
"1108" "exp1" 3 56 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 2 1424 0 0
"1108" "exp1" 3 57 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 769 77 1
"1108" "exp1" 3 58 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 1 1149 43 1
"1108" "exp1" 3 59 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 707 0 0
"1108" "exp1" 3 60 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 1 1960 0 0
"1108" "exp1" 4 1 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 535 74 1
"1108" "exp1" 4 2 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 1 1768 0 0
"1108" "exp1" 4 3 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 1 1445 0 0
"1108" "exp1" 4 4 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 1020 67 1
"1108" "exp1" 4 5 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1584 0 0
"1108" "exp1" 4 6 "graphed-probability" "congruent" 60 40 64 33 60 40 65 35 1 1235 0 0
"1108" "exp1" 4 7 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 1 908 27 1
"1108" "exp1" 4 8 "graphed-probability" "pro-prob" 80 20 25 76 80 20 25 75 1 1011 25 1
"1108" "exp1" 4 9 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1558 0 0
"1108" "exp1" 4 10 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1352 30 1
"1108" "exp1" 4 11 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 996 65 1
"1108" "exp1" 4 12 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 2 2609 0 0
"1108" "exp1" 4 13 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 2 2455 84 1
"1108" "exp1" 4 14 "graphed-probability" "congruent" 70 30 77 24 70 30 75 25 1 752 77 1
"1108" "exp1" 4 15 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 1 1062 25 1
"1108" "exp1" 4 16 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1298 20 1
"1108" "exp1" 4 17 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1483 40 1
"1108" "exp1" 4 18 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 2 1283 0 0
"1108" "exp1" 4 19 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 1 2063 0 0
"1108" "exp1" 4 20 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 1081 65 1
"1108" "exp1" 4 21 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1052 20 1
"1108" "exp1" 4 22 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 796 77 1
"1108" "exp1" 4 23 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 689 65 1
"1108" "exp1" 4 24 "graphed-probability" "congruent" 80 20 77 24 80 20 75 25 1 574 77 1
"1108" "exp1" 4 25 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1281 0 0
"1108" "exp1" 4 26 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 690 63 1
"1108" "exp1" 4 27 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 1 1025 37 1
"1108" "exp1" 4 28 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 646 65 1
"1108" "exp1" 4 29 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 1 827 0 0
"1108" "exp1" 4 30 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 2 1058 86 1
"1108" "exp1" 4 31 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 1 1255 34 1
"1108" "exp1" 4 32 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 619 0 0
"1108" "exp1" 4 33 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 1 1017 23 1
"1108" "exp1" 4 34 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 2 949 0 0
"1108" "exp1" 4 35 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 2 1458 83 1
"1108" "exp1" 4 36 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 1691 44 1
"1108" "exp1" 4 37 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1048 40 1
"1108" "exp1" 4 38 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 1 3170 0 0
"1108" "exp1" 4 39 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1103 30 1
"1108" "exp1" 4 40 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 795 35 1
"1108" "exp1" 4 41 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 955 47 1
"1108" "exp1" 4 42 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1075 30 1
"1108" "exp1" 4 43 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 720 44 1
"1108" "exp1" 4 44 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1204 0 0
"1108" "exp1" 4 45 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 2 1347 0 0
"1108" "exp1" 4 46 "graphed-probability" "pro-prob" 60 40 45 54 60 40 45 55 1 1353 45 1
"1108" "exp1" 4 47 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 1 947 0 0
"1108" "exp1" 4 48 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1090 20 1
"1108" "exp1" 4 49 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 1 604 76 1
"1108" "exp1" 4 50 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 2 906 67 1
"1108" "exp1" 4 51 "graphed-probability" "congruent" 80 20 73 27 80 20 75 25 1 828 73 1
"1108" "exp1" 4 52 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 658 73 1
"1108" "exp1" 4 53 "graphed-probability" "pro-out" 70 30 27 77 70 30 25 75 2 1745 77 1
"1108" "exp1" 4 54 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 2 702 86 1
"1108" "exp1" 4 55 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 749 63 1
"1108" "exp1" 4 56 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 1 937 45 1
"1108" "exp1" 4 57 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 2 1137 64 1
"1108" "exp1" 4 58 "graphed-probability" "pro-out" 70 30 26 77 70 30 25 75 1 1189 26 1
"1108" "exp1" 4 59 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 1 967 23 1
"1108" "exp1" 4 60 "graphed-probability" "pro-out" 70 30 26 75 70 30 25 75 1 1410 26 1
"1108" "exp1" 5 1 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 1 931 24 1
"1108" "exp1" 5 2 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 2 1230 65 1
"1108" "exp1" 5 3 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 556 0 0
"1108" "exp1" 5 4 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 1800 0 0
"1108" "exp1" 5 5 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 921 0 0
"1108" "exp1" 5 6 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1596 80 1
"1108" "exp1" 5 7 "graphed-probability" "pro-out" 80 20 15 83 80 20 15 85 2 1350 0 0
"1108" "exp1" 5 8 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 508 75 1
"1108" "exp1" 5 9 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 1 450 0 0
"1108" "exp1" 5 10 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 1139 45 1
"1108" "exp1" 5 11 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1519 20 1
"1108" "exp1" 5 12 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 1 608 43 1
"1108" "exp1" 5 13 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1112 0 0
"1108" "exp1" 5 14 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 2 651 64 1
"1108" "exp1" 5 15 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 712 0 0
"1108" "exp1" 5 16 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 628 0 0
"1108" "exp1" 5 17 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 982 66 1
"1108" "exp1" 5 18 "graphed-probability" "pro-out" 70 30 26 77 70 30 25 75 2 837 0 0
"1108" "exp1" 5 19 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 2 1129 0 0
"1108" "exp1" 5 20 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1198 0 0
"1108" "exp1" 5 21 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 1 1114 26 1
"1108" "exp1" 5 22 "graphed-probability" "congruent" 70 30 77 26 70 30 75 25 1 682 77 1
"1108" "exp1" 5 23 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 2 696 0 0
"1108" "exp1" 5 24 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 599 66 1
"1108" "exp1" 5 25 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 2 951 0 0
"1108" "exp1" 5 26 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 624 64 1
"1108" "exp1" 5 27 "graphed-probability" "pro-out" 80 20 15 84 80 20 15 85 2 882 84 1
"1108" "exp1" 5 28 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 552 74 1
"1108" "exp1" 5 29 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 2 975 0 0
"1108" "exp1" 5 30 "graphed-probability" "pro-prob" 60 40 47 55 60 40 45 55 1 1607 47 1
"1108" "exp1" 5 31 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 903 0 0
"1108" "exp1" 5 32 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1340 20 1
"1108" "exp1" 5 33 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 2 1007 0 0
"1108" "exp1" 5 34 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 2 926 83 1
"1108" "exp1" 5 35 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 690 76 1
"1108" "exp1" 5 36 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 618 30 1
"1108" "exp1" 5 37 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 1318 35 1
"1108" "exp1" 5 38 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 975 20 1
"1108" "exp1" 5 39 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 746 66 1
"1108" "exp1" 5 40 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 1 894 46 1
"1108" "exp1" 5 41 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 691 44 1
"1108" "exp1" 5 42 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 2 1153 0 0
"1108" "exp1" 5 43 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 2 1785 0 0
"1108" "exp1" 5 44 "graphed-probability" "pro-prob" 60 40 47 54 60 40 45 55 1 987 47 1
"1108" "exp1" 5 45 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 539 75 1
"1108" "exp1" 5 46 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 2 704 0 0
"1108" "exp1" 5 47 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 627 60 1
"1108" "exp1" 5 48 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 1285 23 1
"1108" "exp1" 5 49 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 521 77 1
"1108" "exp1" 5 50 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 690 30 1
"1108" "exp1" 5 51 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 2 1425 0 0
"1108" "exp1" 5 52 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 1 1583 0 0
"1108" "exp1" 5 53 "graphed-probability" "pro-prob" 80 20 23 75 80 20 25 75 1 924 23 1
"1108" "exp1" 5 54 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 599 77 1
"1108" "exp1" 5 55 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 1 1065 35 1
"1108" "exp1" 5 56 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 660 0 0
"1108" "exp1" 5 57 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 1 847 23 1
"1108" "exp1" 5 58 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 2 851 87 1
"1108" "exp1" 5 59 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 541 0 0
"1108" "exp1" 5 60 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 601 67 1
"1108" "exp1" 6 1 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1344 0 0
"1108" "exp1" 6 2 "graphed-probability" "congruent" 80 20 74 26 80 20 75 25 1 577 74 1
"1108" "exp1" 6 3 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 933 20 1
"1108" "exp1" 6 4 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 1462 35 1
"1108" "exp1" 6 5 "graphed-probability" "congruent" 70 30 63 37 70 30 65 35 1 612 63 1
"1108" "exp1" 6 6 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 2 763 84 1
"1108" "exp1" 6 7 "graphed-probability" "pro-out" 70 30 23 74 70 30 25 75 1 1165 23 1
"1108" "exp1" 6 8 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 2 1596 0 0
"1108" "exp1" 6 9 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 738 46 1
"1108" "exp1" 6 10 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1022 0 0
"1108" "exp1" 6 11 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 2 1131 65 1
"1108" "exp1" 6 12 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 592 73 1
"1108" "exp1" 6 13 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 2 1216 64 1
"1108" "exp1" 6 14 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 1 517 17 1
"1108" "exp1" 6 15 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 839 74 1
"1108" "exp1" 6 16 "graphed-probability" "pro-prob" 80 20 43 54 80 20 45 55 1 669 43 1
"1108" "exp1" 6 17 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 803 0 0
"1108" "exp1" 6 18 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 1 1169 26 1
"1108" "exp1" 6 19 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 1 1167 33 1
"1108" "exp1" 6 20 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 1 1230 47 1
"1108" "exp1" 6 21 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 2 705 0 0
"1108" "exp1" 6 22 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 1 1442 25 1
"1108" "exp1" 6 23 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 839 75 1
"1108" "exp1" 6 24 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 2 821 0 0
"1108" "exp1" 6 25 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 603 0 0
"1108" "exp1" 6 26 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 847 20 1
"1108" "exp1" 6 27 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 693 25 1
"1108" "exp1" 6 28 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1254 0 0
"1108" "exp1" 6 29 "graphed-probability" "pro-prob" 80 20 45 56 80 20 45 55 1 637 45 1
"1108" "exp1" 6 30 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 1 1288 44 1
"1108" "exp1" 6 31 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 2 711 0 0
"1108" "exp1" 6 32 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 986 20 1
"1108" "exp1" 6 33 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 620 0 0
"1108" "exp1" 6 34 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 1 824 26 1
"1108" "exp1" 6 35 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 1 712 27 1
"1108" "exp1" 6 36 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 809 65 1
"1108" "exp1" 6 37 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 573 66 1
"1108" "exp1" 6 38 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 1 692 35 1
"1108" "exp1" 6 39 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 2 1271 67 1
"1108" "exp1" 6 40 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 982 0 0
"1108" "exp1" 6 41 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 1 621 74 1
"1108" "exp1" 6 42 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 572 63 1
"1108" "exp1" 6 43 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 702 47 1
"1108" "exp1" 6 44 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1719 40 1
"1108" "exp1" 6 45 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 618 74 1
"1108" "exp1" 6 46 "graphed-probability" "pro-out" 80 20 15 86 80 20 15 85 1 1094 15 1
"1108" "exp1" 6 47 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 625 0 0
"1108" "exp1" 6 48 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1071 40 1
"1108" "exp1" 6 49 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 507 67 1
"1108" "exp1" 6 50 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 1 688 16 1
"1108" "exp1" 6 51 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 558 74 1
"1108" "exp1" 6 52 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 1 571 23 1
"1108" "exp1" 6 53 "graphed-probability" "congruent" 70 30 77 24 70 30 75 25 1 604 77 1
"1108" "exp1" 6 54 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 1 708 16 1
"1108" "exp1" 6 55 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 1 594 0 0
"1108" "exp1" 6 56 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 1 788 0 0
"1108" "exp1" 6 57 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 796 40 1
"1108" "exp1" 6 58 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 1 874 45 1
"1108" "exp1" 6 59 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1322 30 1
"1108" "exp1" 6 60 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 1 573 0 0
"1108" "exp1" 7 1 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 585 44 1
"1108" "exp1" 7 2 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 868 45 1
"1108" "exp1" 7 3 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 1 813 17 1
"1108" "exp1" 7 4 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 1262 0 0
"1108" "exp1" 7 5 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 1 990 24 1
"1108" "exp1" 7 6 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 1 725 0 0
"1108" "exp1" 7 7 "graphed-probability" "congruent" 60 40 64 34 60 40 65 35 1 834 0 0
"1108" "exp1" 7 8 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 1 847 16 1
"1108" "exp1" 7 9 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 663 75 1
"1108" "exp1" 7 10 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 1 619 24 1
"1108" "exp1" 7 11 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 547 65 1
"1108" "exp1" 7 12 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 607 0 0
"1108" "exp1" 7 13 "graphed-probability" "pro-out" 80 20 17 83 80 20 15 85 1 1035 17 1
"1108" "exp1" 7 14 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 818 40 1
"1108" "exp1" 7 15 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 1 578 37 1
"1108" "exp1" 7 16 "graphed-probability" "pro-prob" 70 30 37 63 70 30 35 65 1 592 0 0
"1108" "exp1" 7 17 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 1 1716 36 1
"1108" "exp1" 7 18 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 1 526 46 1
"1108" "exp1" 7 19 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 1 738 24 1
"1108" "exp1" 7 20 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 681 40 1
"1108" "exp1" 7 21 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 1 751 46 1
"1108" "exp1" 7 22 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 631 25 1
"1108" "exp1" 7 23 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 528 67 1
"1108" "exp1" 7 24 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 1 757 26 1
"1108" "exp1" 7 25 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 1 917 26 1
"1108" "exp1" 7 26 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 2 1171 84 1
"1108" "exp1" 7 27 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 633 30 1
"1108" "exp1" 7 28 "graphed-probability" "pro-out" 60 40 15 86 60 40 15 85 2 1286 0 0
"1108" "exp1" 7 29 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 711 76 1
"1108" "exp1" 7 30 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 1 624 27 1
"1108" "exp1" 7 31 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 1 1137 0 0
"1108" "exp1" 7 32 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 1 603 46 1
"1108" "exp1" 7 33 "graphed-probability" "pro-out" 60 40 34 66 60 40 35 65 2 1223 66 1
"1108" "exp1" 7 34 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 827 0 0
"1108" "exp1" 7 35 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 568 36 1
"1108" "exp1" 7 36 "graphed-probability" "pro-out" 70 30 26 77 70 30 25 75 1 815 0 0
"1108" "exp1" 7 37 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1467 40 1
"1108" "exp1" 7 38 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 636 0 0
"1108" "exp1" 7 39 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 630 66 1
"1108" "exp1" 7 40 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 938 40 1
"1108" "exp1" 7 41 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 574 46 1
"1108" "exp1" 7 42 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1146 30 1
"1108" "exp1" 7 43 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 535 20 1
"1108" "exp1" 7 44 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 1 515 0 0
"1108" "exp1" 7 45 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 788 20 1
"1108" "exp1" 7 46 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 676 30 1
"1108" "exp1" 7 47 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 583 0 0
"1108" "exp1" 7 48 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 740 75 1
"1108" "exp1" 7 49 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 646 0 0
"1108" "exp1" 7 50 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 543 20 1
"1108" "exp1" 7 51 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 609 73 1
"1108" "exp1" 7 52 "graphed-probability" "congruent" 80 20 76 25 80 20 75 25 1 565 76 1
"1108" "exp1" 7 53 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 1 770 67 1
"1108" "exp1" 7 54 "graphed-probability" "pro-out" 60 40 14 83 60 40 15 85 2 852 83 1
"1108" "exp1" 7 55 "graphed-probability" "pro-out" 60 40 37 67 60 40 35 65 2 1695 0 0
"1108" "exp1" 7 56 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 670 66 1
"1108" "exp1" 7 57 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 1 762 33 1
"1108" "exp1" 7 58 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 633 0 0
"1108" "exp1" 7 59 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 2 1107 0 0
"1108" "exp1" 7 60 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 1162 0 0
"1108" "exp1" 8 1 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 1 536 37 1
"1108" "exp1" 8 2 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 2 907 67 1
"1108" "exp1" 8 3 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 1 510 27 1
"1108" "exp1" 8 4 "graphed-probability" "congruent" 70 30 66 34 70 30 65 35 1 1176 0 0
"1108" "exp1" 8 5 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 1 977 24 1
"1108" "exp1" 8 6 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 651 0 0
"1108" "exp1" 8 7 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1071 0 0
"1108" "exp1" 8 8 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 2 1258 64 1
"1108" "exp1" 8 9 "graphed-probability" "pro-out" 70 30 25 77 70 30 25 75 2 1291 0 0
"1108" "exp1" 8 10 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 798 45 1
"1108" "exp1" 8 11 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 1790 25 1
"1108" "exp1" 8 12 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 2 984 0 0
"1108" "exp1" 8 13 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 855 60 1
"1108" "exp1" 8 14 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 2 882 56 1
"1108" "exp1" 8 15 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 945 46 1
"1108" "exp1" 8 16 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1195 20 1
"1108" "exp1" 8 17 "graphed-probability" "pro-out" 70 30 27 77 70 30 25 75 1 1497 27 1
"1108" "exp1" 8 18 "graphed-probability" "pro-prob" 60 40 47 53 60 40 45 55 2 1251 0 0
"1108" "exp1" 8 19 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 661 73 1
"1108" "exp1" 8 20 "graphed-probability" "congruent" 80 20 73 25 80 20 75 25 1 662 0 0
"1108" "exp1" 8 21 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 1 2042 0 0
"1108" "exp1" 8 22 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 827 63 1
"1108" "exp1" 8 23 "graphed-probability" "pro-out" 60 40 13 83 60 40 15 85 2 868 83 1
"1108" "exp1" 8 24 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1676 20 1
"1108" "exp1" 8 25 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 650 0 0
"1108" "exp1" 8 26 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 2 829 0 0
"1108" "exp1" 8 27 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 821 46 1
"1108" "exp1" 8 28 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 865 47 1
"1108" "exp1" 8 29 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 2 1219 0 0
"1108" "exp1" 8 30 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 2 1381 0 0
"1108" "exp1" 8 31 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 2 805 0 0
"1108" "exp1" 8 32 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1094 0 0
"1108" "exp1" 8 33 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 2 812 0 0
"1108" "exp1" 8 34 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 2 1150 0 0
"1108" "exp1" 8 35 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 2 1490 77 1
"1108" "exp1" 8 36 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1395 60 1
"1108" "exp1" 8 37 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1250 0 0
"1108" "exp1" 8 38 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 912 0 0
"1108" "exp1" 8 39 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 702 76 1
"1108" "exp1" 8 40 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 824 0 0
"1108" "exp1" 8 41 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 1 1324 0 0
"1108" "exp1" 8 42 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 2 1054 0 0
"1108" "exp1" 8 43 "graphed-probability" "pro-prob" 60 40 47 53 60 40 45 55 2 1866 0 0
"1108" "exp1" 8 44 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 2691 0 0
"1108" "exp1" 8 45 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 989 0 0
"1108" "exp1" 8 46 "graphed-probability" "congruent" 60 40 64 37 60 40 65 35 1 577 64 1
"1108" "exp1" 8 47 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1165 30 1
"1108" "exp1" 8 48 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 2 1526 0 0
"1108" "exp1" 8 49 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 769 75 1
"1108" "exp1" 8 50 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1053 0 0
"1108" "exp1" 8 51 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 577 63 1
"1108" "exp1" 8 52 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1346 20 1
"1108" "exp1" 8 53 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 862 65 1
"1108" "exp1" 8 54 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 1 1636 0 0
"1108" "exp1" 8 55 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 608 74 1
"1108" "exp1" 8 56 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 687 65 1
"1108" "exp1" 8 57 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 1292 36 1
"1108" "exp1" 8 58 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 1112 0 0
"1108" "exp1" 8 59 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 2 1081 0 0
"1108" "exp1" 8 60 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 714 0 0
"1108" "exp1" 9 1 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 1 880 24 1
"1108" "exp1" 9 2 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 804 30 1
"1108" "exp1" 9 3 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1433 0 0
"1108" "exp1" 9 4 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 1 873 15 1
"1108" "exp1" 9 5 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 1 918 24 1
"1108" "exp1" 9 6 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 1 1308 16 1
"1108" "exp1" 9 7 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 762 43 1
"1108" "exp1" 9 8 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 1 1625 47 1
"1108" "exp1" 9 9 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1043 0 0
"1108" "exp1" 9 10 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 2 1021 0 0
"1108" "exp1" 9 11 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 1 656 45 1
"1108" "exp1" 9 12 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 789 76 1
"1108" "exp1" 9 13 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 563 63 1
"1108" "exp1" 9 14 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 1 845 45 1
"1108" "exp1" 9 15 "graphed-probability" "pro-out" 70 30 26 75 70 30 25 75 1 1466 26 1
"1108" "exp1" 9 16 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 855 30 1
"1108" "exp1" 9 17 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 1 1311 17 1
"1108" "exp1" 9 18 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 712 20 1
"1108" "exp1" 9 19 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 1 1817 0 0
"1108" "exp1" 9 20 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 815 73 1
"1108" "exp1" 9 21 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 858 35 1
"1108" "exp1" 9 22 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 1 845 15 1
"1108" "exp1" 9 23 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 577 76 1
"1108" "exp1" 9 24 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 861 20 1
"1108" "exp1" 9 25 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 835 0 0
"1108" "exp1" 9 26 "graphed-probability" "congruent" 80 20 74 26 80 20 75 25 1 629 74 1
"1108" "exp1" 9 27 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 1 1242 36 1
"1108" "exp1" 9 28 "graphed-probability" "pro-out" 70 30 25 74 70 30 25 75 1 678 0 0
"1108" "exp1" 9 29 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 1 1300 0 0
"1108" "exp1" 9 30 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 2 1220 0 0
"1108" "exp1" 9 31 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 2 1062 0 0
"1108" "exp1" 9 32 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 1 641 26 1
"1108" "exp1" 9 33 "graphed-probability" "pro-out" 60 40 15 86 60 40 15 85 2 1024 86 1
"1108" "exp1" 9 34 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 599 47 1
"1108" "exp1" 9 35 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 835 20 1
"1108" "exp1" 9 36 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 1 2014 0 0
"1108" "exp1" 9 37 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 622 30 1
"1108" "exp1" 9 38 "graphed-probability" "pro-out" 70 30 23 77 70 30 25 75 1 612 23 1
"1108" "exp1" 9 39 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 579 20 1
"1108" "exp1" 9 40 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 1 1291 44 1
"1108" "exp1" 9 41 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 1 1167 0 0
"1108" "exp1" 9 42 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 656 63 1
"1108" "exp1" 9 43 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 581 66 1
"1108" "exp1" 9 44 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 2738 0 0
"1108" "exp1" 9 45 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 598 67 1
"1108" "exp1" 9 46 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 585 30 1
"1108" "exp1" 9 47 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 560 0 0
"1108" "exp1" 9 48 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 1 625 26 1
"1108" "exp1" 9 49 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 996 0 0
"1108" "exp1" 9 50 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 525 74 1
"1108" "exp1" 9 51 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 589 74 1
"1108" "exp1" 9 52 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 533 73 1
"1108" "exp1" 9 53 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 482 65 1
"1108" "exp1" 9 54 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 1 622 0 0
"1108" "exp1" 9 55 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 579 25 1
"1108" "exp1" 9 56 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 470 0 0
"1108" "exp1" 9 57 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 1 543 45 1
"1108" "exp1" 9 58 "graphed-probability" "pro-out" 60 40 15 87 60 40 15 85 2 943 87 1
"1108" "exp1" 9 59 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 1 1621 35 1
"1108" "exp1" 9 60 "graphed-probability" "congruent" 60 40 65 35 60 40 65 35 1 683 0 0
"1108" "exp1" 10 1 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 2 631 67 1
"1108" "exp1" 10 2 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 550 73 1
"1108" "exp1" 10 3 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 687 24 1
"1108" "exp1" 10 4 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 550 34 1
"1108" "exp1" 10 5 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 2 1058 0 0
"1108" "exp1" 10 6 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 715 0 0
"1108" "exp1" 10 7 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 504 0 0
"1108" "exp1" 10 8 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 562 0 0
"1108" "exp1" 10 9 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 2 1653 0 0
"1108" "exp1" 10 10 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1735 40 1
"1108" "exp1" 10 11 "graphed-probability" "congruent" 80 20 77 25 80 20 75 25 1 555 0 0
"1108" "exp1" 10 12 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 2 866 87 1
"1108" "exp1" 10 13 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 1 693 0 0
"1108" "exp1" 10 14 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 1 689 26 1
"1108" "exp1" 10 15 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 2 1044 0 0
"1108" "exp1" 10 16 "graphed-probability" "pro-out" 60 40 14 83 60 40 15 85 2 839 83 1
"1108" "exp1" 10 17 "graphed-probability" "congruent" 60 40 64 33 60 40 65 35 1 1009 64 1
"1108" "exp1" 10 18 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 585 44 1
"1108" "exp1" 10 19 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 2 1210 65 1
"1108" "exp1" 10 20 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 1194 47 1
"1108" "exp1" 10 21 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 724 60 1
"1108" "exp1" 10 22 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 611 30 1
"1108" "exp1" 10 23 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 907 84 1
"1108" "exp1" 10 24 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 1 1493 0 0
"1108" "exp1" 10 25 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 820 0 0
"1108" "exp1" 10 26 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 684 67 1
"1108" "exp1" 10 27 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 1 1056 0 0
"1108" "exp1" 10 28 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 599 64 1
"1108" "exp1" 10 29 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 889 34 1
"1108" "exp1" 10 30 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 2 1369 0 0
"1108" "exp1" 10 31 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 1 767 24 1
"1108" "exp1" 10 32 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 616 75 1
"1108" "exp1" 10 33 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 583 47 1
"1108" "exp1" 10 34 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 863 30 1
"1108" "exp1" 10 35 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 509 0 0
"1108" "exp1" 10 36 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 1 930 24 1
"1108" "exp1" 10 37 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 2 1595 85 1
"1108" "exp1" 10 38 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 2 1304 0 0
"1108" "exp1" 10 39 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 961 0 0
"1108" "exp1" 10 40 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 1 580 0 0
"1108" "exp1" 10 41 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 888 40 1
"1108" "exp1" 10 42 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 2 1263 0 0
"1108" "exp1" 10 43 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 1097 36 1
"1108" "exp1" 10 44 "graphed-probability" "congruent" 80 20 77 25 80 20 75 25 1 517 77 1
"1108" "exp1" 10 45 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 634 0 0
"1108" "exp1" 10 46 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1054 20 1
"1108" "exp1" 10 47 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 2 1865 65 1
"1108" "exp1" 10 48 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 1 955 27 1
"1108" "exp1" 10 49 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 1 826 37 1
"1108" "exp1" 10 50 "graphed-probability" "pro-out" 80 20 15 83 80 20 15 85 2 1910 83 1
"1108" "exp1" 10 51 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 2548 0 0
"1108" "exp1" 10 52 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 948 0 0
"1108" "exp1" 10 53 "graphed-probability" "congruent" 70 30 75 27 70 30 75 25 1 629 75 1
"1108" "exp1" 10 54 "graphed-probability" "congruent" 60 40 64 37 60 40 65 35 1 839 64 1
"1108" "exp1" 10 55 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 863 20 1
"1108" "exp1" 10 56 "graphed-probability" "congruent" 80 20 77 25 80 20 75 25 1 659 77 1
"1108" "exp1" 10 57 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 2 1567 0 0
"1108" "exp1" 10 58 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 2 2108 56 1
"1108" "exp1" 10 59 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 622 23 1
"1108" "exp1" 10 60 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1223 0 0
"1108" "exp1" 11 1 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 923 30 1
"1108" "exp1" 11 2 "graphed-probability" "congruent" 80 20 76 25 80 20 75 25 1 600 76 1
"1108" "exp1" 11 3 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 465 76 1
"1108" "exp1" 11 4 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 2 816 63 1
"1108" "exp1" 11 5 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 2 707 0 0
"1108" "exp1" 11 6 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 2 1007 84 1
"1108" "exp1" 11 7 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 653 0 0
"1108" "exp1" 11 8 "graphed-probability" "pro-prob" 80 20 27 74 80 20 25 75 1 532 27 1
"1108" "exp1" 11 9 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1021 20 1
"1108" "exp1" 11 10 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 2 829 0 0
"1108" "exp1" 11 11 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 1 1718 0 0
"1108" "exp1" 11 12 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 689 44 1
"1108" "exp1" 11 13 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 1 1503 26 1
"1108" "exp1" 11 14 "graphed-probability" "pro-out" 70 30 25 77 70 30 25 75 2 1328 0 0
"1108" "exp1" 11 15 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 1390 37 1
"1108" "exp1" 11 16 "graphed-probability" "pro-out" 80 20 17 83 80 20 15 85 2 1354 0 0
"1108" "exp1" 11 17 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 686 0 0
"1108" "exp1" 11 18 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 1 553 0 0
"1108" "exp1" 11 19 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 635 77 1
"1108" "exp1" 11 20 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 848 0 0
"1108" "exp1" 11 21 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 631 64 1
"1108" "exp1" 11 22 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 536 73 1
"1108" "exp1" 11 23 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 619 67 1
"1108" "exp1" 11 24 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 444 0 0
"1108" "exp1" 11 25 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 1 903 0 0
"1108" "exp1" 11 26 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 2 870 0 0
"1108" "exp1" 11 27 "graphed-probability" "pro-out" 70 30 25 77 70 30 25 75 1 1062 25 1
"1108" "exp1" 11 28 "graphed-probability" "congruent" 80 20 74 26 80 20 75 25 1 508 74 1
"1108" "exp1" 11 29 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 669 84 1
"1108" "exp1" 11 30 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 1 777 14 1
"1108" "exp1" 11 31 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 1 1461 67 1
"1108" "exp1" 11 32 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 626 0 0
"1108" "exp1" 11 33 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 836 0 0
"1108" "exp1" 11 34 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 1 1446 0 0
"1108" "exp1" 11 35 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 1 1284 0 0
"1108" "exp1" 11 36 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 688 65 1
"1108" "exp1" 11 37 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 2 982 0 0
"1108" "exp1" 11 38 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1170 30 1
"1108" "exp1" 11 39 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1113 40 1
"1108" "exp1" 11 40 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1094 20 1
"1108" "exp1" 11 41 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 2 1034 0 0
"1108" "exp1" 11 42 "graphed-probability" "pro-out" 80 20 13 84 80 20 15 85 2 1381 0 0
"1108" "exp1" 11 43 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 1 987 26 1
"1108" "exp1" 11 44 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 706 20 1
"1108" "exp1" 11 45 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 2221 0 0
"1108" "exp1" 11 46 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 1 795 44 1
"1108" "exp1" 11 47 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1445 40 1
"1108" "exp1" 11 48 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 616 0 0
"1108" "exp1" 11 49 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 1 505 65 1
"1108" "exp1" 11 50 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 980 20 1
"1108" "exp1" 11 51 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 1 615 65 1
"1108" "exp1" 11 52 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 767 0 0
"1108" "exp1" 11 53 "graphed-probability" "pro-prob" 70 30 37 63 70 30 35 65 1 764 37 1
"1108" "exp1" 11 54 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 1 718 24 1
"1108" "exp1" 11 55 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1496 30 1
"1108" "exp1" 11 56 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1171 40 1
"1108" "exp1" 11 57 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 2 840 0 0
"1108" "exp1" 11 58 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 611 33 1
"1108" "exp1" 11 59 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 842 23 1
"1108" "exp1" 11 60 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1030 30 1
"1108" "exp1" 12 1 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 697 0 0
"1108" "exp1" 12 2 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 2 1164 0 0
"1108" "exp1" 12 3 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 2 1008 0 0
"1108" "exp1" 12 4 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 1 640 67 1
"1108" "exp1" 12 5 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 1 703 43 1
"1108" "exp1" 12 6 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 720 0 0
"1108" "exp1" 12 7 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 1 771 27 1
"1108" "exp1" 12 8 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1177 40 1
"1108" "exp1" 12 9 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 2 1319 66 1
"1108" "exp1" 12 10 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 605 76 1
"1108" "exp1" 12 11 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 1 942 45 1
"1108" "exp1" 12 12 "graphed-probability" "pro-out" 60 40 15 86 60 40 15 85 2 822 86 1
"1108" "exp1" 12 13 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 1127 0 0
"1108" "exp1" 12 14 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 568 73 1
"1108" "exp1" 12 15 "graphed-probability" "congruent" 70 30 75 27 70 30 75 25 1 556 75 1
"1108" "exp1" 12 16 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 2 623 85 1
"1108" "exp1" 12 17 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 585 73 1
"1108" "exp1" 12 18 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 1 1448 0 0
"1108" "exp1" 12 19 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 635 66 1
"1108" "exp1" 12 20 "graphed-probability" "pro-out" 80 20 13 84 80 20 15 85 2 1523 84 1
"1108" "exp1" 12 21 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 681 67 1
"1108" "exp1" 12 22 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 525 75 1
"1108" "exp1" 12 23 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 554 75 1
"1108" "exp1" 12 24 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 737 65 1
"1108" "exp1" 12 25 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 1 1385 0 0
"1108" "exp1" 12 26 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 658 67 1
"1108" "exp1" 12 27 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 2 1113 67 1
"1108" "exp1" 12 28 "graphed-probability" "pro-out" 70 30 23 77 70 30 25 75 2 980 77 1
"1108" "exp1" 12 29 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 2 611 0 0
"1108" "exp1" 12 30 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 1138 13 1
"1108" "exp1" 12 31 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 667 0 0
"1108" "exp1" 12 32 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 1299 36 1
"1108" "exp1" 12 33 "graphed-probability" "pro-prob" 80 20 43 56 80 20 45 55 1 548 43 1
"1108" "exp1" 12 34 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 639 30 1
"1108" "exp1" 12 35 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 883 24 1
"1108" "exp1" 12 36 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 931 20 1
"1108" "exp1" 12 37 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 3281 0 0
"1108" "exp1" 12 38 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 647 43 1
"1108" "exp1" 12 39 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1258 40 1
"1108" "exp1" 12 40 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 675 30 1
"1108" "exp1" 12 41 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 508 65 1
"1108" "exp1" 12 42 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 1 798 17 1
"1108" "exp1" 12 43 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 2 1329 85 1
"1108" "exp1" 12 44 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 536 77 1
"1108" "exp1" 12 45 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 1 809 35 1
"1108" "exp1" 12 46 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 492 43 1
"1108" "exp1" 12 47 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 1 555 24 1
"1108" "exp1" 12 48 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 1 554 27 1
"1108" "exp1" 12 49 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 509 45 1
"1108" "exp1" 12 50 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 538 66 1
"1108" "exp1" 12 51 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 850 40 1
"1108" "exp1" 12 52 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 602 30 1
"1108" "exp1" 12 53 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 2 616 0 0
"1108" "exp1" 12 54 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 469 25 1
"1108" "exp1" 12 55 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 772 20 1
"1108" "exp1" 12 56 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 477 20 1
"1108" "exp1" 12 57 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 1 2103 24 1
"1108" "exp1" 12 58 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 525 0 0
"1108" "exp1" 12 59 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 2 1333 0 0
"1108" "exp1" 12 60 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 637 74 1
"1108" "exp1" 13 1 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 553 64 1
"1108" "exp1" 13 2 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 1 466 27 1
"1108" "exp1" 13 3 "graphed-probability" "congruent" 60 40 64 34 60 40 65 35 1 481 0 0
"1108" "exp1" 13 4 "graphed-probability" "pro-out" 80 20 17 83 80 20 15 85 2 987 0 0
"1108" "exp1" 13 5 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 1 651 23 1
"1108" "exp1" 13 6 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 647 0 0
"1108" "exp1" 13 7 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 512 36 1
"1108" "exp1" 13 8 "graphed-probability" "pro-out" 70 30 23 77 70 30 25 75 1 567 0 0
"1108" "exp1" 13 9 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 549 0 0
"1108" "exp1" 13 10 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 2 825 56 1
"1108" "exp1" 13 11 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 655 20 1
"1108" "exp1" 13 12 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 2 802 0 0
"1108" "exp1" 13 13 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 536 35 1
"1108" "exp1" 13 14 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 705 0 0
"1108" "exp1" 13 15 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 1 838 24 1
"1108" "exp1" 13 16 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1104 0 0
"1108" "exp1" 13 17 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 1 518 26 1
"1108" "exp1" 13 18 "graphed-probability" "congruent" 80 20 77 24 80 20 75 25 1 483 77 1
"1108" "exp1" 13 19 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 2 814 0 0
"1108" "exp1" 13 20 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 704 75 1
"1108" "exp1" 13 21 "graphed-probability" "pro-out" 80 20 15 83 80 20 15 85 1 1718 15 1
"1108" "exp1" 13 22 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 1 901 0 0
"1108" "exp1" 13 23 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 461 43 1
"1108" "exp1" 13 24 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 664 76 1
"1108" "exp1" 13 25 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 574 84 1
"1108" "exp1" 13 26 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 612 77 1
"1108" "exp1" 13 27 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 490 0 0
"1108" "exp1" 13 28 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 2 650 0 0
"1108" "exp1" 13 29 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 501 0 0
"1108" "exp1" 13 30 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 2 732 0 0
"1108" "exp1" 13 31 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 672 0 0
"1108" "exp1" 13 32 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 1 1066 27 1
"1108" "exp1" 13 33 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1131 40 1
"1108" "exp1" 13 34 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 2 967 0 0
"1108" "exp1" 13 35 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 2 865 0 0
"1108" "exp1" 13 36 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 519 0 0
"1108" "exp1" 13 37 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 513 40 1
"1108" "exp1" 13 38 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 1 647 33 1
"1108" "exp1" 13 39 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 552 0 0
"1108" "exp1" 13 40 "graphed-probability" "congruent" 70 30 64 35 70 30 65 35 1 642 0 0
"1108" "exp1" 13 41 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 504 66 1
"1108" "exp1" 13 42 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 1 700 67 1
"1108" "exp1" 13 43 "graphed-probability" "pro-prob" 80 20 43 56 80 20 45 55 1 571 0 0
"1108" "exp1" 13 44 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 687 20 1
"1108" "exp1" 13 45 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 465 45 1
"1108" "exp1" 13 46 "graphed-probability" "congruent" 70 30 63 37 70 30 65 35 1 502 0 0
"1108" "exp1" 13 47 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 1 501 67 1
"1108" "exp1" 13 48 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 511 47 1
"1108" "exp1" 13 49 "graphed-probability" "pro-out" 80 20 13 84 80 20 15 85 2 1030 0 0
"1108" "exp1" 13 50 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 601 66 1
"1108" "exp1" 13 51 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 707 0 0
"1108" "exp1" 13 52 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 505 36 1
"1108" "exp1" 13 53 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 528 30 1
"1108" "exp1" 13 54 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 2 699 0 0
"1108" "exp1" 13 55 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 2 640 0 0
"1108" "exp1" 13 56 "graphed-probability" "pro-out" 70 30 23 77 70 30 25 75 1 738 0 0
"1108" "exp1" 13 57 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 521 0 0
"1108" "exp1" 13 58 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 1 578 46 1
"1108" "exp1" 13 59 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 615 20 1
"1108" "exp1" 13 60 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 1 735 0 0
"1108" "exp1" 14 1 "graphed-probability" "congruent" 60 40 67 33 60 40 65 35 1 1578 0 0
"1108" "exp1" 14 2 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 552 75 1
"1108" "exp1" 14 3 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1079 0 0
"1108" "exp1" 14 4 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 579 25 1
"1108" "exp1" 14 5 "graphed-probability" "pro-out" 60 40 36 63 60 40 35 65 1 1005 0 0
"1108" "exp1" 14 6 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 2 729 83 1
"1108" "exp1" 14 7 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 525 20 1
"1108" "exp1" 14 8 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 548 30 1
"1108" "exp1" 14 9 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 563 45 1
"1108" "exp1" 14 10 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 688 37 1
"1108" "exp1" 14 11 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 614 20 1
"1108" "exp1" 14 12 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 758 20 1
"1108" "exp1" 14 13 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1671 0 0
"1108" "exp1" 14 14 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 1 678 45 1
"1108" "exp1" 14 15 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 545 73 1
"1108" "exp1" 14 16 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 2 817 0 0
"1108" "exp1" 14 17 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 2 1535 0 0
"1108" "exp1" 14 18 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 687 0 0
"1108" "exp1" 14 19 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 534 73 1
"1108" "exp1" 14 20 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 922 0 0
"1108" "exp1" 14 21 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 1 529 45 1
"1108" "exp1" 14 22 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 2 856 0 0
"1108" "exp1" 14 23 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 2 1430 0 0
"1108" "exp1" 14 24 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 1 820 76 1
"1108" "exp1" 14 25 "graphed-probability" "pro-out" 70 30 25 77 70 30 25 75 1 762 25 1
"1108" "exp1" 14 26 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 769 63 1
"1108" "exp1" 14 27 "graphed-probability" "congruent" 60 40 63 35 60 40 65 35 1 635 0 0
"1108" "exp1" 14 28 "graphed-probability" "congruent" 70 30 77 24 70 30 75 25 1 455 77 1
"1108" "exp1" 14 29 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 526 63 1
"1108" "exp1" 14 30 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 1 658 0 0
"1108" "exp1" 14 31 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 1 857 26 1
"1108" "exp1" 14 32 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 1 1124 45 1
"1108" "exp1" 14 33 "graphed-probability" "pro-out" 70 30 23 77 70 30 25 75 1 1201 23 1
"1108" "exp1" 14 34 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 665 0 0
"1108" "exp1" 14 35 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 817 36 1
"1108" "exp1" 14 36 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 1 779 0 0
"1108" "exp1" 14 37 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1253 0 0
"1108" "exp1" 14 38 "graphed-probability" "congruent" 80 20 76 24 80 20 75 25 1 534 76 1
"1108" "exp1" 14 39 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 517 0 0
"1108" "exp1" 14 40 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 1 526 0 0
"1108" "exp1" 14 41 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 695 60 1
"1108" "exp1" 14 42 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 2 905 0 0
"1108" "exp1" 14 43 "graphed-probability" "congruent" 80 20 77 25 80 20 75 25 1 496 77 1
"1108" "exp1" 14 44 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 2 773 0 0
"1108" "exp1" 14 45 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 1 2167 0 0
"1108" "exp1" 14 46 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 1 702 0 0
"1108" "exp1" 14 47 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 1 948 0 0
"1108" "exp1" 14 48 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 1 654 26 1
"1108" "exp1" 14 49 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 477 76 1
"1108" "exp1" 14 50 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 2 1177 67 1
"1108" "exp1" 14 51 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 509 44 1
"1108" "exp1" 14 52 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 703 30 1
"1108" "exp1" 14 53 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 1 803 46 1
"1108" "exp1" 14 54 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 540 0 0
"1108" "exp1" 14 55 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 514 63 1
"1108" "exp1" 14 56 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 1 492 24 1
"1108" "exp1" 14 57 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 2 705 0 0
"1108" "exp1" 14 58 "graphed-probability" "pro-out" 80 20 15 86 80 20 15 85 1 466 15 1
"1108" "exp1" 14 59 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 571 23 1
"1108" "exp1" 14 60 "graphed-probability" "pro-prob" 80 20 43 54 80 20 45 55 1 561 43 1
"1108" "exp1" 15 1 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 481 47 1
"1108" "exp1" 15 2 "graphed-probability" "pro-prob" 80 20 43 54 80 20 45 55 1 450 43 1
"1108" "exp1" 15 3 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 542 25 1
"1108" "exp1" 15 4 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 579 30 1
"1108" "exp1" 15 5 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1407 0 0
"1108" "exp1" 15 6 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 509 40 1
"1108" "exp1" 15 7 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 1 1504 16 1
"1108" "exp1" 15 8 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 795 0 0
"1108" "exp1" 15 9 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 444 63 1
"1108" "exp1" 15 10 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 787 0 0
"1108" "exp1" 15 11 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 1 608 0 0
"1108" "exp1" 15 12 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 1 896 33 1
"1108" "exp1" 15 13 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 1 606 25 1
"1108" "exp1" 15 14 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 1 802 43 1
"1108" "exp1" 15 15 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 852 0 0
"1108" "exp1" 15 16 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 1 746 45 1
"1108" "exp1" 15 17 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 509 20 1
"1108" "exp1" 15 18 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 509 0 0
"1108" "exp1" 15 19 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1047 20 1
"1108" "exp1" 15 20 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 1 975 0 0
"1108" "exp1" 15 21 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 1 606 23 1
"1108" "exp1" 15 22 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 474 30 1
"1108" "exp1" 15 23 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 1 663 33 1
"1108" "exp1" 15 24 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 507 77 1
"1108" "exp1" 15 25 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 1 855 0 0
"1108" "exp1" 15 26 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 2 893 0 0
"1108" "exp1" 15 27 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 890 0 0
"1108" "exp1" 15 28 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 1076 0 0
"1108" "exp1" 15 29 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 1 716 24 1
"1108" "exp1" 15 30 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 676 0 0
"1108" "exp1" 15 31 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 463 64 1
"1108" "exp1" 15 32 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 614 74 1
"1108" "exp1" 15 33 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 572 47 1
"1108" "exp1" 15 34 "graphed-probability" "congruent" 60 40 64 33 60 40 65 35 1 657 64 1
"1108" "exp1" 15 35 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 479 45 1
"1108" "exp1" 15 36 "graphed-probability" "congruent" 80 20 75 25 80 20 75 25 1 478 75 1
"1108" "exp1" 15 37 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 429 47 1
"1108" "exp1" 15 38 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 449 77 1
"1108" "exp1" 15 39 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 1 1034 0 0
"1108" "exp1" 15 40 "graphed-probability" "pro-out" 80 20 13 84 80 20 15 85 1 442 13 1
"1108" "exp1" 15 41 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 515 20 1
"1108" "exp1" 15 42 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1055 0 0
"1108" "exp1" 15 43 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 583 76 1
"1108" "exp1" 15 44 "graphed-probability" "pro-prob" 80 20 25 76 80 20 25 75 1 790 25 1
"1108" "exp1" 15 45 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 494 20 1
"1108" "exp1" 15 46 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 884 76 1
"1108" "exp1" 15 47 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 653 0 0
"1108" "exp1" 15 48 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 1 652 23 1
"1108" "exp1" 15 49 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 1 512 14 1
"1108" "exp1" 15 50 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 594 73 1
"1108" "exp1" 15 51 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 2 1152 0 0
"1108" "exp1" 15 52 "graphed-probability" "pro-out" 70 30 23 74 70 30 25 75 1 680 23 1
"1108" "exp1" 15 53 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 1 1426 14 1
"1108" "exp1" 15 54 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 1 724 33 1
"1108" "exp1" 15 55 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 1 715 25 1
"1108" "exp1" 15 56 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 606 64 1
"1108" "exp1" 15 57 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 2 753 0 0
"1108" "exp1" 15 58 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 549 34 1
"1108" "exp1" 15 59 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 521 63 1
"1108" "exp1" 15 60 "graphed-probability" "congruent" 70 30 77 26 70 30 75 25 1 543 0 0
"1108" "exp1" 16 1 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 1 1082 46 1
"1108" "exp1" 16 2 "graphed-probability" "pro-prob" 80 20 43 54 80 20 45 55 1 458 43 1
"1108" "exp1" 16 3 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 1 653 0 0
"1108" "exp1" 16 4 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 468 20 1
"1108" "exp1" 16 5 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 490 0 0
"1108" "exp1" 16 6 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 2 840 0 0
"1108" "exp1" 16 7 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 566 45 1
"1108" "exp1" 16 8 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 1 480 25 1
"1108" "exp1" 16 9 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 437 44 1
"1108" "exp1" 16 10 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 759 30 1
"1108" "exp1" 16 11 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 575 74 1
"1108" "exp1" 16 12 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 1 587 46 1
"1108" "exp1" 16 13 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 2 692 85 1
"1108" "exp1" 16 14 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 1 535 24 1
"1108" "exp1" 16 15 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 1 443 77 1
"1108" "exp1" 16 16 "graphed-probability" "pro-out" 80 20 15 84 80 20 15 85 1 1575 15 1
"1108" "exp1" 16 17 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 676 65 1
"1108" "exp1" 16 18 "graphed-probability" "pro-out" 60 40 36 63 60 40 35 65 2 495 0 0
"1108" "exp1" 16 19 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 487 64 1
"1108" "exp1" 16 20 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 2 1358 0 0
"1108" "exp1" 16 21 "graphed-probability" "pro-out" 70 30 23 74 70 30 25 75 1 1160 0 0
"1108" "exp1" 16 22 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 807 66 1
"1108" "exp1" 16 23 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1029 40 1
"1108" "exp1" 16 24 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 597 0 0
"1108" "exp1" 16 25 "graphed-probability" "pro-out" 60 40 14 83 60 40 15 85 2 817 83 1
"1108" "exp1" 16 26 "graphed-probability" "pro-prob" 80 20 43 56 80 20 45 55 1 577 0 0
"1108" "exp1" 16 27 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 478 75 1
"1108" "exp1" 16 28 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 442 20 1
"1108" "exp1" 16 29 "graphed-probability" "pro-out" 60 40 35 67 60 40 35 65 1 1240 35 1
"1108" "exp1" 16 30 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 773 0 0
"1108" "exp1" 16 31 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 557 0 0
"1108" "exp1" 16 32 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 2 768 85 1
"1108" "exp1" 16 33 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1205 0 0
"1108" "exp1" 16 34 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 601 0 0
"1108" "exp1" 16 35 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 1 551 0 0
"1108" "exp1" 16 36 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 854 40 1
"1108" "exp1" 16 37 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 2 1177 0 0
"1108" "exp1" 16 38 "graphed-probability" "pro-out" 60 40 15 86 60 40 15 85 2 787 0 0
"1108" "exp1" 16 39 "graphed-probability" "pro-out" 70 30 25 77 70 30 25 75 1 535 0 0
"1108" "exp1" 16 40 "graphed-probability" "congruent" 60 40 65 35 60 40 65 35 1 1292 65 1
"1108" "exp1" 16 41 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 800 65 1
"1108" "exp1" 16 42 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 571 67 1
"1108" "exp1" 16 43 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 2 708 0 0
"1108" "exp1" 16 44 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 813 76 1
"1108" "exp1" 16 45 "graphed-probability" "congruent" 60 40 64 37 60 40 65 35 1 603 0 0
"1108" "exp1" 16 46 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 1 514 26 1
"1108" "exp1" 16 47 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 526 0 0
"1108" "exp1" 16 48 "graphed-probability" "pro-prob" 70 30 36 66 70 30 35 65 1 538 36 1
"1108" "exp1" 16 49 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 1 1578 0 0
"1108" "exp1" 16 50 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 1025 36 1
"1108" "exp1" 16 51 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 948 40 1
"1108" "exp1" 16 52 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 743 0 0
"1108" "exp1" 16 53 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 1 509 23 1
"1108" "exp1" 16 54 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1073 20 1
"1108" "exp1" 16 55 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 1 1030 33 1
"1108" "exp1" 16 56 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 706 73 1
"1108" "exp1" 16 57 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 1 1051 0 0
"1108" "exp1" 16 58 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 1 637 0 0
"1108" "exp1" 16 59 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 492 73 1
"1108" "exp1" 16 60 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 681 20 1
"1108" "exp1" 17 1 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 2 763 84 1
"1108" "exp1" 17 2 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1374 60 1
"1108" "exp1" 17 3 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 686 66 1
"1108" "exp1" 17 4 "graphed-probability" "congruent" 70 30 64 35 70 30 65 35 1 1021 64 1
"1108" "exp1" 17 5 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 2 1236 0 0
"1108" "exp1" 17 6 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 876 64 1
"1108" "exp1" 17 7 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1244 0 0
"1108" "exp1" 17 8 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 728 20 1
"1108" "exp1" 17 9 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 786 63 1
"1108" "exp1" 17 10 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 674 0 0
"1108" "exp1" 17 11 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 783 60 1
"1108" "exp1" 17 12 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 1 903 0 0
"1108" "exp1" 17 13 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 922 0 0
"1108" "exp1" 17 14 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 1018 46 1
"1108" "exp1" 17 15 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 674 74 1
"1108" "exp1" 17 16 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 653 73 1
"1108" "exp1" 17 17 "graphed-probability" "pro-prob" 80 20 23 75 80 20 25 75 1 569 23 1
"1108" "exp1" 17 18 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 2 1323 74 1
"1108" "exp1" 17 19 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 616 30 1
"1108" "exp1" 17 20 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 1 586 77 1
"1108" "exp1" 17 21 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 860 30 1
"1108" "exp1" 17 22 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 1 865 77 1
"1108" "exp1" 17 23 "graphed-probability" "pro-prob" 80 20 27 74 80 20 25 75 1 1338 27 1
"1108" "exp1" 17 24 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1172 30 1
"1108" "exp1" 17 25 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 769 20 1
"1108" "exp1" 17 26 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 788 63 1
"1108" "exp1" 17 27 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 1606 36 1
"1108" "exp1" 17 28 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 2 972 67 1
"1108" "exp1" 17 29 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 1439 25 1
"1108" "exp1" 17 30 "graphed-probability" "pro-out" 70 30 25 74 70 30 25 75 1 2206 0 0
"1108" "exp1" 17 31 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 2 848 0 0
"1108" "exp1" 17 32 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 2 974 0 0
"1108" "exp1" 17 33 "graphed-probability" "pro-prob" 80 20 25 76 80 20 25 75 1 2034 0 0
"1108" "exp1" 17 34 "graphed-probability" "pro-out" 60 40 37 67 60 40 35 65 2 1269 0 0
"1108" "exp1" 17 35 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 1 1532 0 0
"1108" "exp1" 17 36 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 2 960 0 0
"1108" "exp1" 17 37 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 738 20 1
"1108" "exp1" 17 38 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 1 1074 46 1
"1108" "exp1" 17 39 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 690 63 1
"1108" "exp1" 17 40 "graphed-probability" "congruent" 60 40 64 37 60 40 65 35 1 841 0 0
"1108" "exp1" 17 41 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 1 1300 0 0
"1108" "exp1" 17 42 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 1 677 0 0
"1108" "exp1" 17 43 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 559 74 1
"1108" "exp1" 17 44 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 2 988 67 1
"1108" "exp1" 17 45 "graphed-probability" "pro-out" 60 40 37 65 60 40 35 65 2 1335 65 1
"1108" "exp1" 17 46 "graphed-probability" "pro-prob" 70 30 37 63 70 30 35 65 1 775 37 1
"1108" "exp1" 17 47 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 907 37 1
"1108" "exp1" 17 48 "graphed-probability" "pro-out" 60 40 15 86 60 40 15 85 2 869 0 0
"1108" "exp1" 17 49 "graphed-probability" "pro-out" 60 40 13 83 60 40 15 85 2 620 83 1
"1108" "exp1" 17 50 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 2 1193 0 0
"1108" "exp1" 17 51 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 852 20 1
"1108" "exp1" 17 52 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 615 0 0
"1108" "exp1" 17 53 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 794 47 1
"1108" "exp1" 17 54 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 606 45 1
"1108" "exp1" 17 55 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 2 1160 0 0
"1108" "exp1" 17 56 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 1 980 0 0
"1108" "exp1" 17 57 "graphed-probability" "pro-out" 60 40 15 87 60 40 15 85 2 767 87 1
"1108" "exp1" 17 58 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 639 76 1
"1108" "exp1" 17 59 "graphed-probability" "pro-prob" 60 40 47 55 60 40 45 55 2 916 0 0
"1108" "exp1" 17 60 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1219 40 1
"1108" "exp1" 18 1 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 752 0 0
"1108" "exp1" 18 2 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 541 74 1
"1108" "exp1" 18 3 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 516 47 1
"1108" "exp1" 18 4 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 510 77 1
"1108" "exp1" 18 5 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1003 0 0
"1108" "exp1" 18 6 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 2 877 84 1
"1108" "exp1" 18 7 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 683 30 1
"1108" "exp1" 18 8 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 1 693 0 0
"1108" "exp1" 18 9 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 2 955 0 0
"1108" "exp1" 18 10 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1340 30 1
"1108" "exp1" 18 11 "graphed-probability" "congruent" 60 40 63 33 60 40 65 35 1 1081 63 1
"1108" "exp1" 18 12 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 2 1785 0 0
"1108" "exp1" 18 13 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 925 0 0
"1108" "exp1" 18 14 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 704 0 0
"1108" "exp1" 18 15 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1139 20 1
"1108" "exp1" 18 16 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 962 0 0
"1108" "exp1" 18 17 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 1729 73 1
"1108" "exp1" 18 18 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 958 0 0
"1108" "exp1" 18 19 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 1 755 67 1
"1108" "exp1" 18 20 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 506 0 0
"1108" "exp1" 18 21 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 598 24 1
"1108" "exp1" 18 22 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 901 66 1
"1108" "exp1" 18 23 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 2 826 83 1
"1108" "exp1" 18 24 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 521 24 1
"1108" "exp1" 18 25 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 1 666 0 0
"1108" "exp1" 18 26 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 874 43 1
"1108" "exp1" 18 27 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 632 74 1
"1108" "exp1" 18 28 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 2 1690 0 0
"1108" "exp1" 18 29 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1031 70 1
"1108" "exp1" 18 30 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 2 1337 67 1
"1108" "exp1" 18 31 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 874 0 0
"1108" "exp1" 18 32 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 2 1468 0 0
"1108" "exp1" 18 33 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 1 622 0 0
"1108" "exp1" 18 34 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 1 2205 35 1
"1108" "exp1" 18 35 "graphed-probability" "pro-prob" 60 40 44 54 60 40 45 55 1 1392 44 1
"1108" "exp1" 18 36 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 567 47 1
"1108" "exp1" 18 37 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 1 1374 46 1
"1108" "exp1" 18 38 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1209 0 0
"1108" "exp1" 18 39 "graphed-probability" "pro-out" 70 30 25 77 70 30 25 75 1 1061 25 1
"1108" "exp1" 18 40 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 2 2106 55 1
"1108" "exp1" 18 41 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 554 67 1
"1108" "exp1" 18 42 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 748 64 1
"1108" "exp1" 18 43 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 668 84 1
"1108" "exp1" 18 44 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 1 626 36 1
"1108" "exp1" 18 45 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 2 864 0 0
"1108" "exp1" 18 46 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 2 860 84 1
"1108" "exp1" 18 47 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 1 478 0 0
"1108" "exp1" 18 48 "graphed-probability" "congruent" 60 40 65 35 60 40 65 35 1 745 65 1
"1108" "exp1" 18 49 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 2 903 0 0
"1108" "exp1" 18 50 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 2 796 87 1
"1108" "exp1" 18 51 "graphed-probability" "pro-out" 70 30 23 74 70 30 25 75 1 1039 23 1
"1108" "exp1" 18 52 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 1 1764 0 0
"1108" "exp1" 18 53 "graphed-probability" "congruent" 70 30 64 35 70 30 65 35 1 580 0 0
"1108" "exp1" 18 54 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 559 0 0
"1108" "exp1" 18 55 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 701 20 1
"1108" "exp1" 18 56 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 507 0 0
"1108" "exp1" 18 57 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 515 37 1
"1108" "exp1" 18 58 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 2 1035 0 0
"1108" "exp1" 18 59 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 1 930 24 1
"1108" "exp1" 18 60 "graphed-probability" "pro-out" 70 30 26 75 70 30 25 75 1 626 0 0
"1108" "exp1" 19 1 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 770 20 1
"1108" "exp1" 19 2 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 950 70 1
"1108" "exp1" 19 3 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1667 0 0
"1108" "exp1" 19 4 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 1 954 43 1
"1108" "exp1" 19 5 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 924 0 0
"1108" "exp1" 19 6 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 655 46 1
"1108" "exp1" 19 7 "graphed-probability" "pro-out" 60 40 13 83 60 40 15 85 2 754 0 0
"1108" "exp1" 19 8 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 2 896 64 1
"1108" "exp1" 19 9 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 2 685 75 1
"1108" "exp1" 19 10 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 647 77 1
"1108" "exp1" 19 11 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 1112 23 1
"1108" "exp1" 19 12 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 914 0 0
"1108" "exp1" 19 13 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 2 865 56 1
"1108" "exp1" 19 14 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 639 66 1
"1108" "exp1" 19 15 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 1 1196 17 1
"1108" "exp1" 19 16 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 934 66 1
"1108" "exp1" 19 17 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 2 1579 0 0
"1108" "exp1" 19 18 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 1379 0 0
"1108" "exp1" 19 19 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 2 859 0 0
"1108" "exp1" 19 20 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 677 0 0
"1108" "exp1" 19 21 "graphed-probability" "pro-out" 60 40 15 87 60 40 15 85 2 588 0 0
"1108" "exp1" 19 22 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 2 1360 0 0
"1108" "exp1" 19 23 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 2 983 84 1
"1108" "exp1" 19 24 "graphed-probability" "congruent" 80 20 76 24 80 20 75 25 1 708 76 1
"1108" "exp1" 19 25 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 975 0 0
"1108" "exp1" 19 26 "graphed-probability" "pro-prob" 60 40 47 53 60 40 45 55 2 857 53 1
"1108" "exp1" 19 27 "graphed-probability" "pro-prob" 80 20 25 76 80 20 25 75 1 1021 25 1
"1108" "exp1" 19 28 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 2 858 0 0
"1108" "exp1" 19 29 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 2 1188 0 0
"1108" "exp1" 19 30 "graphed-probability" "congruent" 60 40 67 33 60 40 65 35 1 583 0 0
"1108" "exp1" 19 31 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 707 0 0
"1108" "exp1" 19 32 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 598 74 1
"1108" "exp1" 19 33 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 492 76 1
"1108" "exp1" 19 34 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 2 828 0 0
"1108" "exp1" 19 35 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 635 75 1
"1108" "exp1" 19 36 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 2 1353 0 0
"1108" "exp1" 19 37 "graphed-probability" "pro-out" 60 40 36 63 60 40 35 65 2 823 63 1
"1108" "exp1" 19 38 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 1 800 0 0
"1108" "exp1" 19 39 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 731 64 1
"1108" "exp1" 19 40 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 2 1527 0 0
"1108" "exp1" 19 41 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 1 824 0 0
"1108" "exp1" 19 42 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 701 0 0
"1108" "exp1" 19 43 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 514 0 0
"1108" "exp1" 19 44 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 2 1093 76 1
"1108" "exp1" 19 45 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 1 581 34 1
"1108" "exp1" 19 46 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 884 20 1
"1108" "exp1" 19 47 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 2 1117 0 0
"1108" "exp1" 19 48 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 596 0 0
"1108" "exp1" 19 49 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 603 0 0
"1108" "exp1" 19 50 "graphed-probability" "congruent" 70 30 77 24 70 30 75 25 1 514 77 1
"1108" "exp1" 19 51 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 550 47 1
"1108" "exp1" 19 52 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 600 45 1
"1108" "exp1" 19 53 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 2 900 0 0
"1108" "exp1" 19 54 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 432 64 1
"1108" "exp1" 19 55 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1008 0 0
"1108" "exp1" 19 56 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1053 0 0
"1108" "exp1" 19 57 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 543 0 0
"1108" "exp1" 19 58 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 948 36 1
"1108" "exp1" 19 59 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 1 1169 26 1
"1108" "exp1" 19 60 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 2 1075 0 0
"1108" "exp1" 20 1 "graphed-probability" "pro-prob" 60 40 45 54 60 40 45 55 1 778 45 1
"1108" "exp1" 20 2 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 704 66 1
"1108" "exp1" 20 3 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 505 30 1
"1108" "exp1" 20 4 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 1 1126 46 1
"1108" "exp1" 20 5 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 758 20 1
"1108" "exp1" 20 6 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 609 30 1
"1108" "exp1" 20 7 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 607 0 0
"1108" "exp1" 20 8 "graphed-probability" "pro-out" 60 40 37 67 60 40 35 65 1 667 0 0
"1108" "exp1" 20 9 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 1 653 0 0
"1108" "exp1" 20 10 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 1 1009 0 0
"1108" "exp1" 20 11 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 998 45 1
"1108" "exp1" 20 12 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 1912 0 0
"1108" "exp1" 20 13 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 1 513 0 0
"1108" "exp1" 20 14 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 637 20 1
"1108" "exp1" 20 15 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 610 47 1
"1108" "exp1" 20 16 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 2 1376 0 0
"1108" "exp1" 20 17 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1198 0 0
"1108" "exp1" 20 18 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 2 772 84 1
"1108" "exp1" 20 19 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 2 1248 0 0
"1108" "exp1" 20 20 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 2 1946 76 1
"1108" "exp1" 20 21 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 2 1473 65 1
"1108" "exp1" 20 22 "graphed-probability" "pro-out" 60 40 13 85 60 40 15 85 2 1008 0 0
"1108" "exp1" 20 23 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 812 0 0
"1108" "exp1" 20 24 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 1 1083 45 1
"1108" "exp1" 20 25 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 1 977 27 1
"1108" "exp1" 20 26 "graphed-probability" "congruent" 80 20 73 25 80 20 75 25 1 654 73 1
"1108" "exp1" 20 27 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 1518 0 0
"1108" "exp1" 20 28 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 1 713 0 0
"1108" "exp1" 20 29 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1172 60 1
"1108" "exp1" 20 30 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 923 25 1
"1108" "exp1" 20 31 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 1066 25 1
"1108" "exp1" 20 32 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 842 20 1
"1108" "exp1" 20 33 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 912 0 0
"1108" "exp1" 20 34 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 2 1338 0 0
"1108" "exp1" 20 35 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 528 74 1
"1108" "exp1" 20 36 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 2 1372 0 0
"1108" "exp1" 20 37 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 652 75 1
"1108" "exp1" 20 38 "graphed-probability" "pro-out" 60 40 14 83 60 40 15 85 2 969 83 1
"1108" "exp1" 20 39 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 2 632 0 0
"1108" "exp1" 20 40 "graphed-probability" "pro-prob" 60 40 45 54 60 40 45 55 1 1288 45 1
"1108" "exp1" 20 41 "graphed-probability" "congruent" 70 30 64 35 70 30 65 35 1 667 64 1
"1108" "exp1" 20 42 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 646 66 1
"1108" "exp1" 20 43 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 509 75 1
"1108" "exp1" 20 44 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 2 731 64 1
"1108" "exp1" 20 45 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 575 76 1
"1108" "exp1" 20 46 "graphed-probability" "pro-out" 80 20 13 84 80 20 15 85 1 1296 13 1
"1108" "exp1" 20 47 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 831 60 1
"1108" "exp1" 20 48 "graphed-probability" "pro-out" 60 40 37 67 60 40 35 65 2 1086 0 0
"1108" "exp1" 20 49 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 1 1297 0 0
"1108" "exp1" 20 50 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 602 45 1
"1108" "exp1" 20 51 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 828 0 0
"1108" "exp1" 20 52 "graphed-probability" "pro-prob" 70 30 37 63 70 30 35 65 1 514 37 1
"1108" "exp1" 20 53 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 487 74 1
"1108" "exp1" 20 54 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 1 629 33 1
"1108" "exp1" 20 55 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1131 70 1
"1108" "exp1" 20 56 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 1 749 25 1
"1108" "exp1" 20 57 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 599 0 0
"1108" "exp1" 20 58 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 563 66 1
"1108" "exp1" 20 59 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 2 649 0 0
"1108" "exp1" 20 60 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 1 581 16 1
"1109" "exp1" 1 1 "graphed-probability" "pro-prob" 80 20 44 56 80 20 45 55 1 429 44 1
"1109" "exp1" 1 2 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 1 444 15 1
"1109" "exp1" 1 3 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 422 0 0
"1109" "exp1" 1 4 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 1 1231 33 1
"1109" "exp1" 1 5 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 1 499 33 1
"1109" "exp1" 1 6 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 1 447 35 1
"1109" "exp1" 1 7 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 1 660 26 1
"1109" "exp1" 1 8 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 549 73 1
"1109" "exp1" 1 9 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 1 496 0 0
"1109" "exp1" 1 10 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 2 954 0 0
"1109" "exp1" 1 11 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 1 651 0 0
"1109" "exp1" 1 12 "graphed-probability" "congruent" 60 40 65 36 60 40 65 35 1 948 0 0
"1109" "exp1" 1 13 "graphed-probability" "pro-out" 70 30 25 77 70 30 25 75 1 588 0 0
"1109" "exp1" 1 14 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 1 1272 0 0
"1109" "exp1" 1 15 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 2 940 0 0
"1109" "exp1" 1 16 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 753 77 1
"1109" "exp1" 1 17 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 648 30 1
"1109" "exp1" 1 18 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 494 30 1
"1109" "exp1" 1 19 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 461 66 1
"1109" "exp1" 1 20 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 473 30 1
"1109" "exp1" 1 21 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 1 1203 25 1
"1109" "exp1" 1 22 "graphed-probability" "congruent" 80 20 73 25 80 20 75 25 1 487 73 1
"1109" "exp1" 1 23 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 2 783 0 0
"1109" "exp1" 1 24 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 884 40 1
"1109" "exp1" 1 25 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 535 63 1
"1109" "exp1" 1 26 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 1 654 16 1
"1109" "exp1" 1 27 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 658 20 1
"1109" "exp1" 1 28 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 1 555 0 0
"1109" "exp1" 1 29 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 1 537 34 1
"1109" "exp1" 1 30 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 573 33 1
"1109" "exp1" 1 31 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 578 73 1
"1109" "exp1" 1 32 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 1 895 0 0
"1109" "exp1" 1 33 "graphed-probability" "pro-prob" 80 20 43 54 80 20 45 55 1 722 43 1
"1109" "exp1" 1 34 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 513 20 1
"1109" "exp1" 1 35 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 688 40 1
"1109" "exp1" 1 36 "graphed-probability" "congruent" 70 30 75 27 70 30 75 25 1 491 75 1
"1109" "exp1" 1 37 "graphed-probability" "pro-prob" 80 20 44 56 80 20 45 55 1 487 44 1
"1109" "exp1" 1 38 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 1 664 44 1
"1109" "exp1" 1 39 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 1 561 33 1
"1109" "exp1" 1 40 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 621 63 1
"1109" "exp1" 1 41 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1127 20 1
"1109" "exp1" 1 42 "graphed-probability" "congruent" 60 40 65 36 60 40 65 35 1 493 65 1
"1109" "exp1" 1 43 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 2 986 0 0
"1109" "exp1" 1 44 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 766 67 1
"1109" "exp1" 1 45 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 1 836 0 0
"1109" "exp1" 1 46 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 535 30 1
"1109" "exp1" 1 47 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 435 67 1
"1109" "exp1" 1 48 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1390 60 1
"1109" "exp1" 1 49 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 2 832 55 1
"1109" "exp1" 1 50 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 562 20 1
"1109" "exp1" 1 51 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 520 76 1
"1109" "exp1" 1 52 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 1 717 16 1
"1109" "exp1" 1 53 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 793 45 1
"1109" "exp1" 1 54 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 948 40 1
"1109" "exp1" 1 55 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 524 76 1
"1109" "exp1" 1 56 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 1 991 0 0
"1109" "exp1" 1 57 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 431 73 1
"1109" "exp1" 1 58 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 1 977 0 0
"1109" "exp1" 1 59 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 1 411 27 1
"1109" "exp1" 1 60 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 533 24 1
"1109" "exp1" 2 1 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 738 30 1
"1109" "exp1" 2 2 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 1 448 0 0
"1109" "exp1" 2 3 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 1 439 26 1
"1109" "exp1" 2 4 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 1 415 0 0
"1109" "exp1" 2 5 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 1 441 0 0
"1109" "exp1" 2 6 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 1 336 24 1
"1109" "exp1" 2 7 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 1 459 35 1
"1109" "exp1" 2 8 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 1 446 0 0
"1109" "exp1" 2 9 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 522 0 0
"1109" "exp1" 2 10 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 743 30 1
"1109" "exp1" 2 11 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 591 0 0
"1109" "exp1" 2 12 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 808 67 1
"1109" "exp1" 2 13 "graphed-probability" "congruent" 60 40 67 33 60 40 65 35 1 543 67 1
"1109" "exp1" 2 14 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 885 20 1
"1109" "exp1" 2 15 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 708 0 0
"1109" "exp1" 2 16 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 778 20 1
"1109" "exp1" 2 17 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 1 573 0 0
"1109" "exp1" 2 18 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 1 948 0 0
"1109" "exp1" 2 19 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 453 74 1
"1109" "exp1" 2 20 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 439 45 1
"1109" "exp1" 2 21 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 516 0 0
"1109" "exp1" 2 22 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 461 0 0
"1109" "exp1" 2 23 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 1 424 26 1
"1109" "exp1" 2 24 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 696 40 1
"1109" "exp1" 2 25 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 1 433 25 1
"1109" "exp1" 2 26 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 405 64 1
"1109" "exp1" 2 27 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 617 40 1
"1109" "exp1" 2 28 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 1 504 46 1
"1109" "exp1" 2 29 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 468 77 1
"1109" "exp1" 2 30 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 409 47 1
"1109" "exp1" 2 31 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 1 512 14 1
"1109" "exp1" 2 32 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 619 20 1
"1109" "exp1" 2 33 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 1 511 0 0
"1109" "exp1" 2 34 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 2 731 0 0
"1109" "exp1" 2 35 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 755 0 0
"1109" "exp1" 2 36 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 550 0 0
"1109" "exp1" 2 37 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 1 568 24 1
"1109" "exp1" 2 38 "graphed-probability" "pro-prob" 80 20 43 56 80 20 45 55 1 631 43 1
"1109" "exp1" 2 39 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 1 621 34 1
"1109" "exp1" 2 40 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 1 411 27 1
"1109" "exp1" 2 41 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 1 699 0 0
"1109" "exp1" 2 42 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 1 698 0 0
"1109" "exp1" 2 43 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 1 807 0 0
"1109" "exp1" 2 44 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 391 0 0
"1109" "exp1" 2 45 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 641 63 1
"1109" "exp1" 2 46 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 452 75 1
"1109" "exp1" 2 47 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 457 75 1
"1109" "exp1" 2 48 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 768 34 1
"1109" "exp1" 2 49 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 1 500 0 0
"1109" "exp1" 2 50 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 573 65 1
"1109" "exp1" 2 51 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 1068 84 1
"1109" "exp1" 2 52 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 482 47 1
"1109" "exp1" 2 53 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 655 73 1
"1109" "exp1" 2 54 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 1 748 14 1
"1109" "exp1" 2 55 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 2 892 0 0
"1109" "exp1" 2 56 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 1 911 0 0
"1109" "exp1" 2 57 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 548 20 1
"1109" "exp1" 2 58 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 524 30 1
"1109" "exp1" 2 59 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 408 77 1
"1109" "exp1" 2 60 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 481 63 1
"1109" "exp1" 3 1 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 1 848 15 1
"1109" "exp1" 3 2 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 1 432 46 1
"1109" "exp1" 3 3 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 458 40 1
"1109" "exp1" 3 4 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 340 47 1
"1109" "exp1" 3 5 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 1 339 0 0
"1109" "exp1" 3 6 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 861 0 0
"1109" "exp1" 3 7 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 1 629 37 1
"1109" "exp1" 3 8 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 1 806 13 1
"1109" "exp1" 3 9 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 1 522 0 0
"1109" "exp1" 3 10 "graphed-probability" "pro-prob" 60 40 47 55 60 40 45 55 1 1175 0 0
"1109" "exp1" 3 11 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 2 873 66 1
"1109" "exp1" 3 12 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1318 0 0
"1109" "exp1" 3 13 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 373 20 1
"1109" "exp1" 3 14 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 504 30 1
"1109" "exp1" 3 15 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 389 47 1
"1109" "exp1" 3 16 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 1 431 0 0
"1109" "exp1" 3 17 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 430 65 1
"1109" "exp1" 3 18 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 1 646 24 1
"1109" "exp1" 3 19 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 546 73 1
"1109" "exp1" 3 20 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 430 35 1
"1109" "exp1" 3 21 "graphed-probability" "pro-out" 80 20 13 84 80 20 15 85 1 415 13 1
"1109" "exp1" 3 22 "graphed-probability" "pro-prob" 80 20 23 75 80 20 25 75 1 548 0 0
"1109" "exp1" 3 23 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 2 597 0 0
"1109" "exp1" 3 24 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 1 336 17 1
"1109" "exp1" 3 25 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 1 490 33 1
"1109" "exp1" 3 26 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 829 64 1
"1109" "exp1" 3 27 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 528 67 1
"1109" "exp1" 3 28 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 1142 0 0
"1109" "exp1" 3 29 "graphed-probability" "pro-out" 60 40 15 86 60 40 15 85 2 675 86 1
"1109" "exp1" 3 30 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 1 624 37 1
"1109" "exp1" 3 31 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 513 67 1
"1109" "exp1" 3 32 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 1 424 26 1
"1109" "exp1" 3 33 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 1 515 17 1
"1109" "exp1" 3 34 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 847 73 1
"1109" "exp1" 3 35 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 752 30 1
"1109" "exp1" 3 36 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 707 63 1
"1109" "exp1" 3 37 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 1 507 45 1
"1109" "exp1" 3 38 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 810 30 1
"1109" "exp1" 3 39 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 590 0 0
"1109" "exp1" 3 40 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 1 655 0 0
"1109" "exp1" 3 41 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 632 0 0
"1109" "exp1" 3 42 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 752 20 1
"1109" "exp1" 3 43 "graphed-probability" "pro-out" 70 30 23 74 70 30 25 75 1 643 23 1
"1109" "exp1" 3 44 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 1 743 24 1
"1109" "exp1" 3 45 "graphed-probability" "pro-out" 60 40 37 67 60 40 35 65 2 890 0 0
"1109" "exp1" 3 46 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 752 20 1
"1109" "exp1" 3 47 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 536 73 1
"1109" "exp1" 3 48 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 431 74 1
"1109" "exp1" 3 49 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 430 0 0
"1109" "exp1" 3 50 "graphed-probability" "congruent" 60 40 64 37 60 40 65 35 1 491 64 1
"1109" "exp1" 3 51 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 2 904 65 1
"1109" "exp1" 3 52 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 472 20 1
"1109" "exp1" 3 53 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 515 74 1
"1109" "exp1" 3 54 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 561 40 1
"1109" "exp1" 3 55 "graphed-probability" "pro-prob" 60 40 47 53 60 40 45 55 2 968 53 1
"1109" "exp1" 3 56 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 2 1587 0 0
"1109" "exp1" 3 57 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 619 0 0
"1109" "exp1" 3 58 "graphed-probability" "congruent" 80 20 73 27 80 20 75 25 1 596 0 0
"1109" "exp1" 3 59 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 562 40 1
"1109" "exp1" 3 60 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 1 755 0 0
"1109" "exp1" 4 1 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 1 551 0 0
"1109" "exp1" 4 2 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 448 0 0
"1109" "exp1" 4 3 "graphed-probability" "pro-out" 70 30 25 77 70 30 25 75 1 433 25 1
"1109" "exp1" 4 4 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 449 65 1
"1109" "exp1" 4 5 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 419 75 1
"1109" "exp1" 4 6 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 429 20 1
"1109" "exp1" 4 7 "graphed-probability" "congruent" 60 40 63 33 60 40 65 35 1 423 63 1
"1109" "exp1" 4 8 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 469 84 1
"1109" "exp1" 4 9 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 1 458 37 1
"1109" "exp1" 4 10 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 431 73 1
"1109" "exp1" 4 11 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 1 382 0 0
"1109" "exp1" 4 12 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 1 509 67 1
"1109" "exp1" 4 13 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 371 20 1
"1109" "exp1" 4 14 "graphed-probability" "pro-out" 80 20 17 83 80 20 15 85 1 558 17 1
"1109" "exp1" 4 15 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1076 30 1
"1109" "exp1" 4 16 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 403 44 1
"1109" "exp1" 4 17 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 1 636 27 1
"1109" "exp1" 4 18 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 1 801 44 1
"1109" "exp1" 4 19 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 860 40 1
"1109" "exp1" 4 20 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 1 1012 25 1
"1109" "exp1" 4 21 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 1 680 76 1
"1109" "exp1" 4 22 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1390 0 0
"1109" "exp1" 4 23 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 2584 47 1
"1109" "exp1" 4 24 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 1 2628 24 1
"1109" "exp1" 4 25 "graphed-probability" "pro-prob" 70 30 37 63 70 30 35 65 1 1262 37 1
"1109" "exp1" 4 26 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 890 40 1
"1109" "exp1" 4 27 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 685 0 0
"1109" "exp1" 4 28 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 1 843 34 1
"1109" "exp1" 4 29 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 1 671 27 1
"1109" "exp1" 4 30 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 1 614 0 0
"1109" "exp1" 4 31 "graphed-probability" "pro-prob" 80 20 44 55 80 20 45 55 1 682 44 1
"1109" "exp1" 4 32 "graphed-probability" "pro-prob" 80 20 25 74 80 20 25 75 1 477 25 1
"1109" "exp1" 4 33 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 804 0 0
"1109" "exp1" 4 34 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 662 70 1
"1109" "exp1" 4 35 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 1 915 14 1
"1109" "exp1" 4 36 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 1 984 0 0
"1109" "exp1" 4 37 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 592 30 1
"1109" "exp1" 4 38 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 455 0 0
"1109" "exp1" 4 39 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 830 20 1
"1109" "exp1" 4 40 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 1 764 34 1
"1109" "exp1" 4 41 "graphed-probability" "pro-prob" 70 30 34 66 70 30 35 65 1 1255 34 1
"1109" "exp1" 4 42 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 1 1176 14 1
"1109" "exp1" 4 43 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 511 0 0
"1109" "exp1" 4 44 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 1 536 0 0
"1109" "exp1" 4 45 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 1 682 0 0
"1109" "exp1" 4 46 "graphed-probability" "pro-out" 60 40 14 83 60 40 15 85 1 547 0 0
"1109" "exp1" 4 47 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 676 65 1
"1109" "exp1" 4 48 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 2 854 0 0
"1109" "exp1" 4 49 "graphed-probability" "congruent" 60 40 64 37 60 40 65 35 1 827 0 0
"1109" "exp1" 4 50 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 524 20 1
"1109" "exp1" 4 51 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 749 76 1
"1109" "exp1" 4 52 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 389 76 1
"1109" "exp1" 4 53 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 1 726 43 1
"1109" "exp1" 4 54 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 511 24 1
"1109" "exp1" 4 55 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 1 441 0 0
"1109" "exp1" 4 56 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 498 40 1
"1109" "exp1" 4 57 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 441 30 1
"1109" "exp1" 4 58 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 516 47 1
"1109" "exp1" 4 59 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 491 76 1
"1109" "exp1" 4 60 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 1 711 0 0
"1109" "exp1" 5 1 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 1 847 0 0
"1109" "exp1" 5 2 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 985 0 0
"1109" "exp1" 5 3 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 1 732 36 1
"1109" "exp1" 5 4 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 1 476 37 1
"1109" "exp1" 5 5 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 791 40 1
"1109" "exp1" 5 6 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 600 40 1
"1109" "exp1" 5 7 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 2 842 0 0
"1109" "exp1" 5 8 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 413 66 1
"1109" "exp1" 5 9 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 476 73 1
"1109" "exp1" 5 10 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 490 34 1
"1109" "exp1" 5 11 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 527 30 1
"1109" "exp1" 5 12 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 1 556 0 0
"1109" "exp1" 5 13 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 1 624 46 1
"1109" "exp1" 5 14 "graphed-probability" "congruent" 80 20 76 25 80 20 75 25 1 529 76 1
"1109" "exp1" 5 15 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 467 64 1
"1109" "exp1" 5 16 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 502 75 1
"1109" "exp1" 5 17 "graphed-probability" "congruent" 70 30 75 27 70 30 75 25 1 428 75 1
"1109" "exp1" 5 18 "graphed-probability" "pro-out" 60 40 37 67 60 40 35 65 1 673 37 1
"1109" "exp1" 5 19 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 474 0 0
"1109" "exp1" 5 20 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 1 631 44 1
"1109" "exp1" 5 21 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 571 0 0
"1109" "exp1" 5 22 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 418 30 1
"1109" "exp1" 5 23 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 452 66 1
"1109" "exp1" 5 24 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 1 854 24 1
"1109" "exp1" 5 25 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 1 551 23 1
"1109" "exp1" 5 26 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 523 75 1
"1109" "exp1" 5 27 "graphed-probability" "congruent" 80 20 77 24 80 20 75 25 1 434 77 1
"1109" "exp1" 5 28 "graphed-probability" "congruent" 60 40 63 33 60 40 65 35 1 509 63 1
"1109" "exp1" 5 29 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 409 20 1
"1109" "exp1" 5 30 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 1 551 25 1
"1109" "exp1" 5 31 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 384 66 1
"1109" "exp1" 5 32 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 454 30 1
"1109" "exp1" 5 33 "graphed-probability" "pro-out" 70 30 26 75 70 30 25 75 1 506 26 1
"1109" "exp1" 5 34 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 571 40 1
"1109" "exp1" 5 35 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 482 33 1
"1109" "exp1" 5 36 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 1 441 0 0
"1109" "exp1" 5 37 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 633 73 1
"1109" "exp1" 5 38 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 2 1415 56 1
"1109" "exp1" 5 39 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 971 40 1
"1109" "exp1" 5 40 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 1 526 77 1
"1109" "exp1" 5 41 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 1 495 45 1
"1109" "exp1" 5 42 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 475 46 1
"1109" "exp1" 5 43 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 2 912 86 1
"1109" "exp1" 5 44 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 1 402 14 1
"1109" "exp1" 5 45 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 2 1004 64 1
"1109" "exp1" 5 46 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 2 1029 0 0
"1109" "exp1" 5 47 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 1 1162 46 1
"1109" "exp1" 5 48 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 1 649 25 1
"1109" "exp1" 5 49 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 800 64 1
"1109" "exp1" 5 50 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 2 889 0 0
"1109" "exp1" 5 51 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 865 20 1
"1109" "exp1" 5 52 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 2 757 84 1
"1109" "exp1" 5 53 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 691 43 1
"1109" "exp1" 5 54 "graphed-probability" "pro-out" 60 40 37 67 60 40 35 65 1 1039 0 0
"1109" "exp1" 5 55 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 510 64 1
"1109" "exp1" 5 56 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 512 0 0
"1109" "exp1" 5 57 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1183 20 1
"1109" "exp1" 5 58 "graphed-probability" "pro-prob" 60 40 44 54 60 40 45 55 1 641 0 0
"1109" "exp1" 5 59 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 472 0 0
"1109" "exp1" 5 60 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 1 632 0 0
"1109" "exp1" 6 1 "graphed-probability" "congruent" 70 30 75 27 70 30 75 25 1 494 75 1
"1109" "exp1" 6 2 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 570 66 1
"1109" "exp1" 6 3 "graphed-probability" "pro-out" 80 20 15 83 80 20 15 85 2 900 0 0
"1109" "exp1" 6 4 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 1119 0 0
"1109" "exp1" 6 5 "graphed-probability" "congruent" 80 20 76 24 80 20 75 25 1 609 76 1
"1109" "exp1" 6 6 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 2 1245 0 0
"1109" "exp1" 6 7 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 574 46 1
"1109" "exp1" 6 8 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 2 1079 85 1
"1109" "exp1" 6 9 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 2 643 86 1
"1109" "exp1" 6 10 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 802 0 0
"1109" "exp1" 6 11 "graphed-probability" "pro-out" 80 20 13 84 80 20 15 85 1 803 13 1
"1109" "exp1" 6 12 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 1 924 0 0
"1109" "exp1" 6 13 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 1 694 26 1
"1109" "exp1" 6 14 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 506 0 0
"1109" "exp1" 6 15 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 687 65 1
"1109" "exp1" 6 16 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 2 2261 0 0
"1109" "exp1" 6 17 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 736 47 1
"1109" "exp1" 6 18 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 444 24 1
"1109" "exp1" 6 19 "graphed-probability" "pro-prob" 60 40 47 53 60 40 45 55 1 876 47 1
"1109" "exp1" 6 20 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 526 30 1
"1109" "exp1" 6 21 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 425 0 0
"1109" "exp1" 6 22 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 1 455 67 1
"1109" "exp1" 6 23 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 590 30 1
"1109" "exp1" 6 24 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 613 40 1
"1109" "exp1" 6 25 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 2 852 86 1
"1109" "exp1" 6 26 "graphed-probability" "congruent" 80 20 73 27 80 20 75 25 1 622 73 1
"1109" "exp1" 6 27 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 491 0 0
"1109" "exp1" 6 28 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 498 20 1
"1109" "exp1" 6 29 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 378 0 0
"1109" "exp1" 6 30 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 1 443 43 1
"1109" "exp1" 6 31 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 756 40 1
"1109" "exp1" 6 32 "graphed-probability" "congruent" 60 40 63 33 60 40 65 35 1 544 63 1
"1109" "exp1" 6 33 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 1 479 35 1
"1109" "exp1" 6 34 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 681 65 1
"1109" "exp1" 6 35 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 493 24 1
"1109" "exp1" 6 36 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 497 24 1
"1109" "exp1" 6 37 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 1 507 0 0
"1109" "exp1" 6 38 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 413 73 1
"1109" "exp1" 6 39 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 349 73 1
"1109" "exp1" 6 40 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 664 40 1
"1109" "exp1" 6 41 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 456 0 0
"1109" "exp1" 6 42 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 494 34 1
"1109" "exp1" 6 43 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 1 574 0 0
"1109" "exp1" 6 44 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 1 444 0 0
"1109" "exp1" 6 45 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 502 40 1
"1109" "exp1" 6 46 "graphed-probability" "pro-prob" 80 20 45 56 80 20 45 55 1 561 0 0
"1109" "exp1" 6 47 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 538 30 1
"1109" "exp1" 6 48 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 585 24 1
"1109" "exp1" 6 49 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 1 776 0 0
"1109" "exp1" 6 50 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 664 20 1
"1109" "exp1" 6 51 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 529 66 1
"1109" "exp1" 6 52 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 479 77 1
"1109" "exp1" 6 53 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 2 697 0 0
"1109" "exp1" 6 54 "graphed-probability" "pro-out" 80 20 13 84 80 20 15 85 2 860 0 0
"1109" "exp1" 6 55 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 1 1052 0 0
"1109" "exp1" 6 56 "graphed-probability" "pro-prob" 80 20 43 54 80 20 45 55 1 735 0 0
"1109" "exp1" 6 57 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 1 577 35 1
"1109" "exp1" 6 58 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 1 489 46 1
"1109" "exp1" 6 59 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 561 0 0
"1109" "exp1" 6 60 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 454 66 1
"1109" "exp1" 7 1 "graphed-probability" "congruent" 60 40 63 35 60 40 65 35 1 549 63 1
"1109" "exp1" 7 2 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 412 0 0
"1109" "exp1" 7 3 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 1 366 14 1
"1109" "exp1" 7 4 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 2 593 0 0
"1109" "exp1" 7 5 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 694 40 1
"1109" "exp1" 7 6 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 733 0 0
"1109" "exp1" 7 7 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 2 832 0 0
"1109" "exp1" 7 8 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 1 662 43 1
"1109" "exp1" 7 9 "graphed-probability" "pro-out" 80 20 13 84 80 20 15 85 2 788 0 0
"1109" "exp1" 7 10 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 500 30 1
"1109" "exp1" 7 11 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 593 63 1
"1109" "exp1" 7 12 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 565 73 1
"1109" "exp1" 7 13 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 1 912 35 1
"1109" "exp1" 7 14 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 1259 87 1
"1109" "exp1" 7 15 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 711 73 1
"1109" "exp1" 7 16 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 601 75 1
"1109" "exp1" 7 17 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 761 30 1
"1109" "exp1" 7 18 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 548 75 1
"1109" "exp1" 7 19 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 810 30 1
"1109" "exp1" 7 20 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 1 576 27 1
"1109" "exp1" 7 21 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 1 716 25 1
"1109" "exp1" 7 22 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 757 65 1
"1109" "exp1" 7 23 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 1 833 43 1
"1109" "exp1" 7 24 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 429 73 1
"1109" "exp1" 7 25 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 560 0 0
"1109" "exp1" 7 26 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 637 45 1
"1109" "exp1" 7 27 "graphed-probability" "pro-out" 70 30 23 74 70 30 25 75 1 409 23 1
"1109" "exp1" 7 28 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 646 60 1
"1109" "exp1" 7 29 "graphed-probability" "pro-out" 60 40 37 65 60 40 35 65 2 1029 0 0
"1109" "exp1" 7 30 "graphed-probability" "pro-prob" 80 20 45 56 80 20 45 55 1 503 45 1
"1109" "exp1" 7 31 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 345 34 1
"1109" "exp1" 7 32 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 456 0 0
"1109" "exp1" 7 33 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 2 874 0 0
"1109" "exp1" 7 34 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 1 626 0 0
"1109" "exp1" 7 35 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 1 729 35 1
"1109" "exp1" 7 36 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 509 35 1
"1109" "exp1" 7 37 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 757 40 1
"1109" "exp1" 7 38 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 426 45 1
"1109" "exp1" 7 39 "graphed-probability" "pro-out" 60 40 14 83 60 40 15 85 2 765 0 0
"1109" "exp1" 7 40 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 2 673 0 0
"1109" "exp1" 7 41 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 2 547 0 0
"1109" "exp1" 7 42 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 1 506 0 0
"1109" "exp1" 7 43 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 566 24 1
"1109" "exp1" 7 44 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 611 66 1
"1109" "exp1" 7 45 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 386 34 1
"1109" "exp1" 7 46 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 1 790 13 1
"1109" "exp1" 7 47 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 2 930 0 0
"1109" "exp1" 7 48 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 670 80 1
"1109" "exp1" 7 49 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 2 884 0 0
"1109" "exp1" 7 50 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 596 60 1
"1109" "exp1" 7 51 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 549 64 1
"1109" "exp1" 7 52 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 1 926 33 1
"1109" "exp1" 7 53 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 536 30 1
"1109" "exp1" 7 54 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 452 73 1
"1109" "exp1" 7 55 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 1 664 0 0
"1109" "exp1" 7 56 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 1 764 35 1
"1109" "exp1" 7 57 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 749 20 1
"1109" "exp1" 7 58 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 483 0 0
"1109" "exp1" 7 59 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 878 76 1
"1109" "exp1" 7 60 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 1 1247 24 1
"1109" "exp1" 8 1 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 528 30 1
"1109" "exp1" 8 2 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 2 442 0 0
"1109" "exp1" 8 3 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 441 75 1
"1109" "exp1" 8 4 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 2 594 0 0
"1109" "exp1" 8 5 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 1 859 34 1
"1109" "exp1" 8 6 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 2 774 0 0
"1109" "exp1" 8 7 "graphed-probability" "pro-out" 80 20 15 84 80 20 15 85 2 729 0 0
"1109" "exp1" 8 8 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 1 588 0 0
"1109" "exp1" 8 9 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 509 45 1
"1109" "exp1" 8 10 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 409 0 0
"1109" "exp1" 8 11 "graphed-probability" "pro-prob" 80 20 25 76 80 20 25 75 1 507 25 1
"1109" "exp1" 8 12 "graphed-probability" "pro-out" 60 40 36 63 60 40 35 65 1 991 0 0
"1109" "exp1" 8 13 "graphed-probability" "pro-prob" 70 30 34 66 70 30 35 65 1 524 34 1
"1109" "exp1" 8 14 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 545 40 1
"1109" "exp1" 8 15 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1498 0 0
"1109" "exp1" 8 16 "graphed-probability" "congruent" 70 30 66 34 70 30 65 35 1 562 0 0
"1109" "exp1" 8 17 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 617 67 1
"1109" "exp1" 8 18 "graphed-probability" "pro-out" 80 20 17 83 80 20 15 85 2 694 0 0
"1109" "exp1" 8 19 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 1334 77 1
"1109" "exp1" 8 20 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 1 689 24 1
"1109" "exp1" 8 21 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 1 346 15 1
"1109" "exp1" 8 22 "graphed-probability" "congruent" 70 30 77 24 70 30 75 25 1 638 0 0
"1109" "exp1" 8 23 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 604 20 1
"1109" "exp1" 8 24 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 537 74 1
"1109" "exp1" 8 25 "graphed-probability" "pro-out" 70 30 26 77 70 30 25 75 1 763 26 1
"1109" "exp1" 8 26 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 1 1321 0 0
"1109" "exp1" 8 27 "graphed-probability" "congruent" 60 40 63 33 60 40 65 35 1 813 0 0
"1109" "exp1" 8 28 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 407 0 0
"1109" "exp1" 8 29 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 485 77 1
"1109" "exp1" 8 30 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 1 940 24 1
"1109" "exp1" 8 31 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 874 0 0
"1109" "exp1" 8 32 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 1 457 0 0
"1109" "exp1" 8 33 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 700 45 1
"1109" "exp1" 8 34 "graphed-probability" "pro-out" 60 40 13 83 60 40 15 85 2 858 83 1
"1109" "exp1" 8 35 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 541 30 1
"1109" "exp1" 8 36 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 2 708 0 0
"1109" "exp1" 8 37 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 742 24 1
"1109" "exp1" 8 38 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 2 1336 64 1
"1109" "exp1" 8 39 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 576 30 1
"1109" "exp1" 8 40 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 2 1075 0 0
"1109" "exp1" 8 41 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 757 40 1
"1109" "exp1" 8 42 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 1 467 0 0
"1109" "exp1" 8 43 "graphed-probability" "pro-prob" 60 40 47 55 60 40 45 55 2 1229 55 1
"1109" "exp1" 8 44 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 2 694 0 0
"1109" "exp1" 8 45 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 539 40 1
"1109" "exp1" 8 46 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 440 63 1
"1109" "exp1" 8 47 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 1 717 0 0
"1109" "exp1" 8 48 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 624 0 0
"1109" "exp1" 8 49 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 1 521 67 1
"1109" "exp1" 8 50 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 466 20 1
"1109" "exp1" 8 51 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 1 689 36 1
"1109" "exp1" 8 52 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 462 0 0
"1109" "exp1" 8 53 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 759 36 1
"1109" "exp1" 8 54 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 981 0 0
"1109" "exp1" 8 55 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 1 472 76 1
"1109" "exp1" 8 56 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 686 40 1
"1109" "exp1" 8 57 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 528 23 1
"1109" "exp1" 8 58 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 482 0 0
"1109" "exp1" 8 59 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 447 0 0
"1109" "exp1" 8 60 "graphed-probability" "pro-prob" 60 40 45 54 60 40 45 55 1 478 45 1
"1109" "exp1" 9 1 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 1 452 25 1
"1109" "exp1" 9 2 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 1 438 0 0
"1109" "exp1" 9 3 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 422 0 0
"1109" "exp1" 9 4 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 1 456 44 1
"1109" "exp1" 9 5 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 1 514 0 0
"1109" "exp1" 9 6 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 425 30 1
"1109" "exp1" 9 7 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 498 75 1
"1109" "exp1" 9 8 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 433 0 0
"1109" "exp1" 9 9 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 2 842 0 0
"1109" "exp1" 9 10 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 453 20 1
"1109" "exp1" 9 11 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 1 417 16 1
"1109" "exp1" 9 12 "graphed-probability" "pro-prob" 70 30 37 63 70 30 35 65 1 542 37 1
"1109" "exp1" 9 13 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 531 0 0
"1109" "exp1" 9 14 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 2 840 0 0
"1109" "exp1" 9 15 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 2 520 0 0
"1109" "exp1" 9 16 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 1 712 0 0
"1109" "exp1" 9 17 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 1 1203 46 1
"1109" "exp1" 9 18 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 391 0 0
"1109" "exp1" 9 19 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 459 45 1
"1109" "exp1" 9 20 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 1 471 25 1
"1109" "exp1" 9 21 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 617 0 0
"1109" "exp1" 9 22 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 1 855 47 1
"1109" "exp1" 9 23 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 2 717 0 0
"1109" "exp1" 9 24 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 480 25 1
"1109" "exp1" 9 25 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 1 634 0 0
"1109" "exp1" 9 26 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 2 809 86 1
"1109" "exp1" 9 27 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 700 40 1
"1109" "exp1" 9 28 "graphed-probability" "pro-out" 80 20 15 86 80 20 15 85 2 708 86 1
"1109" "exp1" 9 29 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 530 60 1
"1109" "exp1" 9 30 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 2 682 0 0
"1109" "exp1" 9 31 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 511 75 1
"1109" "exp1" 9 32 "graphed-probability" "pro-out" 80 20 16 85 80 20 15 85 2 742 0 0
"1109" "exp1" 9 33 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 1 650 0 0
"1109" "exp1" 9 34 "graphed-probability" "pro-out" 70 30 23 77 70 30 25 75 2 833 0 0
"1109" "exp1" 9 35 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 1 964 0 0
"1109" "exp1" 9 36 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 634 77 1
"1109" "exp1" 9 37 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 421 0 0
"1109" "exp1" 9 38 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 480 34 1
"1109" "exp1" 9 39 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 498 47 1
"1109" "exp1" 9 40 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 566 40 1
"1109" "exp1" 9 41 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 419 64 1
"1109" "exp1" 9 42 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 397 74 1
"1109" "exp1" 9 43 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 452 0 0
"1109" "exp1" 9 44 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 555 30 1
"1109" "exp1" 9 45 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 573 66 1
"1109" "exp1" 9 46 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 1 926 26 1
"1109" "exp1" 9 47 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 552 64 1
"1109" "exp1" 9 48 "graphed-probability" "congruent" 80 20 74 26 80 20 75 25 1 420 0 0
"1109" "exp1" 9 49 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 441 74 1
"1109" "exp1" 9 50 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 439 77 1
"1109" "exp1" 9 51 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 514 66 1
"1109" "exp1" 9 52 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 1 566 37 1
"1109" "exp1" 9 53 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 497 0 0
"1109" "exp1" 9 54 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 415 20 1
"1109" "exp1" 9 55 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 398 20 1
"1109" "exp1" 9 56 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1151 60 1
"1109" "exp1" 9 57 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 1 540 35 1
"1109" "exp1" 9 58 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 537 20 1
"1109" "exp1" 9 59 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 2 526 83 1
"1109" "exp1" 9 60 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 2 698 0 0
"1109" "exp1" 10 1 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 442 0 0
"1109" "exp1" 10 2 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 1 426 44 1
"1109" "exp1" 10 3 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 2 545 0 0
"1109" "exp1" 10 4 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 872 0 0
"1109" "exp1" 10 5 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 1 395 16 1
"1109" "exp1" 10 6 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 2 1263 0 0
"1109" "exp1" 10 7 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 791 0 0
"1109" "exp1" 10 8 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 462 0 0
"1109" "exp1" 10 9 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 2 728 87 1
"1109" "exp1" 10 10 "graphed-probability" "pro-out" 70 30 23 77 70 30 25 75 1 1098 23 1
"1109" "exp1" 10 11 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 471 0 0
"1109" "exp1" 10 12 "graphed-probability" "pro-prob" 60 40 47 53 60 40 45 55 1 505 47 1
"1109" "exp1" 10 13 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 731 35 1
"1109" "exp1" 10 14 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 1 507 0 0
"1109" "exp1" 10 15 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 1 686 35 1
"1109" "exp1" 10 16 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 426 23 1
"1109" "exp1" 10 17 "graphed-probability" "congruent" 60 40 67 33 60 40 65 35 1 467 67 1
"1109" "exp1" 10 18 "graphed-probability" "congruent" 80 20 77 24 80 20 75 25 1 605 77 1
"1109" "exp1" 10 19 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 480 20 1
"1109" "exp1" 10 20 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 1 422 0 0
"1109" "exp1" 10 21 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 426 67 1
"1109" "exp1" 10 22 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 551 35 1
"1109" "exp1" 10 23 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 1 453 15 1
"1109" "exp1" 10 24 "graphed-probability" "pro-out" 80 20 17 83 80 20 15 85 1 429 17 1
"1109" "exp1" 10 25 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 942 0 0
"1109" "exp1" 10 26 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 1 689 0 0
"1109" "exp1" 10 27 "graphed-probability" "congruent" 80 20 73 27 80 20 75 25 1 447 73 1
"1109" "exp1" 10 28 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 550 40 1
"1109" "exp1" 10 29 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 1 501 17 1
"1109" "exp1" 10 30 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 699 0 0
"1109" "exp1" 10 31 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 444 73 1
"1109" "exp1" 10 32 "graphed-probability" "congruent" 60 40 67 33 60 40 65 35 1 527 67 1
"1109" "exp1" 10 33 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 505 43 1
"1109" "exp1" 10 34 "graphed-probability" "congruent" 70 30 77 24 70 30 75 25 1 606 0 0
"1109" "exp1" 10 35 "graphed-probability" "pro-out" 80 20 15 84 80 20 15 85 1 556 0 0
"1109" "exp1" 10 36 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 992 0 0
"1109" "exp1" 10 37 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 426 20 1
"1109" "exp1" 10 38 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 1 585 37 1
"1109" "exp1" 10 39 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 1 489 46 1
"1109" "exp1" 10 40 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 521 40 1
"1109" "exp1" 10 41 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 1 451 25 1
"1109" "exp1" 10 42 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1040 80 1
"1109" "exp1" 10 43 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 560 0 0
"1109" "exp1" 10 44 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 1 444 0 0
"1109" "exp1" 10 45 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 1 377 0 0
"1109" "exp1" 10 46 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 503 75 1
"1109" "exp1" 10 47 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 1 456 0 0
"1109" "exp1" 10 48 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 444 47 1
"1109" "exp1" 10 49 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 365 0 0
"1109" "exp1" 10 50 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 339 25 1
"1109" "exp1" 10 51 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 1 531 33 1
"1109" "exp1" 10 52 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 455 0 0
"1109" "exp1" 10 53 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 1 461 44 1
"1109" "exp1" 10 54 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 481 75 1
"1109" "exp1" 10 55 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 1 503 27 1
"1109" "exp1" 10 56 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 2 703 0 0
"1109" "exp1" 10 57 "graphed-probability" "pro-out" 70 30 23 74 70 30 25 75 1 905 23 1
"1109" "exp1" 10 58 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 430 30 1
"1109" "exp1" 10 59 "graphed-probability" "congruent" 60 40 64 37 60 40 65 35 1 396 0 0
"1109" "exp1" 10 60 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 450 77 1
"1109" "exp1" 11 1 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 1 478 0 0
"1109" "exp1" 11 2 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 2 772 0 0
"1109" "exp1" 11 3 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 570 75 1
"1109" "exp1" 11 4 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 402 65 1
"1109" "exp1" 11 5 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 456 0 0
"1109" "exp1" 11 6 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 1 508 0 0
"1109" "exp1" 11 7 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 1 470 25 1
"1109" "exp1" 11 8 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 483 75 1
"1109" "exp1" 11 9 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 1115 0 0
"1109" "exp1" 11 10 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 668 20 1
"1109" "exp1" 11 11 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 497 65 1
"1109" "exp1" 11 12 "graphed-probability" "congruent" 60 40 64 34 60 40 65 35 1 504 64 1
"1109" "exp1" 11 13 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 2 1148 65 1
"1109" "exp1" 11 14 "graphed-probability" "pro-prob" 70 30 36 63 70 30 35 65 1 424 0 0
"1109" "exp1" 11 15 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 1 635 77 1
"1109" "exp1" 11 16 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 1 856 0 0
"1109" "exp1" 11 17 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 646 20 1
"1109" "exp1" 11 18 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 2 963 0 0
"1109" "exp1" 11 19 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 2 931 0 0
"1109" "exp1" 11 20 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 2 845 0 0
"1109" "exp1" 11 21 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 659 30 1
"1109" "exp1" 11 22 "graphed-probability" "pro-prob" 80 20 45 56 80 20 45 55 1 410 45 1
"1109" "exp1" 11 23 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 456 24 1
"1109" "exp1" 11 24 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 2 723 0 0
"1109" "exp1" 11 25 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 1 498 24 1
"1109" "exp1" 11 26 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 494 34 1
"1109" "exp1" 11 27 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 491 0 0
"1109" "exp1" 11 28 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 1 717 0 0
"1109" "exp1" 11 29 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 777 0 0
"1109" "exp1" 11 30 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 468 0 0
"1109" "exp1" 11 31 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 2 771 87 1
"1109" "exp1" 11 32 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 2 706 85 1
"1109" "exp1" 11 33 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 1016 23 1
"1109" "exp1" 11 34 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 1 621 26 1
"1109" "exp1" 11 35 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 1 649 0 0
"1109" "exp1" 11 36 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 564 0 0
"1109" "exp1" 11 37 "graphed-probability" "congruent" 60 40 67 33 60 40 65 35 1 658 67 1
"1109" "exp1" 11 38 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 631 67 1
"1109" "exp1" 11 39 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 751 0 0
"1109" "exp1" 11 40 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 2 922 0 0
"1109" "exp1" 11 41 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 483 46 1
"1109" "exp1" 11 42 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 486 0 0
"1109" "exp1" 11 43 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 1 467 26 1
"1109" "exp1" 11 44 "graphed-probability" "pro-prob" 60 40 47 54 60 40 45 55 1 511 47 1
"1109" "exp1" 11 45 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 1 543 46 1
"1109" "exp1" 11 46 "graphed-probability" "congruent" 80 20 76 24 80 20 75 25 1 467 76 1
"1109" "exp1" 11 47 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 474 43 1
"1109" "exp1" 11 48 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 443 30 1
"1109" "exp1" 11 49 "graphed-probability" "pro-prob" 70 30 36 66 70 30 35 65 1 995 36 1
"1109" "exp1" 11 50 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 2 723 87 1
"1109" "exp1" 11 51 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 413 67 1
"1109" "exp1" 11 52 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 499 0 0
"1109" "exp1" 11 53 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 1 442 13 1
"1109" "exp1" 11 54 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 604 35 1
"1109" "exp1" 11 55 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 491 0 0
"1109" "exp1" 11 56 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 634 40 1
"1109" "exp1" 11 57 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 491 76 1
"1109" "exp1" 11 58 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 840 0 0
"1109" "exp1" 11 59 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 438 73 1
"1109" "exp1" 11 60 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 600 20 1
"1109" "exp1" 12 1 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 1 499 43 1
"1109" "exp1" 12 2 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 570 40 1
"1109" "exp1" 12 3 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 420 0 0
"1109" "exp1" 12 4 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 445 73 1
"1109" "exp1" 12 5 "graphed-probability" "pro-out" 70 30 23 77 70 30 25 75 1 365 0 0
"1109" "exp1" 12 6 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 1 477 46 1
"1109" "exp1" 12 7 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 460 76 1
"1109" "exp1" 12 8 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 1 431 14 1
"1109" "exp1" 12 9 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 436 64 1
"1109" "exp1" 12 10 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 438 75 1
"1109" "exp1" 12 11 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 2 948 87 1
"1109" "exp1" 12 12 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 1 1258 0 0
"1109" "exp1" 12 13 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 733 0 0
"1109" "exp1" 12 14 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 666 30 1
"1109" "exp1" 12 15 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 489 40 1
"1109" "exp1" 12 16 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 425 20 1
"1109" "exp1" 12 17 "graphed-probability" "congruent" 70 30 75 27 70 30 75 25 1 456 0 0
"1109" "exp1" 12 18 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 1 425 0 0
"1109" "exp1" 12 19 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 814 25 1
"1109" "exp1" 12 20 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 417 75 1
"1109" "exp1" 12 21 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 2 715 0 0
"1109" "exp1" 12 22 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 491 47 1
"1109" "exp1" 12 23 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 1 906 23 1
"1109" "exp1" 12 24 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 1 537 33 1
"1109" "exp1" 12 25 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 1 640 24 1
"1109" "exp1" 12 26 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 558 63 1
"1109" "exp1" 12 27 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 464 67 1
"1109" "exp1" 12 28 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 503 40 1
"1109" "exp1" 12 29 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 2 777 0 0
"1109" "exp1" 12 30 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 711 63 1
"1109" "exp1" 12 31 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1094 30 1
"1109" "exp1" 12 32 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 1 1392 15 1
"1109" "exp1" 12 33 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 1 964 27 1
"1109" "exp1" 12 34 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 2 699 0 0
"1109" "exp1" 12 35 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 1817 0 0
"1109" "exp1" 12 36 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 613 20 1
"1109" "exp1" 12 37 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 1 1273 27 1
"1109" "exp1" 12 38 "graphed-probability" "congruent" 70 30 77 24 70 30 75 25 1 1536 77 1
"1109" "exp1" 12 39 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 1443 67 1
"1109" "exp1" 12 40 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 1 563 0 0
"1109" "exp1" 12 41 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 2 1107 0 0
"1109" "exp1" 12 42 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 2 707 85 1
"1109" "exp1" 12 43 "graphed-probability" "pro-prob" 70 30 36 63 70 30 35 65 1 737 36 1
"1109" "exp1" 12 44 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 826 30 1
"1109" "exp1" 12 45 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 1 567 47 1
"1109" "exp1" 12 46 "graphed-probability" "pro-out" 60 40 34 66 60 40 35 65 1 721 34 1
"1109" "exp1" 12 47 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 477 20 1
"1109" "exp1" 12 48 "graphed-probability" "pro-out" 60 40 36 63 60 40 35 65 1 521 36 1
"1109" "exp1" 12 49 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 470 20 1
"1109" "exp1" 12 50 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 588 66 1
"1109" "exp1" 12 51 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 518 44 1
"1109" "exp1" 12 52 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 1 738 33 1
"1109" "exp1" 12 53 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 416 47 1
"1109" "exp1" 12 54 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 424 77 1
"1109" "exp1" 12 55 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 412 44 1
"1109" "exp1" 12 56 "graphed-probability" "pro-out" 80 20 16 85 80 20 15 85 2 933 0 0
"1109" "exp1" 12 57 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 495 23 1
"1109" "exp1" 12 58 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 456 0 0
"1109" "exp1" 12 59 "graphed-probability" "congruent" 80 20 76 24 80 20 75 25 1 515 76 1
"1109" "exp1" 12 60 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 1 479 46 1
"1109" "exp1" 13 1 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 1 458 26 1
"1109" "exp1" 13 2 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 350 76 1
"1109" "exp1" 13 3 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 1 452 45 1
"1109" "exp1" 13 4 "graphed-probability" "pro-prob" 80 20 25 76 80 20 25 75 1 337 0 0
"1109" "exp1" 13 5 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 434 20 1
"1109" "exp1" 13 6 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 419 0 0
"1109" "exp1" 13 7 "graphed-probability" "congruent" 70 30 75 27 70 30 75 25 1 444 0 0
"1109" "exp1" 13 8 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 1 392 0 0
"1109" "exp1" 13 9 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 1 619 45 1
"1109" "exp1" 13 10 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 2 776 0 0
"1109" "exp1" 13 11 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 2 623 0 0
"1109" "exp1" 13 12 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 2 753 0 0
"1109" "exp1" 13 13 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 1 694 46 1
"1109" "exp1" 13 14 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 687 40 1
"1109" "exp1" 13 15 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 396 25 1
"1109" "exp1" 13 16 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 1 882 0 0
"1109" "exp1" 13 17 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 418 76 1
"1109" "exp1" 13 18 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 806 45 1
"1109" "exp1" 13 19 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 601 0 0
"1109" "exp1" 13 20 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 514 30 1
"1109" "exp1" 13 21 "graphed-probability" "congruent" 70 30 66 34 70 30 65 35 1 371 66 1
"1109" "exp1" 13 22 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 1 426 0 0
"1109" "exp1" 13 23 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 474 45 1
"1109" "exp1" 13 24 "graphed-probability" "congruent" 80 20 73 27 80 20 75 25 1 490 73 1
"1109" "exp1" 13 25 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 484 64 1
"1109" "exp1" 13 26 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 547 30 1
"1109" "exp1" 13 27 "graphed-probability" "congruent" 80 20 73 25 80 20 75 25 1 1754 0 0
"1109" "exp1" 13 28 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 1312 0 0
"1109" "exp1" 13 29 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 1 802 16 1
"1109" "exp1" 13 30 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 2 826 87 1
"1109" "exp1" 13 31 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 1 866 34 1
"1109" "exp1" 13 32 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 2 733 0 0
"1109" "exp1" 13 33 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 506 30 1
"1109" "exp1" 13 34 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 493 67 1
"1109" "exp1" 13 35 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 790 20 1
"1109" "exp1" 13 36 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 560 40 1
"1109" "exp1" 13 37 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 490 40 1
"1109" "exp1" 13 38 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 1 595 43 1
"1109" "exp1" 13 39 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 1 412 36 1
"1109" "exp1" 13 40 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 950 0 0
"1109" "exp1" 13 41 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 510 77 1
"1109" "exp1" 13 42 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 1 477 24 1
"1109" "exp1" 13 43 "graphed-probability" "congruent" 70 30 66 37 70 30 65 35 1 431 66 1
"1109" "exp1" 13 44 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 538 44 1
"1109" "exp1" 13 45 "graphed-probability" "pro-out" 60 40 13 83 60 40 15 85 2 1283 83 1
"1109" "exp1" 13 46 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 2 985 0 0
"1109" "exp1" 13 47 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 1 403 77 1
"1109" "exp1" 13 48 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 1 538 0 0
"1109" "exp1" 13 49 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 445 65 1
"1109" "exp1" 13 50 "graphed-probability" "congruent" 60 40 64 33 60 40 65 35 1 455 0 0
"1109" "exp1" 13 51 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 1 558 25 1
"1109" "exp1" 13 52 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 411 74 1
"1109" "exp1" 13 53 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 1 636 0 0
"1109" "exp1" 13 54 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 2 888 0 0
"1109" "exp1" 13 55 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 543 35 1
"1109" "exp1" 13 56 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 1 774 27 1
"1109" "exp1" 13 57 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 568 0 0
"1109" "exp1" 13 58 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 580 64 1
"1109" "exp1" 13 59 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 442 20 1
"1109" "exp1" 13 60 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 468 36 1
"1109" "exp1" 14 1 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 458 64 1
"1109" "exp1" 14 2 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 728 0 0
"1109" "exp1" 14 3 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 555 20 1
"1109" "exp1" 14 4 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 420 63 1
"1109" "exp1" 14 5 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 2 663 86 1
"1109" "exp1" 14 6 "graphed-probability" "pro-prob" 80 20 25 74 80 20 25 75 1 472 0 0
"1109" "exp1" 14 7 "graphed-probability" "pro-out" 70 30 23 74 70 30 25 75 1 691 23 1
"1109" "exp1" 14 8 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1289 30 1
"1109" "exp1" 14 9 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 2 1159 0 0
"1109" "exp1" 14 10 "graphed-probability" "congruent" 80 20 76 25 80 20 75 25 1 610 76 1
"1109" "exp1" 14 11 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 1 1100 43 1
"1109" "exp1" 14 12 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 2 652 83 1
"1109" "exp1" 14 13 "graphed-probability" "congruent" 70 30 63 37 70 30 65 35 1 455 0 0
"1109" "exp1" 14 14 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 584 60 1
"1109" "exp1" 14 15 "graphed-probability" "pro-out" 60 40 35 66 60 40 35 65 1 490 0 0
"1109" "exp1" 14 16 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 1 600 0 0
"1109" "exp1" 14 17 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 495 65 1
"1109" "exp1" 14 18 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 1 1038 14 1
"1109" "exp1" 14 19 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 1 796 26 1
"1109" "exp1" 14 20 "graphed-probability" "congruent" 80 20 76 25 80 20 75 25 1 433 76 1
"1109" "exp1" 14 21 "graphed-probability" "pro-prob" 80 20 27 74 80 20 25 75 1 453 27 1
"1109" "exp1" 14 22 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 1 418 26 1
"1109" "exp1" 14 23 "graphed-probability" "congruent" 70 30 75 27 70 30 75 25 1 567 75 1
"1109" "exp1" 14 24 "graphed-probability" "pro-prob" 60 40 45 54 60 40 45 55 1 705 45 1
"1109" "exp1" 14 25 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 463 34 1
"1109" "exp1" 14 26 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 1 353 17 1
"1109" "exp1" 14 27 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 455 0 0
"1109" "exp1" 14 28 "graphed-probability" "pro-prob" 80 20 43 56 80 20 45 55 1 431 43 1
"1109" "exp1" 14 29 "graphed-probability" "pro-prob" 70 30 36 66 70 30 35 65 1 460 0 0
"1109" "exp1" 14 30 "graphed-probability" "pro-prob" 80 20 44 55 80 20 45 55 1 470 44 1
"1109" "exp1" 14 31 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 985 73 1
"1109" "exp1" 14 32 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 1 519 24 1
"1109" "exp1" 14 33 "graphed-probability" "pro-prob" 70 30 37 63 70 30 35 65 1 387 37 1
"1109" "exp1" 14 34 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 432 0 0
"1109" "exp1" 14 35 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 1 881 0 0
"1109" "exp1" 14 36 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 571 0 0
"1109" "exp1" 14 37 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 511 67 1
"1109" "exp1" 14 38 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 2 779 0 0
"1109" "exp1" 14 39 "graphed-probability" "congruent" 80 20 77 24 80 20 75 25 1 565 77 1
"1109" "exp1" 14 40 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1161 0 0
"1109" "exp1" 14 41 "graphed-probability" "pro-out" 60 40 36 63 60 40 35 65 1 1186 0 0
"1109" "exp1" 14 42 "graphed-probability" "pro-prob" 70 30 36 63 70 30 35 65 1 532 36 1
"1109" "exp1" 14 43 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 1172 46 1
"1109" "exp1" 14 44 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 1 805 43 1
"1109" "exp1" 14 45 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 747 0 0
"1109" "exp1" 14 46 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 2 709 0 0
"1109" "exp1" 14 47 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1052 30 1
"1109" "exp1" 14 48 "graphed-probability" "congruent" 60 40 64 37 60 40 65 35 1 494 0 0
"1109" "exp1" 14 49 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 543 30 1
"1109" "exp1" 14 50 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 1 409 17 1
"1109" "exp1" 14 51 "graphed-probability" "pro-out" 70 30 23 74 70 30 25 75 1 497 23 1
"1109" "exp1" 14 52 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 1 552 24 1
"1109" "exp1" 14 53 "graphed-probability" "congruent" 80 20 75 25 80 20 75 25 1 410 75 1
"1109" "exp1" 14 54 "graphed-probability" "pro-prob" 80 20 43 54 80 20 45 55 1 413 43 1
"1109" "exp1" 14 55 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 383 20 1
"1109" "exp1" 14 56 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 601 40 1
"1109" "exp1" 14 57 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 2 802 85 1
"1109" "exp1" 14 58 "graphed-probability" "pro-prob" 60 40 47 54 60 40 45 55 1 622 47 1
"1109" "exp1" 14 59 "graphed-probability" "pro-out" 60 40 35 67 60 40 35 65 1 539 35 1
"1109" "exp1" 14 60 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 491 0 0
"1109" "exp1" 15 1 "graphed-probability" "pro-out" 60 40 35 66 60 40 35 65 1 492 0 0
"1109" "exp1" 15 2 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 677 40 1
"1109" "exp1" 15 3 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 367 73 1
"1109" "exp1" 15 4 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 465 65 1
"1109" "exp1" 15 5 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 1 487 37 1
"1109" "exp1" 15 6 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 1 653 23 1
"1109" "exp1" 15 7 "graphed-probability" "pro-out" 70 30 25 74 70 30 25 75 1 583 25 1
"1109" "exp1" 15 8 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 474 65 1
"1109" "exp1" 15 9 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 1 838 47 1
"1109" "exp1" 15 10 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 1211 75 1
"1109" "exp1" 15 11 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1009 40 1
"1109" "exp1" 15 12 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 568 77 1
"1109" "exp1" 15 13 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 1 539 36 1
"1109" "exp1" 15 14 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 434 74 1
"1109" "exp1" 15 15 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 2 746 0 0
"1109" "exp1" 15 16 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 867 20 1
"1109" "exp1" 15 17 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 1 475 0 0
"1109" "exp1" 15 18 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 1 722 26 1
"1109" "exp1" 15 19 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 2 750 86 1
"1109" "exp1" 15 20 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 2 868 86 1
"1109" "exp1" 15 21 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 1 493 27 1
"1109" "exp1" 15 22 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 1 394 24 1
"1109" "exp1" 15 23 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 420 0 0
"1109" "exp1" 15 24 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 2 500 0 0
"1109" "exp1" 15 25 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 469 46 1
"1109" "exp1" 15 26 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 473 65 1
"1109" "exp1" 15 27 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 506 0 0
"1109" "exp1" 15 28 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 2 761 84 1
"1109" "exp1" 15 29 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 1 465 43 1
"1109" "exp1" 15 30 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 2 635 85 1
"1109" "exp1" 15 31 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 585 63 1
"1109" "exp1" 15 32 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 1 480 26 1
"1109" "exp1" 15 33 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 1 710 33 1
"1109" "exp1" 15 34 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 1 614 35 1
"1109" "exp1" 15 35 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 499 64 1
"1109" "exp1" 15 36 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 1 476 33 1
"1109" "exp1" 15 37 "graphed-probability" "pro-prob" 60 40 47 54 60 40 45 55 1 729 47 1
"1109" "exp1" 15 38 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 678 30 1
"1109" "exp1" 15 39 "graphed-probability" "pro-prob" 70 30 36 66 70 30 35 65 1 452 36 1
"1109" "exp1" 15 40 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 2 863 0 0
"1109" "exp1" 15 41 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 561 0 0
"1109" "exp1" 15 42 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 1 877 0 0
"1109" "exp1" 15 43 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1093 40 1
"1109" "exp1" 15 44 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 1314 0 0
"1109" "exp1" 15 45 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1081 40 1
"1109" "exp1" 15 46 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 1503 63 1
"1109" "exp1" 15 47 "graphed-probability" "congruent" 70 30 77 24 70 30 75 25 1 599 77 1
"1109" "exp1" 15 48 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1539 30 1
"1109" "exp1" 15 49 "graphed-probability" "congruent" 80 20 76 25 80 20 75 25 1 1097 76 1
"1109" "exp1" 15 50 "graphed-probability" "congruent" 80 20 74 26 80 20 75 25 1 550 74 1
"1109" "exp1" 15 51 "graphed-probability" "pro-out" 80 20 17 83 80 20 15 85 2 724 0 0
"1109" "exp1" 15 52 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 1 3595 0 0
"1109" "exp1" 15 53 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 1 1891 0 0
"1109" "exp1" 15 54 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 624 0 0
"1109" "exp1" 15 55 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 557 20 1
"1109" "exp1" 15 56 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 425 44 1
"1109" "exp1" 15 57 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 491 30 1
"1109" "exp1" 15 58 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 578 20 1
"1109" "exp1" 15 59 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 854 73 1
"1109" "exp1" 15 60 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 1 449 43 1
"1109" "exp1" 16 1 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 393 74 1
"1109" "exp1" 16 2 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 648 40 1
"1109" "exp1" 16 3 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 646 64 1
"1109" "exp1" 16 4 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 454 23 1
"1109" "exp1" 16 5 "graphed-probability" "congruent" 80 20 73 27 80 20 75 25 1 323 73 1
"1109" "exp1" 16 6 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 720 87 1
"1109" "exp1" 16 7 "graphed-probability" "pro-out" 70 30 26 77 70 30 25 75 1 467 26 1
"1109" "exp1" 16 8 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 1 413 0 0
"1109" "exp1" 16 9 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 362 30 1
"1109" "exp1" 16 10 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 381 30 1
"1109" "exp1" 16 11 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 426 0 0
"1109" "exp1" 16 12 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 380 73 1
"1109" "exp1" 16 13 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 1 593 0 0
"1109" "exp1" 16 14 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 1 462 26 1
"1109" "exp1" 16 15 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 334 45 1
"1109" "exp1" 16 16 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 1 537 46 1
"1109" "exp1" 16 17 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 1 444 24 1
"1109" "exp1" 16 18 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 2 374 33 1
"1109" "exp1" 16 19 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 525 0 0
"1109" "exp1" 16 20 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 1 597 45 1
"1109" "exp1" 16 21 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 465 0 0
"1109" "exp1" 16 22 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 1 417 25 1
"1109" "exp1" 16 23 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 2 659 86 1
"1109" "exp1" 16 24 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 1 457 15 1
"1109" "exp1" 16 25 "graphed-probability" "pro-out" 60 40 37 67 60 40 35 65 1 665 37 1
"1109" "exp1" 16 26 "graphed-probability" "congruent" 80 20 74 26 80 20 75 25 1 375 74 1
"1109" "exp1" 16 27 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 2 828 0 0
"1109" "exp1" 16 28 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 477 40 1
"1109" "exp1" 16 29 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 439 76 1
"1109" "exp1" 16 30 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 447 75 1
"1109" "exp1" 16 31 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 1 405 26 1
"1109" "exp1" 16 32 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 1 396 25 1
"1109" "exp1" 16 33 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 587 34 1
"1109" "exp1" 16 34 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 450 20 1
"1109" "exp1" 16 35 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 2 734 0 0
"1109" "exp1" 16 36 "graphed-probability" "congruent" 60 40 67 33 60 40 65 35 1 451 67 1
"1109" "exp1" 16 37 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 1 463 0 0
"1109" "exp1" 16 38 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 460 20 1
"1109" "exp1" 16 39 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 1 382 43 1
"1109" "exp1" 16 40 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 1 870 0 0
"1109" "exp1" 16 41 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 1 360 33 1
"1109" "exp1" 16 42 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 338 66 1
"1109" "exp1" 16 43 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 2 915 87 1
"1109" "exp1" 16 44 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 2 741 0 0
"1109" "exp1" 16 45 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 601 43 1
"1109" "exp1" 16 46 "graphed-probability" "congruent" 60 40 67 33 60 40 65 35 1 496 67 1
"1109" "exp1" 16 47 "graphed-probability" "pro-prob" 80 20 43 54 80 20 45 55 1 413 43 1
"1109" "exp1" 16 48 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 524 63 1
"1109" "exp1" 16 49 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 1 785 0 0
"1109" "exp1" 16 50 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 597 0 0
"1109" "exp1" 16 51 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 711 40 1
"1109" "exp1" 16 52 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 2 661 0 0
"1109" "exp1" 16 53 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 448 65 1
"1109" "exp1" 16 54 "graphed-probability" "pro-prob" 60 40 47 53 60 40 45 55 1 672 0 0
"1109" "exp1" 16 55 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 589 64 1
"1109" "exp1" 16 56 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 487 30 1
"1109" "exp1" 16 57 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 716 20 1
"1109" "exp1" 16 58 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 2 700 64 1
"1109" "exp1" 16 59 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 425 0 0
"1109" "exp1" 16 60 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 381 73 1
"1109" "exp1" 17 1 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 1 561 0 0
"1109" "exp1" 17 2 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 1 418 34 1
"1109" "exp1" 17 3 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 1 553 17 1
"1109" "exp1" 17 4 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 336 0 0
"1109" "exp1" 17 5 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 369 76 1
"1109" "exp1" 17 6 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 514 30 1
"1109" "exp1" 17 7 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 384 30 1
"1109" "exp1" 17 8 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 432 0 0
"1109" "exp1" 17 9 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 2 715 0 0
"1109" "exp1" 17 10 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 432 24 1
"1109" "exp1" 17 11 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 501 0 0
"1109" "exp1" 17 12 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 1 471 33 1
"1109" "exp1" 17 13 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 1 470 33 1
"1109" "exp1" 17 14 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 1 460 0 0
"1109" "exp1" 17 15 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 1 365 26 1
"1109" "exp1" 17 16 "graphed-probability" "congruent" 60 40 63 33 60 40 65 35 1 389 0 0
"1109" "exp1" 17 17 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 407 77 1
"1109" "exp1" 17 18 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 402 0 0
"1109" "exp1" 17 19 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 395 34 1
"1109" "exp1" 17 20 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 506 0 0
"1109" "exp1" 17 21 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 408 0 0
"1109" "exp1" 17 22 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 1 655 0 0
"1109" "exp1" 17 23 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 531 0 0
"1109" "exp1" 17 24 "graphed-probability" "pro-out" 60 40 14 83 60 40 15 85 2 766 0 0
"1109" "exp1" 17 25 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 525 25 1
"1109" "exp1" 17 26 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 1 956 45 1
"1109" "exp1" 17 27 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 1 628 26 1
"1109" "exp1" 17 28 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 442 20 1
"1109" "exp1" 17 29 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 1 437 47 1
"1109" "exp1" 17 30 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 1 435 24 1
"1109" "exp1" 17 31 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 566 40 1
"1109" "exp1" 17 32 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 488 33 1
"1109" "exp1" 17 33 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 527 45 1
"1109" "exp1" 17 34 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 1 702 0 0
"1109" "exp1" 17 35 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 1 519 43 1
"1109" "exp1" 17 36 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 519 0 0
"1109" "exp1" 17 37 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 489 0 0
"1109" "exp1" 17 38 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 416 0 0
"1109" "exp1" 17 39 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 1 353 13 1
"1109" "exp1" 17 40 "graphed-probability" "pro-prob" 60 40 45 54 60 40 45 55 1 559 0 0
"1109" "exp1" 17 41 "graphed-probability" "pro-prob" 80 20 25 76 80 20 25 75 1 426 25 1
"1109" "exp1" 17 42 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 720 65 1
"1109" "exp1" 17 43 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 485 0 0
"1109" "exp1" 17 44 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 2 868 0 0
"1109" "exp1" 17 45 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 649 0 0
"1109" "exp1" 17 46 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 445 40 1
"1109" "exp1" 17 47 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 2 766 0 0
"1109" "exp1" 17 48 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 470 43 1
"1109" "exp1" 17 49 "graphed-probability" "congruent" 60 40 64 37 60 40 65 35 1 510 64 1
"1109" "exp1" 17 50 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 869 0 0
"1109" "exp1" 17 51 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1328 0 0
"1109" "exp1" 17 52 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 2 818 0 0
"1109" "exp1" 17 53 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1879 0 0
"1109" "exp1" 17 54 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 446 20 1
"1109" "exp1" 17 55 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 2 711 85 1
"1109" "exp1" 17 56 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 954 34 1
"1109" "exp1" 17 57 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 1 410 74 1
"1109" "exp1" 17 58 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 634 20 1
"1109" "exp1" 17 59 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 601 66 1
"1109" "exp1" 17 60 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 624 0 0
"1109" "exp1" 18 1 "graphed-probability" "pro-out" 80 20 17 83 80 20 15 85 1 556 17 1
"1109" "exp1" 18 2 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 787 0 0
"1109" "exp1" 18 3 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 524 60 1
"1109" "exp1" 18 4 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 2 1050 0 0
"1109" "exp1" 18 5 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 1 524 37 1
"1109" "exp1" 18 6 "graphed-probability" "pro-prob" 80 20 27 74 80 20 25 75 1 430 0 0
"1109" "exp1" 18 7 "graphed-probability" "pro-prob" 60 40 47 53 60 40 45 55 1 370 0 0
"1109" "exp1" 18 8 "graphed-probability" "pro-out" 60 40 36 64 60 40 35 65 1 762 36 1
"1109" "exp1" 18 9 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 1 501 0 0
"1109" "exp1" 18 10 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 401 73 1
"1109" "exp1" 18 11 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 654 0 0
"1109" "exp1" 18 12 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 1 386 27 1
"1109" "exp1" 18 13 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 1 351 45 1
"1109" "exp1" 18 14 "graphed-probability" "congruent" 60 40 67 33 60 40 65 35 1 412 0 0
"1109" "exp1" 18 15 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 366 44 1
"1109" "exp1" 18 16 "graphed-probability" "congruent" 70 30 64 35 70 30 65 35 1 456 64 1
"1109" "exp1" 18 17 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 408 65 1
"1109" "exp1" 18 18 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 1 702 0 0
"1109" "exp1" 18 19 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 510 20 1
"1109" "exp1" 18 20 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 437 73 1
"1109" "exp1" 18 21 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 1 428 0 0
"1109" "exp1" 18 22 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 477 20 1
"1109" "exp1" 18 23 "graphed-probability" "congruent" 60 40 67 33 60 40 65 35 1 520 67 1
"1109" "exp1" 18 24 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 462 75 1
"1109" "exp1" 18 25 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 1 712 16 1
"1109" "exp1" 18 26 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 1 513 33 1
"1109" "exp1" 18 27 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 474 0 0
"1109" "exp1" 18 28 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 1 410 26 1
"1109" "exp1" 18 29 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 1 391 26 1
"1109" "exp1" 18 30 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 1 389 46 1
"1109" "exp1" 18 31 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 346 77 1
"1109" "exp1" 18 32 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 1 696 0 0
"1109" "exp1" 18 33 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 334 30 1
"1109" "exp1" 18 34 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 1 413 76 1
"1109" "exp1" 18 35 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 1 326 24 1
"1109" "exp1" 18 36 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 1 574 0 0
"1109" "exp1" 18 37 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 400 65 1
"1109" "exp1" 18 38 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 476 0 0
"1109" "exp1" 18 39 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 442 75 1
"1109" "exp1" 18 40 "graphed-probability" "congruent" 70 30 66 37 70 30 65 35 1 576 66 1
"1109" "exp1" 18 41 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 1 855 43 1
"1109" "exp1" 18 42 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 1 373 0 0
"1109" "exp1" 18 43 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 397 67 1
"1109" "exp1" 18 44 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 1 553 33 1
"1109" "exp1" 18 45 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 547 40 1
"1109" "exp1" 18 46 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 643 0 0
"1109" "exp1" 18 47 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 658 0 0
"1109" "exp1" 18 48 "graphed-probability" "pro-out" 80 20 17 83 80 20 15 85 2 673 83 1
"1109" "exp1" 18 49 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 460 0 0
"1109" "exp1" 18 50 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 490 30 1
"1109" "exp1" 18 51 "graphed-probability" "pro-out" 80 20 15 86 80 20 15 85 2 721 0 0
"1109" "exp1" 18 52 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 1 496 27 1
"1109" "exp1" 18 53 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 473 0 0
"1109" "exp1" 18 54 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 382 37 1
"1109" "exp1" 18 55 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 1 536 23 1
"1109" "exp1" 18 56 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 586 30 1
"1109" "exp1" 18 57 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 423 40 1
"1109" "exp1" 18 58 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 537 20 1
"1109" "exp1" 18 59 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 1 601 0 0
"1109" "exp1" 18 60 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 2 715 0 0
"1109" "exp1" 19 1 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 2 540 0 0
"1109" "exp1" 19 2 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 382 46 1
"1109" "exp1" 19 3 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 501 47 1
"1109" "exp1" 19 4 "graphed-probability" "pro-out" 70 30 26 75 70 30 25 75 1 491 26 1
"1109" "exp1" 19 5 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 589 47 1
"1109" "exp1" 19 6 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 588 45 1
"1109" "exp1" 19 7 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 426 65 1
"1109" "exp1" 19 8 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 450 23 1
"1109" "exp1" 19 9 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 1 1095 14 1
"1109" "exp1" 19 10 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 792 40 1
"1109" "exp1" 19 11 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 615 30 1
"1109" "exp1" 19 12 "graphed-probability" "congruent" 80 20 76 24 80 20 75 25 1 407 76 1
"1109" "exp1" 19 13 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 753 0 0
"1109" "exp1" 19 14 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 910 0 0
"1109" "exp1" 19 15 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 577 20 1
"1109" "exp1" 19 16 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 500 67 1
"1109" "exp1" 19 17 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 2 835 0 0
"1109" "exp1" 19 18 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 636 77 1
"1109" "exp1" 19 19 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 496 0 0
"1109" "exp1" 19 20 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 514 67 1
"1109" "exp1" 19 21 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 1 433 14 1
"1109" "exp1" 19 22 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 1 759 34 1
"1109" "exp1" 19 23 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 1 485 24 1
"1109" "exp1" 19 24 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 761 0 0
"1109" "exp1" 19 25 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 668 30 1
"1109" "exp1" 19 26 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 877 20 1
"1109" "exp1" 19 27 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 1 553 0 0
"1109" "exp1" 19 28 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 1068 44 1
"1109" "exp1" 19 29 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 512 0 0
"1109" "exp1" 19 30 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 2 849 84 1
"1109" "exp1" 19 31 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 1 540 37 1
"1109" "exp1" 19 32 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 538 66 1
"1109" "exp1" 19 33 "graphed-probability" "congruent" 70 30 77 26 70 30 75 25 1 506 77 1
"1109" "exp1" 19 34 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 2 507 83 1
"1109" "exp1" 19 35 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 1 654 35 1
"1109" "exp1" 19 36 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 1 518 0 0
"1109" "exp1" 19 37 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 1 391 26 1
"1109" "exp1" 19 38 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 505 30 1
"1109" "exp1" 19 39 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 637 24 1
"1109" "exp1" 19 40 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 2 630 0 0
"1109" "exp1" 19 41 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 1 522 0 0
"1109" "exp1" 19 42 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 412 67 1
"1109" "exp1" 19 43 "graphed-probability" "congruent" 70 30 64 35 70 30 65 35 1 619 64 1
"1109" "exp1" 19 44 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 680 30 1
"1109" "exp1" 19 45 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 514 20 1
"1109" "exp1" 19 46 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 389 34 1
"1109" "exp1" 19 47 "graphed-probability" "pro-out" 70 30 25 77 70 30 25 75 1 468 25 1
"1109" "exp1" 19 48 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 1 431 35 1
"1109" "exp1" 19 49 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 1 620 17 1
"1109" "exp1" 19 50 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 542 76 1
"1109" "exp1" 19 51 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 1 614 37 1
"1109" "exp1" 19 52 "graphed-probability" "pro-out" 60 40 37 65 60 40 35 65 1 562 0 0
"1109" "exp1" 19 53 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 408 0 0
"1109" "exp1" 19 54 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 533 0 0
"1109" "exp1" 19 55 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 2 733 0 0
"1109" "exp1" 19 56 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 757 40 1
"1109" "exp1" 19 57 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 527 73 1
"1109" "exp1" 19 58 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 1 544 43 1
"1109" "exp1" 19 59 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 492 73 1
"1109" "exp1" 19 60 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 1 588 24 1
"1109" "exp1" 20 1 "graphed-probability" "congruent" 80 20 76 24 80 20 75 25 1 529 76 1
"1109" "exp1" 20 2 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 2 660 0 0
"1109" "exp1" 20 3 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 1 438 26 1
"1109" "exp1" 20 4 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 413 47 1
"1109" "exp1" 20 5 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 532 40 1
"1109" "exp1" 20 6 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 689 20 1
"1109" "exp1" 20 7 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 1 392 0 0
"1109" "exp1" 20 8 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 1 450 35 1
"1109" "exp1" 20 9 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 543 67 1
"1109" "exp1" 20 10 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 492 65 1
"1109" "exp1" 20 11 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1054 20 1
"1109" "exp1" 20 12 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 1 832 47 1
"1109" "exp1" 20 13 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 520 0 0
"1109" "exp1" 20 14 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 1 544 74 1
"1109" "exp1" 20 15 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 1 990 27 1
"1109" "exp1" 20 16 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 1 587 47 1
"1109" "exp1" 20 17 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 648 74 1
"1109" "exp1" 20 18 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 721 0 0
"1109" "exp1" 20 19 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 435 66 1
"1109" "exp1" 20 20 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 507 0 0
"1109" "exp1" 20 21 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 1 384 25 1
"1109" "exp1" 20 22 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 1 472 27 1
"1109" "exp1" 20 23 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 490 40 1
"1109" "exp1" 20 24 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 1 898 23 1
"1109" "exp1" 20 25 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 1 480 0 0
"1109" "exp1" 20 26 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 1 375 0 0
"1109" "exp1" 20 27 "graphed-probability" "congruent" 70 30 64 35 70 30 65 35 1 678 64 1
"1109" "exp1" 20 28 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 1 483 37 1
"1109" "exp1" 20 29 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 460 67 1
"1109" "exp1" 20 30 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 2 760 0 0
"1109" "exp1" 20 31 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 1 614 23 1
"1109" "exp1" 20 32 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 454 0 0
"1109" "exp1" 20 33 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 1 1242 26 1
"1109" "exp1" 20 34 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 511 44 1
"1109" "exp1" 20 35 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 1 454 76 1
"1109" "exp1" 20 36 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 2 989 0 0
"1109" "exp1" 20 37 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 424 0 0
"1109" "exp1" 20 38 "graphed-probability" "congruent" 70 30 75 27 70 30 75 25 1 457 75 1
"1109" "exp1" 20 39 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 480 44 1
"1109" "exp1" 20 40 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 1 319 76 1
"1109" "exp1" 20 41 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 546 40 1
"1109" "exp1" 20 42 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 410 75 1
"1109" "exp1" 20 43 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 1 479 45 1
"1109" "exp1" 20 44 "graphed-probability" "pro-out" 70 30 23 74 70 30 25 75 2 835 74 1
"1109" "exp1" 20 45 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 1 500 46 1
"1109" "exp1" 20 46 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 454 30 1
"1109" "exp1" 20 47 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 482 0 0
"1109" "exp1" 20 48 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 1 497 37 1
"1109" "exp1" 20 49 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 465 13 1
"1109" "exp1" 20 50 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 617 0 0
"1109" "exp1" 20 51 "graphed-probability" "pro-out" 60 40 13 83 60 40 15 85 2 899 0 0
"1109" "exp1" 20 52 "graphed-probability" "pro-out" 80 20 15 84 80 20 15 85 1 939 15 1
"1109" "exp1" 20 53 "graphed-probability" "congruent" 80 20 76 25 80 20 75 25 1 438 76 1
"1109" "exp1" 20 54 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 1 584 36 1
"1109" "exp1" 20 55 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 2 768 84 1
"1109" "exp1" 20 56 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 451 66 1
"1109" "exp1" 20 57 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 2 455 0 0
"1109" "exp1" 20 58 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 548 0 0
"1109" "exp1" 20 59 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 508 64 1
"1109" "exp1" 20 60 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 701 60 1
"1110" "exp1" 1 1 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 1 729 24 1
"1110" "exp1" 1 2 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 735 30 1
"1110" "exp1" 1 3 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 755 60 1
"1110" "exp1" 1 4 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 1 497 24 1
"1110" "exp1" 1 5 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 1 558 0 0
"1110" "exp1" 1 6 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 463 0 0
"1110" "exp1" 1 7 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 595 36 1
"1110" "exp1" 1 8 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 716 60 1
"1110" "exp1" 1 9 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 553 37 1
"1110" "exp1" 1 10 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 595 44 1
"1110" "exp1" 1 11 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 599 66 1
"1110" "exp1" 1 12 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 1 661 75 1
"1110" "exp1" 1 13 "graphed-probability" "pro-prob" 80 20 27 74 80 20 25 75 1 939 0 0
"1110" "exp1" 1 14 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 1 916 0 0
"1110" "exp1" 1 15 "graphed-probability" "congruent" 70 30 77 26 70 30 75 25 1 692 0 0
"1110" "exp1" 1 16 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 809 0 0
"1110" "exp1" 1 17 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 1 716 23 1
"1110" "exp1" 1 18 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 2 644 83 1
"1110" "exp1" 1 19 "graphed-probability" "pro-out" 60 40 13 85 60 40 15 85 2 966 85 1
"1110" "exp1" 1 20 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 1 661 27 1
"1110" "exp1" 1 21 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 815 20 1
"1110" "exp1" 1 22 "graphed-probability" "pro-prob" 80 20 43 54 80 20 45 55 1 650 43 1
"1110" "exp1" 1 23 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 2 931 66 1
"1110" "exp1" 1 24 "graphed-probability" "pro-prob" 80 20 25 74 80 20 25 75 1 774 0 0
"1110" "exp1" 1 25 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 2 601 0 0
"1110" "exp1" 1 26 "graphed-probability" "congruent" 60 40 65 36 60 40 65 35 1 776 65 1
"1110" "exp1" 1 27 "graphed-probability" "congruent" 60 40 63 35 60 40 65 35 1 991 63 1
"1110" "exp1" 1 28 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 2 979 0 0
"1110" "exp1" 1 29 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 868 0 0
"1110" "exp1" 1 30 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 1 855 0 0
"1110" "exp1" 1 31 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 758 0 0
"1110" "exp1" 1 32 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 707 75 1
"1110" "exp1" 1 33 "graphed-probability" "pro-prob" 80 20 43 56 80 20 45 55 1 1124 43 1
"1110" "exp1" 1 34 "graphed-probability" "pro-prob" 80 20 44 56 80 20 45 55 1 972 44 1
"1110" "exp1" 1 35 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 788 67 1
"1110" "exp1" 1 36 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 2 1152 0 0
"1110" "exp1" 1 37 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 2 1253 0 0
"1110" "exp1" 1 38 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 2 1061 64 1
"1110" "exp1" 1 39 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 771 0 0
"1110" "exp1" 1 40 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 1 854 43 1
"1110" "exp1" 1 41 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 729 40 1
"1110" "exp1" 1 42 "graphed-probability" "congruent" 70 30 77 24 70 30 75 25 1 780 77 1
"1110" "exp1" 1 43 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 557 20 1
"1110" "exp1" 1 44 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 408 0 0
"1110" "exp1" 1 45 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 1 1166 0 0
"1110" "exp1" 1 46 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 2 1021 27 1
"1110" "exp1" 1 47 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 1 1453 47 1
"1110" "exp1" 1 48 "graphed-probability" "pro-out" 60 40 35 67 60 40 35 65 1 1012 35 1
"1110" "exp1" 1 49 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 751 20 1
"1110" "exp1" 1 50 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 538 67 1
"1110" "exp1" 1 51 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 1 1204 17 1
"1110" "exp1" 1 52 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 1311 67 1
"1110" "exp1" 1 53 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1180 0 0
"1110" "exp1" 1 54 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 1 1115 46 1
"1110" "exp1" 1 55 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 1 794 33 1
"1110" "exp1" 1 56 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 2 994 86 1
"1110" "exp1" 1 57 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 1130 67 1
"1110" "exp1" 1 58 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1125 30 1
"1110" "exp1" 1 59 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 893 64 1
"1110" "exp1" 1 60 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1330 0 0
"1110" "exp1" 2 1 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 545 30 1
"1110" "exp1" 2 2 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 1 1072 17 1
"1110" "exp1" 2 3 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1142 0 0
"1110" "exp1" 2 4 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 1 953 33 1
"1110" "exp1" 2 5 "graphed-probability" "congruent" 60 40 67 33 60 40 65 35 1 902 67 1
"1110" "exp1" 2 6 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 1 792 16 1
"1110" "exp1" 2 7 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 1 926 45 1
"1110" "exp1" 2 8 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 595 20 1
"1110" "exp1" 2 9 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 729 30 1
"1110" "exp1" 2 10 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 1 995 43 1
"1110" "exp1" 2 11 "graphed-probability" "pro-prob" 80 20 23 75 80 20 25 75 2 779 0 0
"1110" "exp1" 2 12 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 759 40 1
"1110" "exp1" 2 13 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 606 0 0
"1110" "exp1" 2 14 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 1 650 46 1
"1110" "exp1" 2 15 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 2 1089 0 0
"1110" "exp1" 2 16 "graphed-probability" "congruent" 80 20 77 24 80 20 75 25 1 700 77 1
"1110" "exp1" 2 17 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 1 1422 0 0
"1110" "exp1" 2 18 "graphed-probability" "pro-prob" 70 30 37 63 70 30 35 65 1 621 37 1
"1110" "exp1" 2 19 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 1009 47 1
"1110" "exp1" 2 20 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 2 934 0 0
"1110" "exp1" 2 21 "graphed-probability" "congruent" 80 20 74 26 80 20 75 25 1 848 0 0
"1110" "exp1" 2 22 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 1 1273 0 0
"1110" "exp1" 2 23 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 1 722 23 1
"1110" "exp1" 2 24 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 757 64 1
"1110" "exp1" 2 25 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 816 0 0
"1110" "exp1" 2 26 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 1 1420 13 1
"1110" "exp1" 2 27 "graphed-probability" "pro-out" 70 30 25 77 70 30 25 75 1 1250 25 1
"1110" "exp1" 2 28 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 2 915 0 0
"1110" "exp1" 2 29 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 1080 67 1
"1110" "exp1" 2 30 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 1 1760 16 1
"1110" "exp1" 2 31 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 1247 0 0
"1110" "exp1" 2 32 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 961 20 1
"1110" "exp1" 2 33 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1026 40 1
"1110" "exp1" 2 34 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 998 44 1
"1110" "exp1" 2 35 "graphed-probability" "congruent" 70 30 63 37 70 30 65 35 1 1139 0 0
"1110" "exp1" 2 36 "graphed-probability" "congruent" 70 30 75 27 70 30 75 25 1 1053 75 1
"1110" "exp1" 2 37 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 1001 67 1
"1110" "exp1" 2 38 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 1039 64 1
"1110" "exp1" 2 39 "graphed-probability" "pro-prob" 80 20 27 74 80 20 25 75 1 1331 27 1
"1110" "exp1" 2 40 "graphed-probability" "pro-prob" 80 20 23 75 80 20 25 75 1 726 23 1
"1110" "exp1" 2 41 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1924 20 1
"1110" "exp1" 2 42 "graphed-probability" "pro-out" 60 40 13 85 60 40 15 85 2 1365 85 1
"1110" "exp1" 2 43 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 1 1319 0 0
"1110" "exp1" 2 44 "graphed-probability" "congruent" 80 20 76 24 80 20 75 25 1 953 76 1
"1110" "exp1" 2 45 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 2 1284 0 0
"1110" "exp1" 2 46 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 1056 35 1
"1110" "exp1" 2 47 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 2 1178 0 0
"1110" "exp1" 2 48 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 1 1564 23 1
"1110" "exp1" 2 49 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 758 77 1
"1110" "exp1" 2 50 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1237 0 0
"1110" "exp1" 2 51 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1625 20 1
"1110" "exp1" 2 52 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1121 0 0
"1110" "exp1" 2 53 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 966 76 1
"1110" "exp1" 2 54 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 2 1304 66 1
"1110" "exp1" 2 55 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 2 1366 0 0
"1110" "exp1" 2 56 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 994 30 1
"1110" "exp1" 2 57 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 1 649 15 1
"1110" "exp1" 2 58 "graphed-probability" "pro-prob" 60 40 44 54 60 40 45 55 1 1163 0 0
"1110" "exp1" 2 59 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 1280 0 0
"1110" "exp1" 2 60 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 772 24 1
"1110" "exp1" 3 1 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 1 509 26 1
"1110" "exp1" 3 2 "graphed-probability" "pro-out" 60 40 15 87 60 40 15 85 2 812 0 0
"1110" "exp1" 3 3 "graphed-probability" "pro-prob" 80 20 25 76 80 20 25 75 1 836 25 1
"1110" "exp1" 3 4 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 1104 0 0
"1110" "exp1" 3 5 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 1 1002 27 1
"1110" "exp1" 3 6 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 814 33 1
"1110" "exp1" 3 7 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 859 65 1
"1110" "exp1" 3 8 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 1311 13 1
"1110" "exp1" 3 9 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 819 74 1
"1110" "exp1" 3 10 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 1064 0 0
"1110" "exp1" 3 11 "graphed-probability" "pro-prob" 70 30 36 63 70 30 35 65 1 1204 36 1
"1110" "exp1" 3 12 "graphed-probability" "pro-prob" 60 40 45 54 60 40 45 55 2 1325 54 1
"1110" "exp1" 3 13 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 1 1115 24 1
"1110" "exp1" 3 14 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 1 981 14 1
"1110" "exp1" 3 15 "graphed-probability" "pro-out" 60 40 36 64 60 40 35 65 2 1426 64 1
"1110" "exp1" 3 16 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1359 30 1
"1110" "exp1" 3 17 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 2 1733 0 0
"1110" "exp1" 3 18 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 1328 0 0
"1110" "exp1" 3 19 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1103 0 0
"1110" "exp1" 3 20 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 1105 0 0
"1110" "exp1" 3 21 "graphed-probability" "pro-out" 80 20 15 84 80 20 15 85 1 1347 15 1
"1110" "exp1" 3 22 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 1932 34 1
"1110" "exp1" 3 23 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 921 75 1
"1110" "exp1" 3 24 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 2 985 57 1
"1110" "exp1" 3 25 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 814 0 0
"1110" "exp1" 3 26 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1204 30 1
"1110" "exp1" 3 27 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 1 1123 0 0
"1110" "exp1" 3 28 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 693 76 1
"1110" "exp1" 3 29 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 733 44 1
"1110" "exp1" 3 30 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 618 46 1
"1110" "exp1" 3 31 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 1 857 44 1
"1110" "exp1" 3 32 "graphed-probability" "pro-out" 60 40 13 83 60 40 15 85 2 1486 83 1
"1110" "exp1" 3 33 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1348 0 0
"1110" "exp1" 3 34 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 854 0 0
"1110" "exp1" 3 35 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 1 998 24 1
"1110" "exp1" 3 36 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 1 896 75 1
"1110" "exp1" 3 37 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 1 900 15 1
"1110" "exp1" 3 38 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 554 20 1
"1110" "exp1" 3 39 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 1080 67 1
"1110" "exp1" 3 40 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1149 20 1
"1110" "exp1" 3 41 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 2 1380 0 0
"1110" "exp1" 3 42 "graphed-probability" "pro-prob" 80 20 25 76 80 20 25 75 1 748 25 1
"1110" "exp1" 3 43 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 893 0 0
"1110" "exp1" 3 44 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1305 30 1
"1110" "exp1" 3 45 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 688 66 1
"1110" "exp1" 3 46 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 686 0 0
"1110" "exp1" 3 47 "graphed-probability" "pro-prob" 80 20 45 56 80 20 45 55 1 743 45 1
"1110" "exp1" 3 48 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 702 0 0
"1110" "exp1" 3 49 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1066 60 1
"1110" "exp1" 3 50 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 909 66 1
"1110" "exp1" 3 51 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 637 0 0
"1110" "exp1" 3 52 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 2 902 0 0
"1110" "exp1" 3 53 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 851 0 0
"1110" "exp1" 3 54 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 2 1055 0 0
"1110" "exp1" 3 55 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 1 772 25 1
"1110" "exp1" 3 56 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 935 45 1
"1110" "exp1" 3 57 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 788 20 1
"1110" "exp1" 3 58 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 2 1425 0 0
"1110" "exp1" 3 59 "graphed-probability" "pro-out" 60 40 35 66 60 40 35 65 2 815 0 0
"1110" "exp1" 3 60 "graphed-probability" "congruent" 60 40 65 35 60 40 65 35 1 1026 65 1
"1110" "exp1" 4 1 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 2 877 87 1
"1110" "exp1" 4 2 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 715 0 0
"1110" "exp1" 4 3 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 2 1137 0 0
"1110" "exp1" 4 4 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 1 677 0 0
"1110" "exp1" 4 5 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 2 681 0 0
"1110" "exp1" 4 6 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 1 624 0 0
"1110" "exp1" 4 7 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 2 1546 0 0
"1110" "exp1" 4 8 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1135 30 1
"1110" "exp1" 4 9 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 770 73 1
"1110" "exp1" 4 10 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 851 66 1
"1110" "exp1" 4 11 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 584 63 1
"1110" "exp1" 4 12 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 1 986 17 1
"1110" "exp1" 4 13 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 1 1039 26 1
"1110" "exp1" 4 14 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 2 881 0 0
"1110" "exp1" 4 15 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 2 659 85 1
"1110" "exp1" 4 16 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 710 20 1
"1110" "exp1" 4 17 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 1 1025 25 1
"1110" "exp1" 4 18 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 2 1027 0 0
"1110" "exp1" 4 19 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 2 1164 0 0
"1110" "exp1" 4 20 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 1 927 46 1
"1110" "exp1" 4 21 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 1 881 0 0
"1110" "exp1" 4 22 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 911 73 1
"1110" "exp1" 4 23 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 971 76 1
"1110" "exp1" 4 24 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 1513 63 1
"1110" "exp1" 4 25 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1081 0 0
"1110" "exp1" 4 26 "graphed-probability" "pro-prob" 80 20 44 55 80 20 45 55 1 747 0 0
"1110" "exp1" 4 27 "graphed-probability" "pro-prob" 80 20 25 76 80 20 25 75 2 819 0 0
"1110" "exp1" 4 28 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 676 80 1
"1110" "exp1" 4 29 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 580 20 1
"1110" "exp1" 4 30 "graphed-probability" "pro-out" 70 30 23 77 70 30 25 75 1 1075 0 0
"1110" "exp1" 4 31 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 1164 74 1
"1110" "exp1" 4 32 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 2 1498 0 0
"1110" "exp1" 4 33 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 671 0 0
"1110" "exp1" 4 34 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 2 896 0 0
"1110" "exp1" 4 35 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 1027 47 1
"1110" "exp1" 4 36 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 2 995 36 1
"1110" "exp1" 4 37 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 1180 25 1
"1110" "exp1" 4 38 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 573 30 1
"1110" "exp1" 4 39 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 994 75 1
"1110" "exp1" 4 40 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 907 60 1
"1110" "exp1" 4 41 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 2 1297 0 0
"1110" "exp1" 4 42 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 1139 0 0
"1110" "exp1" 4 43 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 1 716 0 0
"1110" "exp1" 4 44 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 2 1155 0 0
"1110" "exp1" 4 45 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 1 1125 43 1
"1110" "exp1" 4 46 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 563 0 0
"1110" "exp1" 4 47 "graphed-probability" "pro-prob" 60 40 47 53 60 40 45 55 2 1284 0 0
"1110" "exp1" 4 48 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 779 30 1
"1110" "exp1" 4 49 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1006 0 0
"1110" "exp1" 4 50 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 1178 63 1
"1110" "exp1" 4 51 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 689 67 1
"1110" "exp1" 4 52 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 677 0 0
"1110" "exp1" 4 53 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 1673 75 1
"1110" "exp1" 4 54 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 739 67 1
"1110" "exp1" 4 55 "graphed-probability" "pro-prob" 70 30 34 66 70 30 35 65 1 939 34 1
"1110" "exp1" 4 56 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 565 0 0
"1110" "exp1" 4 57 "graphed-probability" "congruent" 70 30 77 26 70 30 75 25 1 455 77 1
"1110" "exp1" 4 58 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 2 778 64 1
"1110" "exp1" 4 59 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 873 40 1
"1110" "exp1" 4 60 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 1 861 0 0
"1110" "exp1" 5 1 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 680 0 0
"1110" "exp1" 5 2 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 520 75 1
"1110" "exp1" 5 3 "graphed-probability" "pro-out" 60 40 37 67 60 40 35 65 2 1102 0 0
"1110" "exp1" 5 4 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 741 30 1
"1110" "exp1" 5 5 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 1175 0 0
"1110" "exp1" 5 6 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 1 789 27 1
"1110" "exp1" 5 7 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 900 77 1
"1110" "exp1" 5 8 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 1 1095 27 1
"1110" "exp1" 5 9 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 2 1036 0 0
"1110" "exp1" 5 10 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 2 1051 73 1
"1110" "exp1" 5 11 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1202 0 0
"1110" "exp1" 5 12 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1099 0 0
"1110" "exp1" 5 13 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 1 610 13 1
"1110" "exp1" 5 14 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 1 1334 0 0
"1110" "exp1" 5 15 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 1 1273 0 0
"1110" "exp1" 5 16 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 1 631 24 1
"1110" "exp1" 5 17 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 528 47 1
"1110" "exp1" 5 18 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 780 0 0
"1110" "exp1" 5 19 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1474 0 0
"1110" "exp1" 5 20 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 2 1051 0 0
"1110" "exp1" 5 21 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1065 0 0
"1110" "exp1" 5 22 "graphed-probability" "congruent" 60 40 64 34 60 40 65 35 1 1498 64 1
"1110" "exp1" 5 23 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 2 1263 83 1
"1110" "exp1" 5 24 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 618 75 1
"1110" "exp1" 5 25 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 2 889 0 0
"1110" "exp1" 5 26 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 741 63 1
"1110" "exp1" 5 27 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 1 781 65 1
"1110" "exp1" 5 28 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1127 30 1
"1110" "exp1" 5 29 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 818 0 0
"1110" "exp1" 5 30 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 1 1320 47 1
"1110" "exp1" 5 31 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 1116 63 1
"1110" "exp1" 5 32 "graphed-probability" "congruent" 80 20 76 24 80 20 75 25 1 747 76 1
"1110" "exp1" 5 33 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 651 0 0
"1110" "exp1" 5 34 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 731 76 1
"1110" "exp1" 5 35 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 1447 0 0
"1110" "exp1" 5 36 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 2 1203 0 0
"1110" "exp1" 5 37 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1490 30 1
"1110" "exp1" 5 38 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 1 695 27 1
"1110" "exp1" 5 39 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 1 1035 45 1
"1110" "exp1" 5 40 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 2 1616 0 0
"1110" "exp1" 5 41 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 1 1677 34 1
"1110" "exp1" 5 42 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 1 567 24 1
"1110" "exp1" 5 43 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 2 988 0 0
"1110" "exp1" 5 44 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 1 1097 0 0
"1110" "exp1" 5 45 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 525 67 1
"1110" "exp1" 5 46 "graphed-probability" "congruent" 70 30 77 26 70 30 75 25 1 670 77 1
"1110" "exp1" 5 47 "graphed-probability" "congruent" 60 40 64 33 60 40 65 35 1 720 64 1
"1110" "exp1" 5 48 "graphed-probability" "pro-prob" 80 20 25 74 80 20 25 75 1 732 25 1
"1110" "exp1" 5 49 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 2 722 0 0
"1110" "exp1" 5 50 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 1 1075 43 1
"1110" "exp1" 5 51 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 862 60 1
"1110" "exp1" 5 52 "graphed-probability" "pro-prob" 80 20 43 54 80 20 45 55 1 641 43 1
"1110" "exp1" 5 53 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 2 1010 0 0
"1110" "exp1" 5 54 "graphed-probability" "congruent" 60 40 67 33 60 40 65 35 1 1062 67 1
"1110" "exp1" 5 55 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 1 1641 35 1
"1110" "exp1" 5 56 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 525 0 0
"1110" "exp1" 5 57 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 2 1142 84 1
"1110" "exp1" 5 58 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 921 40 1
"1110" "exp1" 5 59 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 1143 0 0
"1110" "exp1" 5 60 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 2 749 0 0
"1110" "exp1" 6 1 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 674 66 1
"1110" "exp1" 6 2 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 1 985 0 0
"1110" "exp1" 6 3 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 769 67 1
"1110" "exp1" 6 4 "graphed-probability" "congruent" 70 30 77 24 70 30 75 25 1 961 0 0
"1110" "exp1" 6 5 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 2 573 0 0
"1110" "exp1" 6 6 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 1188 46 1
"1110" "exp1" 6 7 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 992 63 1
"1110" "exp1" 6 8 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 1 1379 23 1
"1110" "exp1" 6 9 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 1158 75 1
"1110" "exp1" 6 10 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 581 67 1
"1110" "exp1" 6 11 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 1 589 77 1
"1110" "exp1" 6 12 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 1 1569 0 0
"1110" "exp1" 6 13 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 697 0 0
"1110" "exp1" 6 14 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 1 1234 14 1
"1110" "exp1" 6 15 "graphed-probability" "pro-prob" 80 20 25 74 80 20 25 75 1 1630 25 1
"1110" "exp1" 6 16 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 1043 47 1
"1110" "exp1" 6 17 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 552 44 1
"1110" "exp1" 6 18 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 583 30 1
"1110" "exp1" 6 19 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 829 74 1
"1110" "exp1" 6 20 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 806 30 1
"1110" "exp1" 6 21 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 867 0 0
"1110" "exp1" 6 22 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 690 0 0
"1110" "exp1" 6 23 "graphed-probability" "pro-prob" 70 30 34 66 70 30 35 65 2 592 0 0
"1110" "exp1" 6 24 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 1 970 0 0
"1110" "exp1" 6 25 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 712 77 1
"1110" "exp1" 6 26 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 786 36 1
"1110" "exp1" 6 27 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1214 0 0
"1110" "exp1" 6 28 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 755 65 1
"1110" "exp1" 6 29 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 1 889 0 0
"1110" "exp1" 6 30 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 1 655 16 1
"1110" "exp1" 6 31 "graphed-probability" "pro-out" 60 40 37 67 60 40 35 65 2 1328 67 1
"1110" "exp1" 6 32 "graphed-probability" "pro-out" 60 40 13 83 60 40 15 85 2 870 0 0
"1110" "exp1" 6 33 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 1311 24 1
"1110" "exp1" 6 34 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 2 1051 0 0
"1110" "exp1" 6 35 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 1283 36 1
"1110" "exp1" 6 36 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 816 0 0
"1110" "exp1" 6 37 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 645 80 1
"1110" "exp1" 6 38 "graphed-probability" "pro-prob" 60 40 47 55 60 40 45 55 1 640 47 1
"1110" "exp1" 6 39 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 2 783 0 0
"1110" "exp1" 6 40 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 2 786 65 1
"1110" "exp1" 6 41 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 779 35 1
"1110" "exp1" 6 42 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 1 670 27 1
"1110" "exp1" 6 43 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 2 597 0 0
"1110" "exp1" 6 44 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 1209 75 1
"1110" "exp1" 6 45 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1163 0 0
"1110" "exp1" 6 46 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 946 46 1
"1110" "exp1" 6 47 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 786 40 1
"1110" "exp1" 6 48 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 860 40 1
"1110" "exp1" 6 49 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 1 721 0 0
"1110" "exp1" 6 50 "graphed-probability" "congruent" 70 30 64 35 70 30 65 35 1 783 0 0
"1110" "exp1" 6 51 "graphed-probability" "congruent" 60 40 64 33 60 40 65 35 1 690 64 1
"1110" "exp1" 6 52 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 2 775 0 0
"1110" "exp1" 6 53 "graphed-probability" "pro-out" 60 40 37 65 60 40 35 65 1 1305 37 1
"1110" "exp1" 6 54 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 2 1220 0 0
"1110" "exp1" 6 55 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 993 75 1
"1110" "exp1" 6 56 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 1 1335 23 1
"1110" "exp1" 6 57 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 2 976 0 0
"1110" "exp1" 6 58 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 651 65 1
"1110" "exp1" 6 59 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1041 30 1
"1110" "exp1" 6 60 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 1 626 77 1
"1110" "exp1" 7 1 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 2 735 0 0
"1110" "exp1" 7 2 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 1144 75 1
"1110" "exp1" 7 3 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1107 0 0
"1110" "exp1" 7 4 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 1 1085 0 0
"1110" "exp1" 7 5 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 2 1162 0 0
"1110" "exp1" 7 6 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 555 20 1
"1110" "exp1" 7 7 "graphed-probability" "pro-out" 70 30 25 77 70 30 25 75 1 844 25 1
"1110" "exp1" 7 8 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 1 606 35 1
"1110" "exp1" 7 9 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 518 0 0
"1110" "exp1" 7 10 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 2 1234 0 0
"1110" "exp1" 7 11 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 2 806 23 1
"1110" "exp1" 7 12 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1546 40 1
"1110" "exp1" 7 13 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 556 77 1
"1110" "exp1" 7 14 "graphed-probability" "congruent" 80 20 77 25 80 20 75 25 1 529 77 1
"1110" "exp1" 7 15 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 1 518 26 1
"1110" "exp1" 7 16 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 1 919 0 0
"1110" "exp1" 7 17 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 1 615 46 1
"1110" "exp1" 7 18 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 1 843 67 1
"1110" "exp1" 7 19 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 2 1122 85 1
"1110" "exp1" 7 20 "graphed-probability" "congruent" 80 20 76 24 80 20 75 25 1 829 76 1
"1110" "exp1" 7 21 "graphed-probability" "pro-prob" 70 30 34 66 70 30 35 65 2 1099 0 0
"1110" "exp1" 7 22 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 701 70 1
"1110" "exp1" 7 23 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 2 1336 0 0
"1110" "exp1" 7 24 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 2 761 0 0
"1110" "exp1" 7 25 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 1 660 75 1
"1110" "exp1" 7 26 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 509 30 1
"1110" "exp1" 7 27 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 1 646 0 0
"1110" "exp1" 7 28 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 839 43 1
"1110" "exp1" 7 29 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 1 1255 0 0
"1110" "exp1" 7 30 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 915 0 0
"1110" "exp1" 7 31 "graphed-probability" "pro-out" 70 30 26 75 70 30 25 75 1 792 0 0
"1110" "exp1" 7 32 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 594 44 1
"1110" "exp1" 7 33 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 2 950 0 0
"1110" "exp1" 7 34 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 693 74 1
"1110" "exp1" 7 35 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 1 1022 23 1
"1110" "exp1" 7 36 "graphed-probability" "pro-out" 80 20 17 83 80 20 15 85 2 642 0 0
"1110" "exp1" 7 37 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 574 0 0
"1110" "exp1" 7 38 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 1 465 17 1
"1110" "exp1" 7 39 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1194 40 1
"1110" "exp1" 7 40 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 750 66 1
"1110" "exp1" 7 41 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1392 40 1
"1110" "exp1" 7 42 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 654 67 1
"1110" "exp1" 7 43 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 943 0 0
"1110" "exp1" 7 44 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 1 983 26 1
"1110" "exp1" 7 45 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 685 0 0
"1110" "exp1" 7 46 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 1 902 46 1
"1110" "exp1" 7 47 "graphed-probability" "congruent" 70 30 64 35 70 30 65 35 1 561 0 0
"1110" "exp1" 7 48 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 2 1082 84 1
"1110" "exp1" 7 49 "graphed-probability" "pro-out" 60 40 14 83 60 40 15 85 2 1232 0 0
"1110" "exp1" 7 50 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 1 1273 36 1
"1110" "exp1" 7 51 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 1 545 0 0
"1110" "exp1" 7 52 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 807 66 1
"1110" "exp1" 7 53 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 1 1067 45 1
"1110" "exp1" 7 54 "graphed-probability" "pro-out" 70 30 26 75 70 30 25 75 1 1043 26 1
"1110" "exp1" 7 55 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 556 0 0
"1110" "exp1" 7 56 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 866 0 0
"1110" "exp1" 7 57 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 991 65 1
"1110" "exp1" 7 58 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1004 0 0
"1110" "exp1" 7 59 "graphed-probability" "congruent" 60 40 65 36 60 40 65 35 1 478 65 1
"1110" "exp1" 7 60 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 2 837 0 0
"1110" "exp1" 8 1 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 541 0 0
"1110" "exp1" 8 2 "graphed-probability" "pro-out" 80 20 13 84 80 20 15 85 1 570 13 1
"1110" "exp1" 8 3 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 627 0 0
"1110" "exp1" 8 4 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 446 45 1
"1110" "exp1" 8 5 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 490 0 0
"1110" "exp1" 8 6 "graphed-probability" "pro-prob" 70 30 34 66 70 30 35 65 1 883 34 1
"1110" "exp1" 8 7 "graphed-probability" "pro-prob" 70 30 36 66 70 30 35 65 1 717 0 0
"1110" "exp1" 8 8 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 1 777 23 1
"1110" "exp1" 8 9 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 657 36 1
"1110" "exp1" 8 10 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 795 0 0
"1110" "exp1" 8 11 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 905 0 0
"1110" "exp1" 8 12 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 612 0 0
"1110" "exp1" 8 13 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 1 641 74 1
"1110" "exp1" 8 14 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 1 691 67 1
"1110" "exp1" 8 15 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 828 65 1
"1110" "exp1" 8 16 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 706 43 1
"1110" "exp1" 8 17 "graphed-probability" "pro-out" 60 40 15 86 60 40 15 85 2 557 86 1
"1110" "exp1" 8 18 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 2 983 0 0
"1110" "exp1" 8 19 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 1 999 36 1
"1110" "exp1" 8 20 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 818 77 1
"1110" "exp1" 8 21 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 1 1071 35 1
"1110" "exp1" 8 22 "graphed-probability" "congruent" 80 20 73 25 80 20 75 25 1 804 73 1
"1110" "exp1" 8 23 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 1 666 45 1
"1110" "exp1" 8 24 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 2 896 0 0
"1110" "exp1" 8 25 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 661 75 1
"1110" "exp1" 8 26 "graphed-probability" "pro-out" 60 40 35 66 60 40 35 65 2 899 66 1
"1110" "exp1" 8 27 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 1 756 26 1
"1110" "exp1" 8 28 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 1 931 23 1
"1110" "exp1" 8 29 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 1 616 27 1
"1110" "exp1" 8 30 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 795 44 1
"1110" "exp1" 8 31 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 678 0 0
"1110" "exp1" 8 32 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 615 67 1
"1110" "exp1" 8 33 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 893 0 0
"1110" "exp1" 8 34 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 1 1010 34 1
"1110" "exp1" 8 35 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 2 816 86 1
"1110" "exp1" 8 36 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 1 1363 67 1
"1110" "exp1" 8 37 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 2 1679 85 1
"1110" "exp1" 8 38 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 1 772 33 1
"1110" "exp1" 8 39 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 698 30 1
"1110" "exp1" 8 40 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 494 75 1
"1110" "exp1" 8 41 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 555 0 0
"1110" "exp1" 8 42 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 1 1238 27 1
"1110" "exp1" 8 43 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1062 0 0
"1110" "exp1" 8 44 "graphed-probability" "congruent" 70 30 77 26 70 30 75 25 1 551 77 1
"1110" "exp1" 8 45 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 1 558 0 0
"1110" "exp1" 8 46 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 1024 67 1
"1110" "exp1" 8 47 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1050 60 1
"1110" "exp1" 8 48 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 516 0 0
"1110" "exp1" 8 49 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 1 910 24 1
"1110" "exp1" 8 50 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 1 801 43 1
"1110" "exp1" 8 51 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 552 30 1
"1110" "exp1" 8 52 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 525 44 1
"1110" "exp1" 8 53 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 574 0 0
"1110" "exp1" 8 54 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 1 857 23 1
"1110" "exp1" 8 55 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 1 757 15 1
"1110" "exp1" 8 56 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 886 74 1
"1110" "exp1" 8 57 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 1 639 24 1
"1110" "exp1" 8 58 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 2 887 0 0
"1110" "exp1" 8 59 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 645 0 0
"1110" "exp1" 8 60 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 2 593 0 0
"1110" "exp1" 9 1 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 1 853 0 0
"1110" "exp1" 9 2 "graphed-probability" "pro-out" 60 40 35 66 60 40 35 65 1 672 35 1
"1110" "exp1" 9 3 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 789 0 0
"1110" "exp1" 9 4 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 576 74 1
"1110" "exp1" 9 5 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1011 0 0
"1110" "exp1" 9 6 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 956 60 1
"1110" "exp1" 9 7 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 735 35 1
"1110" "exp1" 9 8 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 1 915 0 0
"1110" "exp1" 9 9 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 774 67 1
"1110" "exp1" 9 10 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 698 0 0
"1110" "exp1" 9 11 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 779 0 0
"1110" "exp1" 9 12 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 675 45 1
"1110" "exp1" 9 13 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 1 878 26 1
"1110" "exp1" 9 14 "graphed-probability" "congruent" 80 20 76 24 80 20 75 25 1 1010 76 1
"1110" "exp1" 9 15 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 1 771 43 1
"1110" "exp1" 9 16 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 1 1027 45 1
"1110" "exp1" 9 17 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 1 704 36 1
"1110" "exp1" 9 18 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 687 60 1
"1110" "exp1" 9 19 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 2 513 0 0
"1110" "exp1" 9 20 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 980 60 1
"1110" "exp1" 9 21 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 1 653 16 1
"1110" "exp1" 9 22 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 1022 0 0
"1110" "exp1" 9 23 "graphed-probability" "pro-out" 70 30 26 75 70 30 25 75 1 1459 26 1
"1110" "exp1" 9 24 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 1 599 0 0
"1110" "exp1" 9 25 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 1102 0 0
"1110" "exp1" 9 26 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 1384 36 1
"1110" "exp1" 9 27 "graphed-probability" "congruent" 60 40 64 34 60 40 65 35 1 607 64 1
"1110" "exp1" 9 28 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 941 30 1
"1110" "exp1" 9 29 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 769 0 0
"1110" "exp1" 9 30 "graphed-probability" "congruent" 60 40 64 33 60 40 65 35 1 1023 64 1
"1110" "exp1" 9 31 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 644 0 0
"1110" "exp1" 9 32 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 553 0 0
"1110" "exp1" 9 33 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 1 736 23 1
"1110" "exp1" 9 34 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 870 0 0
"1110" "exp1" 9 35 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 769 76 1
"1110" "exp1" 9 36 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 567 77 1
"1110" "exp1" 9 37 "graphed-probability" "pro-out" 60 40 15 86 60 40 15 85 2 860 0 0
"1110" "exp1" 9 38 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 2 567 85 1
"1110" "exp1" 9 39 "graphed-probability" "congruent" 80 20 74 26 80 20 75 25 1 805 0 0
"1110" "exp1" 9 40 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 1 1207 27 1
"1110" "exp1" 9 41 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 2 900 0 0
"1110" "exp1" 9 42 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 1 1039 37 1
"1110" "exp1" 9 43 "graphed-probability" "congruent" 70 30 77 24 70 30 75 25 1 701 77 1
"1110" "exp1" 9 44 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 974 80 1
"1110" "exp1" 9 45 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 1 924 26 1
"1110" "exp1" 9 46 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 835 36 1
"1110" "exp1" 9 47 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 2 914 0 0
"1110" "exp1" 9 48 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 1 760 26 1
"1110" "exp1" 9 49 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 685 0 0
"1110" "exp1" 9 50 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 646 64 1
"1110" "exp1" 9 51 "graphed-probability" "congruent" 70 30 66 34 70 30 65 35 1 753 66 1
"1110" "exp1" 9 52 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 1 913 0 0
"1110" "exp1" 9 53 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 524 0 0
"1110" "exp1" 9 54 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 742 0 0
"1110" "exp1" 9 55 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 616 0 0
"1110" "exp1" 9 56 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 2 873 84 1
"1110" "exp1" 9 57 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 994 30 1
"1110" "exp1" 9 58 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 614 25 1
"1110" "exp1" 9 59 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 2 661 0 0
"1110" "exp1" 9 60 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 1 643 0 0
"1110" "exp1" 10 1 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 587 0 0
"1110" "exp1" 10 2 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 2 498 87 1
"1110" "exp1" 10 3 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 2 587 0 0
"1110" "exp1" 10 4 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 885 34 1
"1110" "exp1" 10 5 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 1 1277 0 0
"1110" "exp1" 10 6 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 515 0 0
"1110" "exp1" 10 7 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 653 0 0
"1110" "exp1" 10 8 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 753 66 1
"1110" "exp1" 10 9 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 749 80 1
"1110" "exp1" 10 10 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 581 0 0
"1110" "exp1" 10 11 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 1 841 25 1
"1110" "exp1" 10 12 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 625 77 1
"1110" "exp1" 10 13 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 1 714 0 0
"1110" "exp1" 10 14 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 641 36 1
"1110" "exp1" 10 15 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 661 47 1
"1110" "exp1" 10 16 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 673 0 0
"1110" "exp1" 10 17 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 2 541 0 0
"1110" "exp1" 10 18 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 971 0 0
"1110" "exp1" 10 19 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 1 1067 27 1
"1110" "exp1" 10 20 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 637 30 1
"1110" "exp1" 10 21 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 1 440 13 1
"1110" "exp1" 10 22 "graphed-probability" "pro-out" 70 30 25 74 70 30 25 75 1 597 25 1
"1110" "exp1" 10 23 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 1 737 76 1
"1110" "exp1" 10 24 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 796 0 0
"1110" "exp1" 10 25 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 969 0 0
"1110" "exp1" 10 26 "graphed-probability" "pro-out" 60 40 15 86 60 40 15 85 2 836 0 0
"1110" "exp1" 10 27 "graphed-probability" "congruent" 80 20 76 25 80 20 75 25 1 1065 0 0
"1110" "exp1" 10 28 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 1 724 0 0
"1110" "exp1" 10 29 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1109 40 1
"1110" "exp1" 10 30 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 1 1149 47 1
"1110" "exp1" 10 31 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 646 67 1
"1110" "exp1" 10 32 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 925 80 1
"1110" "exp1" 10 33 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 618 25 1
"1110" "exp1" 10 34 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 950 65 1
"1110" "exp1" 10 35 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 1 497 75 1
"1110" "exp1" 10 36 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 2 641 85 1
"1110" "exp1" 10 37 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 979 60 1
"1110" "exp1" 10 38 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 637 0 0
"1110" "exp1" 10 39 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 2 851 0 0
"1110" "exp1" 10 40 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 1 763 0 0
"1110" "exp1" 10 41 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 933 24 1
"1110" "exp1" 10 42 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 1 738 0 0
"1110" "exp1" 10 43 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 1 867 37 1
"1110" "exp1" 10 44 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 568 75 1
"1110" "exp1" 10 45 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 802 0 0
"1110" "exp1" 10 46 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 664 0 0
"1110" "exp1" 10 47 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 1 926 44 1
"1110" "exp1" 10 48 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 1 551 0 0
"1110" "exp1" 10 49 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 1 790 0 0
"1110" "exp1" 10 50 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 978 0 0
"1110" "exp1" 10 51 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 954 60 1
"1110" "exp1" 10 52 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 2 671 0 0
"1110" "exp1" 10 53 "graphed-probability" "pro-prob" 60 40 47 54 60 40 45 55 2 961 0 0
"1110" "exp1" 10 54 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 1 1107 13 1
"1110" "exp1" 10 55 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 1 909 26 1
"1110" "exp1" 10 56 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 1 862 0 0
"1110" "exp1" 10 57 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 987 70 1
"1110" "exp1" 10 58 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 932 0 0
"1110" "exp1" 10 59 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 829 60 1
"1110" "exp1" 10 60 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 650 0 0
"1110" "exp1" 11 1 "graphed-probability" "pro-out" 60 40 37 65 60 40 35 65 1 1102 37 1
"1110" "exp1" 11 2 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 1019 25 1
"1110" "exp1" 11 3 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 808 0 0
"1110" "exp1" 11 4 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 1 800 0 0
"1110" "exp1" 11 5 "graphed-probability" "pro-prob" 80 20 43 54 80 20 45 55 1 602 43 1
"1110" "exp1" 11 6 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 854 0 0
"1110" "exp1" 11 7 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 1 726 35 1
"1110" "exp1" 11 8 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 791 0 0
"1110" "exp1" 11 9 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 2 674 0 0
"1110" "exp1" 11 10 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1150 30 1
"1110" "exp1" 11 11 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 828 64 1
"1110" "exp1" 11 12 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 1 674 0 0
"1110" "exp1" 11 13 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 1 538 44 1
"1110" "exp1" 11 14 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 2 745 0 0
"1110" "exp1" 11 15 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 780 0 0
"1110" "exp1" 11 16 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 663 47 1
"1110" "exp1" 11 17 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 877 0 0
"1110" "exp1" 11 18 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 1 959 27 1
"1110" "exp1" 11 19 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 1 812 75 1
"1110" "exp1" 11 20 "graphed-probability" "pro-out" 80 20 15 83 80 20 15 85 2 1026 0 0
"1110" "exp1" 11 21 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 887 0 0
"1110" "exp1" 11 22 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 2 656 0 0
"1110" "exp1" 11 23 "graphed-probability" "pro-out" 60 40 36 63 60 40 35 65 2 833 0 0
"1110" "exp1" 11 24 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 859 0 0
"1110" "exp1" 11 25 "graphed-probability" "congruent" 80 20 75 25 80 20 75 25 1 681 0 0
"1110" "exp1" 11 26 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 2 954 0 0
"1110" "exp1" 11 27 "graphed-probability" "pro-out" 80 20 16 85 80 20 15 85 2 830 0 0
"1110" "exp1" 11 28 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 1 1271 67 1
"1110" "exp1" 11 29 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 819 64 1
"1110" "exp1" 11 30 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 585 76 1
"1110" "exp1" 11 31 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 1 975 44 1
"1110" "exp1" 11 32 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 1 730 0 0
"1110" "exp1" 11 33 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 889 63 1
"1110" "exp1" 11 34 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 930 0 0
"1110" "exp1" 11 35 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 2 956 0 0
"1110" "exp1" 11 36 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 2 1417 0 0
"1110" "exp1" 11 37 "graphed-probability" "pro-out" 60 40 14 83 60 40 15 85 2 594 0 0
"1110" "exp1" 11 38 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 790 30 1
"1110" "exp1" 11 39 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 1 623 34 1
"1110" "exp1" 11 40 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 610 33 1
"1110" "exp1" 11 41 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 942 40 1
"1110" "exp1" 11 42 "graphed-probability" "pro-prob" 70 30 36 63 70 30 35 65 1 699 36 1
"1110" "exp1" 11 43 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 780 0 0
"1110" "exp1" 11 44 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 865 0 0
"1110" "exp1" 11 45 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 535 0 0
"1110" "exp1" 11 46 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 379 20 1
"1110" "exp1" 11 47 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 2 759 0 0
"1110" "exp1" 11 48 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 1 913 46 1
"1110" "exp1" 11 49 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 1 621 0 0
"1110" "exp1" 11 50 "graphed-probability" "pro-out" 60 40 35 66 60 40 35 65 2 1002 66 1
"1110" "exp1" 11 51 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 555 23 1
"1110" "exp1" 11 52 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 1 693 26 1
"1110" "exp1" 11 53 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 704 60 1
"1110" "exp1" 11 54 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 542 67 1
"1110" "exp1" 11 55 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 683 0 0
"1110" "exp1" 11 56 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 513 74 1
"1110" "exp1" 11 57 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1140 70 1
"1110" "exp1" 11 58 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 2 1286 0 0
"1110" "exp1" 11 59 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 829 64 1
"1110" "exp1" 11 60 "graphed-probability" "pro-out" 70 30 27 77 70 30 25 75 1 740 0 0
"1110" "exp1" 12 1 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 2 761 64 1
"1110" "exp1" 12 2 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 2 684 0 0
"1110" "exp1" 12 3 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 1 578 65 1
"1110" "exp1" 12 4 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 798 0 0
"1110" "exp1" 12 5 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 748 73 1
"1110" "exp1" 12 6 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 1 651 0 0
"1110" "exp1" 12 7 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 617 46 1
"1110" "exp1" 12 8 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 1 716 36 1
"1110" "exp1" 12 9 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 609 0 0
"1110" "exp1" 12 10 "graphed-probability" "congruent" 80 20 73 27 80 20 75 25 1 656 73 1
"1110" "exp1" 12 11 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 2 793 0 0
"1110" "exp1" 12 12 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 630 0 0
"1110" "exp1" 12 13 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 2 1031 0 0
"1110" "exp1" 12 14 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 649 63 1
"1110" "exp1" 12 15 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 2 888 0 0
"1110" "exp1" 12 16 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 1 961 0 0
"1110" "exp1" 12 17 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 679 0 0
"1110" "exp1" 12 18 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 1 798 0 0
"1110" "exp1" 12 19 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 621 74 1
"1110" "exp1" 12 20 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1018 0 0
"1110" "exp1" 12 21 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1122 30 1
"1110" "exp1" 12 22 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 2 971 0 0
"1110" "exp1" 12 23 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 832 0 0
"1110" "exp1" 12 24 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 1 1104 0 0
"1110" "exp1" 12 25 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 2 704 0 0
"1110" "exp1" 12 26 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 657 77 1
"1110" "exp1" 12 27 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 923 0 0
"1110" "exp1" 12 28 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 1 773 0 0
"1110" "exp1" 12 29 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 1 817 34 1
"1110" "exp1" 12 30 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 634 67 1
"1110" "exp1" 12 31 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 768 0 0
"1110" "exp1" 12 32 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 608 65 1
"1110" "exp1" 12 33 "graphed-probability" "pro-prob" 70 30 36 63 70 30 35 65 1 613 36 1
"1110" "exp1" 12 34 "graphed-probability" "pro-out" 80 20 15 86 80 20 15 85 2 710 86 1
"1110" "exp1" 12 35 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 1 1219 44 1
"1110" "exp1" 12 36 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 483 0 0
"1110" "exp1" 12 37 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 2 648 0 0
"1110" "exp1" 12 38 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 1 794 0 0
"1110" "exp1" 12 39 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 666 74 1
"1110" "exp1" 12 40 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 705 30 1
"1110" "exp1" 12 41 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 736 0 0
"1110" "exp1" 12 42 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 707 0 0
"1110" "exp1" 12 43 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 1 1001 44 1
"1110" "exp1" 12 44 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 2 1016 0 0
"1110" "exp1" 12 45 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 2 818 0 0
"1110" "exp1" 12 46 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 758 75 1
"1110" "exp1" 12 47 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 2 654 86 1
"1110" "exp1" 12 48 "graphed-probability" "pro-out" 70 30 23 74 70 30 25 75 1 994 23 1
"1110" "exp1" 12 49 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 981 30 1
"1110" "exp1" 12 50 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 685 74 1
"1110" "exp1" 12 51 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 1137 63 1
"1110" "exp1" 12 52 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 646 30 1
"1110" "exp1" 12 53 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 493 0 0
"1110" "exp1" 12 54 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 520 0 0
"1110" "exp1" 12 55 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 1 622 45 1
"1110" "exp1" 12 56 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 590 63 1
"1110" "exp1" 12 57 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 2 993 0 0
"1110" "exp1" 12 58 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 1 550 0 0
"1110" "exp1" 12 59 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 1 1018 34 1
"1110" "exp1" 12 60 "graphed-probability" "pro-out" 70 30 25 74 70 30 25 75 1 708 25 1
"1110" "exp1" 13 1 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 2 833 83 1
"1110" "exp1" 13 2 "graphed-probability" "pro-out" 80 20 15 86 80 20 15 85 2 538 86 1
"1110" "exp1" 13 3 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 697 47 1
"1110" "exp1" 13 4 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 1 596 43 1
"1110" "exp1" 13 5 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 459 46 1
"1110" "exp1" 13 6 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 557 65 1
"1110" "exp1" 13 7 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 797 30 1
"1110" "exp1" 13 8 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 1 680 36 1
"1110" "exp1" 13 9 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 731 0 0
"1110" "exp1" 13 10 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 833 0 0
"1110" "exp1" 13 11 "graphed-probability" "pro-prob" 70 30 34 66 70 30 35 65 1 542 34 1
"1110" "exp1" 13 12 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 1348 67 1
"1110" "exp1" 13 13 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 827 65 1
"1110" "exp1" 13 14 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 1 974 43 1
"1110" "exp1" 13 15 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 542 0 0
"1110" "exp1" 13 16 "graphed-probability" "pro-prob" 80 20 25 74 80 20 25 75 2 1047 74 1
"1110" "exp1" 13 17 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 1 535 26 1
"1110" "exp1" 13 18 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 1 1128 46 1
"1110" "exp1" 13 19 "graphed-probability" "pro-out" 60 40 36 63 60 40 35 65 1 900 36 1
"1110" "exp1" 13 20 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 2 794 0 0
"1110" "exp1" 13 21 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 816 0 0
"1110" "exp1" 13 22 "graphed-probability" "pro-out" 80 20 13 84 80 20 15 85 2 588 0 0
"1110" "exp1" 13 23 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 424 0 0
"1110" "exp1" 13 24 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 1 989 26 1
"1110" "exp1" 13 25 "graphed-probability" "congruent" 70 30 66 34 70 30 65 35 1 645 66 1
"1110" "exp1" 13 26 "graphed-probability" "congruent" 80 20 77 24 80 20 75 25 1 510 77 1
"1110" "exp1" 13 27 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 844 40 1
"1110" "exp1" 13 28 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 995 0 0
"1110" "exp1" 13 29 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 792 73 1
"1110" "exp1" 13 30 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 699 0 0
"1110" "exp1" 13 31 "graphed-probability" "pro-out" 60 40 37 67 60 40 35 65 2 851 0 0
"1110" "exp1" 13 32 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 811 0 0
"1110" "exp1" 13 33 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 2 1013 0 0
"1110" "exp1" 13 34 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 565 67 1
"1110" "exp1" 13 35 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 762 84 1
"1110" "exp1" 13 36 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 657 67 1
"1110" "exp1" 13 37 "graphed-probability" "congruent" 80 20 76 24 80 20 75 25 1 503 0 0
"1110" "exp1" 13 38 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 1 524 46 1
"1110" "exp1" 13 39 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 1 958 24 1
"1110" "exp1" 13 40 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 2 527 0 0
"1110" "exp1" 13 41 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 768 0 0
"1110" "exp1" 13 42 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 706 34 1
"1110" "exp1" 13 43 "graphed-probability" "pro-prob" 60 40 47 53 60 40 45 55 2 793 0 0
"1110" "exp1" 13 44 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 807 25 1
"1110" "exp1" 13 45 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 2 521 87 1
"1110" "exp1" 13 46 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 2 749 0 0
"1110" "exp1" 13 47 "graphed-probability" "congruent" 60 40 64 37 60 40 65 35 1 698 0 0
"1110" "exp1" 13 48 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 1 1136 35 1
"1110" "exp1" 13 49 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 2 1497 0 0
"1110" "exp1" 13 50 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 1 1396 0 0
"1110" "exp1" 13 51 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 465 77 1
"1110" "exp1" 13 52 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 2 754 0 0
"1110" "exp1" 13 53 "graphed-probability" "pro-out" 60 40 37 67 60 40 35 65 1 995 37 1
"1110" "exp1" 13 54 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 546 74 1
"1110" "exp1" 13 55 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 440 77 1
"1110" "exp1" 13 56 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 797 0 0
"1110" "exp1" 13 57 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 504 77 1
"1110" "exp1" 13 58 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 1 808 23 1
"1110" "exp1" 13 59 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 632 30 1
"1110" "exp1" 13 60 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 929 60 1
"1110" "exp1" 14 1 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 762 30 1
"1110" "exp1" 14 2 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 1 496 75 1
"1110" "exp1" 14 3 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 2 891 0 0
"1110" "exp1" 14 4 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 459 65 1
"1110" "exp1" 14 5 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 741 64 1
"1110" "exp1" 14 6 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 1 560 27 1
"1110" "exp1" 14 7 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 1 703 37 1
"1110" "exp1" 14 8 "graphed-probability" "pro-out" 60 40 36 64 60 40 35 65 1 666 36 1
"1110" "exp1" 14 9 "graphed-probability" "pro-out" 70 30 26 75 70 30 25 75 1 663 26 1
"1110" "exp1" 14 10 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 485 76 1
"1110" "exp1" 14 11 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 729 0 0
"1110" "exp1" 14 12 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 836 45 1
"1110" "exp1" 14 13 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 2 876 0 0
"1110" "exp1" 14 14 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 763 66 1
"1110" "exp1" 14 15 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 705 0 0
"1110" "exp1" 14 16 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 937 0 0
"1110" "exp1" 14 17 "graphed-probability" "congruent" 80 20 76 25 80 20 75 25 1 441 76 1
"1110" "exp1" 14 18 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 2 549 77 1
"1110" "exp1" 14 19 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 2 750 0 0
"1110" "exp1" 14 20 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 759 40 1
"1110" "exp1" 14 21 "graphed-probability" "congruent" 80 20 73 25 80 20 75 25 1 478 73 1
"1110" "exp1" 14 22 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 612 77 1
"1110" "exp1" 14 23 "graphed-probability" "pro-out" 80 20 15 86 80 20 15 85 2 791 0 0
"1110" "exp1" 14 24 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 2 688 0 0
"1110" "exp1" 14 25 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 1333 0 0
"1110" "exp1" 14 26 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 711 0 0
"1110" "exp1" 14 27 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 763 0 0
"1110" "exp1" 14 28 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 1 1094 37 1
"1110" "exp1" 14 29 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 1 1116 23 1
"1110" "exp1" 14 30 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 1163 36 1
"1110" "exp1" 14 31 "graphed-probability" "pro-out" 60 40 14 83 60 40 15 85 2 511 83 1
"1110" "exp1" 14 32 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 1 902 27 1
"1110" "exp1" 14 33 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 659 34 1
"1110" "exp1" 14 34 "graphed-probability" "congruent" 70 30 66 34 70 30 65 35 1 736 66 1
"1110" "exp1" 14 35 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 643 0 0
"1110" "exp1" 14 36 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 1 772 0 0
"1110" "exp1" 14 37 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 2 847 35 1
"1110" "exp1" 14 38 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 1 1167 24 1
"1110" "exp1" 14 39 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 583 0 0
"1110" "exp1" 14 40 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 631 63 1
"1110" "exp1" 14 41 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 800 0 0
"1110" "exp1" 14 42 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 704 30 1
"1110" "exp1" 14 43 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 2 841 0 0
"1110" "exp1" 14 44 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 1 1314 0 0
"1110" "exp1" 14 45 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 1 694 46 1
"1110" "exp1" 14 46 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 1 770 0 0
"1110" "exp1" 14 47 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 2 775 0 0
"1110" "exp1" 14 48 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1019 0 0
"1110" "exp1" 14 49 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 779 20 1
"1110" "exp1" 14 50 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1913 0 0
"1110" "exp1" 14 51 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 1 994 0 0
"1110" "exp1" 14 52 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 2 524 85 1
"1110" "exp1" 14 53 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 813 0 0
"1110" "exp1" 14 54 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 805 40 1
"1110" "exp1" 14 55 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 1 1095 23 1
"1110" "exp1" 14 56 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 684 30 1
"1110" "exp1" 14 57 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 1 849 43 1
"1110" "exp1" 14 58 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 1 555 44 1
"1110" "exp1" 14 59 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 2 620 0 0
"1110" "exp1" 14 60 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 794 47 1
"1110" "exp1" 15 1 "graphed-probability" "pro-prob" 80 20 43 56 80 20 45 55 1 731 43 1
"1110" "exp1" 15 2 "graphed-probability" "congruent" 60 40 63 35 60 40 65 35 1 735 63 1
"1110" "exp1" 15 3 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 1 540 34 1
"1110" "exp1" 15 4 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 456 30 1
"1110" "exp1" 15 5 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 1 488 76 1
"1110" "exp1" 15 6 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 682 0 0
"1110" "exp1" 15 7 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 818 0 0
"1110" "exp1" 15 8 "graphed-probability" "congruent" 80 20 75 25 80 20 75 25 1 437 75 1
"1110" "exp1" 15 9 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 2 665 0 0
"1110" "exp1" 15 10 "graphed-probability" "pro-out" 70 30 23 74 70 30 25 75 1 698 23 1
"1110" "exp1" 15 11 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 2 548 85 1
"1110" "exp1" 15 12 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 2 469 0 0
"1110" "exp1" 15 13 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 1 962 46 1
"1110" "exp1" 15 14 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 500 0 0
"1110" "exp1" 15 15 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 564 0 0
"1110" "exp1" 15 16 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 1 1003 0 0
"1110" "exp1" 15 17 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 562 0 0
"1110" "exp1" 15 18 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 626 0 0
"1110" "exp1" 15 19 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 2 533 0 0
"1110" "exp1" 15 20 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 2 539 0 0
"1110" "exp1" 15 21 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 614 0 0
"1110" "exp1" 15 22 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 451 36 1
"1110" "exp1" 15 23 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 746 0 0
"1110" "exp1" 15 24 "graphed-probability" "pro-prob" 70 30 36 63 70 30 35 65 1 722 36 1
"1110" "exp1" 15 25 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 416 0 0
"1110" "exp1" 15 26 "graphed-probability" "congruent" 70 30 64 35 70 30 65 35 1 457 64 1
"1110" "exp1" 15 27 "graphed-probability" "pro-out" 60 40 36 64 60 40 35 65 1 1425 0 0
"1110" "exp1" 15 28 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1113 60 1
"1110" "exp1" 15 29 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 1 706 27 1
"1110" "exp1" 15 30 "graphed-probability" "pro-prob" 70 30 34 66 70 30 35 65 1 531 34 1
"1110" "exp1" 15 31 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 952 76 1
"1110" "exp1" 15 32 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 741 30 1
"1110" "exp1" 15 33 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 2 499 0 0
"1110" "exp1" 15 34 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 1 1217 0 0
"1110" "exp1" 15 35 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 2 727 0 0
"1110" "exp1" 15 36 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 1 739 24 1
"1110" "exp1" 15 37 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 660 30 1
"1110" "exp1" 15 38 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 907 75 1
"1110" "exp1" 15 39 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 1 574 0 0
"1110" "exp1" 15 40 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 994 0 0
"1110" "exp1" 15 41 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 561 25 1
"1110" "exp1" 15 42 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 476 0 0
"1110" "exp1" 15 43 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 855 0 0
"1110" "exp1" 15 44 "graphed-probability" "pro-prob" 80 20 45 56 80 20 45 55 1 576 45 1
"1110" "exp1" 15 45 "graphed-probability" "pro-out" 60 40 36 64 60 40 35 65 1 625 36 1
"1110" "exp1" 15 46 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 1 432 37 1
"1110" "exp1" 15 47 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 711 24 1
"1110" "exp1" 15 48 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 2 529 56 1
"1110" "exp1" 15 49 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 753 30 1
"1110" "exp1" 15 50 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 604 0 0
"1110" "exp1" 15 51 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 1 747 0 0
"1110" "exp1" 15 52 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 688 67 1
"1110" "exp1" 15 53 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 478 45 1
"1110" "exp1" 15 54 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 1 826 0 0
"1110" "exp1" 15 55 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 437 80 1
"1110" "exp1" 15 56 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 1 510 27 1
"1110" "exp1" 15 57 "graphed-probability" "pro-out" 80 20 13 84 80 20 15 85 2 793 0 0
"1110" "exp1" 15 58 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 2 486 0 0
"1110" "exp1" 15 59 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 819 65 1
"1110" "exp1" 15 60 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 816 40 1
"1110" "exp1" 16 1 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 1 489 0 0
"1110" "exp1" 16 2 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 1 654 26 1
"1110" "exp1" 16 3 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 593 67 1
"1110" "exp1" 16 4 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 1 827 24 1
"1110" "exp1" 16 5 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 1 615 0 0
"1110" "exp1" 16 6 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 592 0 0
"1110" "exp1" 16 7 "graphed-probability" "congruent" 60 40 64 33 60 40 65 35 1 791 0 0
"1110" "exp1" 16 8 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 618 30 1
"1110" "exp1" 16 9 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 1 569 17 1
"1110" "exp1" 16 10 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 464 76 1
"1110" "exp1" 16 11 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 711 0 0
"1110" "exp1" 16 12 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 769 74 1
"1110" "exp1" 16 13 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 780 46 1
"1110" "exp1" 16 14 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 1 832 26 1
"1110" "exp1" 16 15 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1027 30 1
"1110" "exp1" 16 16 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 526 64 1
"1110" "exp1" 16 17 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 802 0 0
"1110" "exp1" 16 18 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 767 0 0
"1110" "exp1" 16 19 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 760 0 0
"1110" "exp1" 16 20 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 954 0 0
"1110" "exp1" 16 21 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 2 687 0 0
"1110" "exp1" 16 22 "graphed-probability" "congruent" 60 40 64 37 60 40 65 35 1 808 64 1
"1110" "exp1" 16 23 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 779 65 1
"1110" "exp1" 16 24 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 2 774 0 0
"1110" "exp1" 16 25 "graphed-probability" "pro-out" 70 30 26 75 70 30 25 75 1 940 0 0
"1110" "exp1" 16 26 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 914 0 0
"1110" "exp1" 16 27 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 2 967 0 0
"1110" "exp1" 16 28 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 1 1109 43 1
"1110" "exp1" 16 29 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 617 36 1
"1110" "exp1" 16 30 "graphed-probability" "congruent" 60 40 64 34 60 40 65 35 1 1049 0 0
"1110" "exp1" 16 31 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 1 765 24 1
"1110" "exp1" 16 32 "graphed-probability" "congruent" 80 20 76 25 80 20 75 25 1 549 76 1
"1110" "exp1" 16 33 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 684 0 0
"1110" "exp1" 16 34 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 612 73 1
"1110" "exp1" 16 35 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 1 654 27 1
"1110" "exp1" 16 36 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 657 0 0
"1110" "exp1" 16 37 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 1 871 0 0
"1110" "exp1" 16 38 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 2 471 84 1
"1110" "exp1" 16 39 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 447 80 1
"1110" "exp1" 16 40 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 2 368 0 0
"1110" "exp1" 16 41 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 2 838 0 0
"1110" "exp1" 16 42 "graphed-probability" "pro-prob" 60 40 47 53 60 40 45 55 2 793 53 1
"1110" "exp1" 16 43 "graphed-probability" "pro-out" 60 40 13 85 60 40 15 85 2 537 0 0
"1110" "exp1" 16 44 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 726 0 0
"1110" "exp1" 16 45 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 1 1222 0 0
"1110" "exp1" 16 46 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 1 624 0 0
"1110" "exp1" 16 47 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 1 521 76 1
"1110" "exp1" 16 48 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 2 951 0 0
"1110" "exp1" 16 49 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 702 0 0
"1110" "exp1" 16 50 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 636 80 1
"1110" "exp1" 16 51 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 1 857 35 1
"1110" "exp1" 16 52 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 1 465 46 1
"1110" "exp1" 16 53 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 1 615 27 1
"1110" "exp1" 16 54 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 480 0 0
"1110" "exp1" 16 55 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 565 0 0
"1110" "exp1" 16 56 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 463 0 0
"1110" "exp1" 16 57 "graphed-probability" "pro-prob" 80 20 27 74 80 20 25 75 1 764 27 1
"1110" "exp1" 16 58 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 773 77 1
"1110" "exp1" 16 59 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 1 542 14 1
"1110" "exp1" 16 60 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 730 0 0
"1110" "exp1" 17 1 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 2 1042 0 0
"1110" "exp1" 17 2 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 1 820 26 1
"1110" "exp1" 17 3 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 664 80 1
"1110" "exp1" 17 4 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 675 30 1
"1110" "exp1" 17 5 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 910 60 1
"1110" "exp1" 17 6 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 527 46 1
"1110" "exp1" 17 7 "graphed-probability" "pro-out" 80 20 16 85 80 20 15 85 1 719 16 1
"1110" "exp1" 17 8 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 931 63 1
"1110" "exp1" 17 9 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 1 850 25 1
"1110" "exp1" 17 10 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 2 531 86 1
"1110" "exp1" 17 11 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 837 73 1
"1110" "exp1" 17 12 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 874 0 0
"1110" "exp1" 17 13 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 1 634 35 1
"1110" "exp1" 17 14 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 2 529 86 1
"1110" "exp1" 17 15 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 498 73 1
"1110" "exp1" 17 16 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 609 45 1
"1110" "exp1" 17 17 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 2 479 66 1
"1110" "exp1" 17 18 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 557 33 1
"1110" "exp1" 17 19 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 550 60 1
"1110" "exp1" 17 20 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 2 501 86 1
"1110" "exp1" 17 21 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 503 60 1
"1110" "exp1" 17 22 "graphed-probability" "congruent" 70 30 77 26 70 30 75 25 1 633 77 1
"1110" "exp1" 17 23 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 1 543 23 1
"1110" "exp1" 17 24 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 1 676 43 1
"1110" "exp1" 17 25 "graphed-probability" "congruent" 80 20 73 27 80 20 75 25 1 431 73 1
"1110" "exp1" 17 26 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 1 492 36 1
"1110" "exp1" 17 27 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 510 63 1
"1110" "exp1" 17 28 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 822 0 0
"1110" "exp1" 17 29 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 740 74 1
"1110" "exp1" 17 30 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 527 73 1
"1110" "exp1" 17 31 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 490 0 0
"1110" "exp1" 17 32 "graphed-probability" "pro-out" 70 30 27 77 70 30 25 75 2 708 0 0
"1110" "exp1" 17 33 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 1 831 0 0
"1110" "exp1" 17 34 "graphed-probability" "pro-prob" 80 20 43 54 80 20 45 55 1 839 43 1
"1110" "exp1" 17 35 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 2 886 64 1
"1110" "exp1" 17 36 "graphed-probability" "congruent" 70 30 66 34 70 30 65 35 1 667 66 1
"1110" "exp1" 17 37 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 652 30 1
"1110" "exp1" 17 38 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 2 685 0 0
"1110" "exp1" 17 39 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 1 753 26 1
"1110" "exp1" 17 40 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 1 592 26 1
"1110" "exp1" 17 41 "graphed-probability" "congruent" 60 40 65 36 60 40 65 35 1 369 65 1
"1110" "exp1" 17 42 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 589 0 0
"1110" "exp1" 17 43 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 2 599 0 0
"1110" "exp1" 17 44 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 2 663 0 0
"1110" "exp1" 17 45 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 588 84 1
"1110" "exp1" 17 46 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 2 442 0 0
"1110" "exp1" 17 47 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 1 501 46 1
"1110" "exp1" 17 48 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 587 30 1
"1110" "exp1" 17 49 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 1 795 27 1
"1110" "exp1" 17 50 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 703 0 0
"1110" "exp1" 17 51 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 733 0 0
"1110" "exp1" 17 52 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 2 600 0 0
"1110" "exp1" 17 53 "graphed-probability" "congruent" 80 20 77 25 80 20 75 25 1 506 77 1
"1110" "exp1" 17 54 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 547 60 1
"1110" "exp1" 17 55 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 604 20 1
"1110" "exp1" 17 56 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 2 525 56 1
"1110" "exp1" 17 57 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 1 737 46 1
"1110" "exp1" 17 58 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 668 77 1
"1110" "exp1" 17 59 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 711 0 0
"1110" "exp1" 17 60 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 572 66 1
"1110" "exp1" 18 1 "graphed-probability" "pro-prob" 80 20 25 74 80 20 25 75 2 558 0 0
"1110" "exp1" 18 2 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 1 728 77 1
"1110" "exp1" 18 3 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 879 30 1
"1110" "exp1" 18 4 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 1 557 35 1
"1110" "exp1" 18 5 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 745 66 1
"1110" "exp1" 18 6 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 1 476 76 1
"1110" "exp1" 18 7 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 1 1057 43 1
"1110" "exp1" 18 8 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 487 70 1
"1110" "exp1" 18 9 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 669 63 1
"1110" "exp1" 18 10 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 1 753 46 1
"1110" "exp1" 18 11 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 484 74 1
"1110" "exp1" 18 12 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 552 25 1
"1110" "exp1" 18 13 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 1 817 24 1
"1110" "exp1" 18 14 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 1 1023 46 1
"1110" "exp1" 18 15 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 2 673 85 1
"1110" "exp1" 18 16 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 1 731 35 1
"1110" "exp1" 18 17 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 2 643 0 0
"1110" "exp1" 18 18 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 2 613 67 1
"1110" "exp1" 18 19 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 1 555 0 0
"1110" "exp1" 18 20 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1180 60 1
"1110" "exp1" 18 21 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 903 0 0
"1110" "exp1" 18 22 "graphed-probability" "congruent" 60 40 64 34 60 40 65 35 1 593 64 1
"1110" "exp1" 18 23 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 2 544 0 0
"1110" "exp1" 18 24 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 1 568 75 1
"1110" "exp1" 18 25 "graphed-probability" "pro-out" 70 30 26 75 70 30 25 75 1 959 0 0
"1110" "exp1" 18 26 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 497 0 0
"1110" "exp1" 18 27 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 531 0 0
"1110" "exp1" 18 28 "graphed-probability" "pro-out" 80 20 15 86 80 20 15 85 2 487 0 0
"1110" "exp1" 18 29 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 839 64 1
"1110" "exp1" 18 30 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1026 40 1
"1110" "exp1" 18 31 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 479 45 1
"1110" "exp1" 18 32 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 2 628 0 0
"1110" "exp1" 18 33 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 618 76 1
"1110" "exp1" 18 34 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 595 0 0
"1110" "exp1" 18 35 "graphed-probability" "pro-prob" 80 20 44 56 80 20 45 55 1 721 44 1
"1110" "exp1" 18 36 "graphed-probability" "pro-out" 60 40 36 63 60 40 35 65 2 724 0 0
"1110" "exp1" 18 37 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 1 675 24 1
"1110" "exp1" 18 38 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 383 0 0
"1110" "exp1" 18 39 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 482 67 1
"1110" "exp1" 18 40 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 1 727 0 0
"1110" "exp1" 18 41 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 672 0 0
"1110" "exp1" 18 42 "graphed-probability" "pro-out" 60 40 13 83 60 40 15 85 2 550 83 1
"1110" "exp1" 18 43 "graphed-probability" "pro-prob" 80 20 25 76 80 20 25 75 1 683 25 1
"1110" "exp1" 18 44 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 732 80 1
"1110" "exp1" 18 45 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 648 64 1
"1110" "exp1" 18 46 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 2 529 0 0
"1110" "exp1" 18 47 "graphed-probability" "pro-out" 60 40 36 63 60 40 35 65 1 890 36 1
"1110" "exp1" 18 48 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 724 0 0
"1110" "exp1" 18 49 "graphed-probability" "pro-out" 60 40 15 87 60 40 15 85 2 480 0 0
"1110" "exp1" 18 50 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 496 80 1
"1110" "exp1" 18 51 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 647 0 0
"1110" "exp1" 18 52 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 2 666 0 0
"1110" "exp1" 18 53 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 2 695 0 0
"1110" "exp1" 18 54 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 683 75 1
"1110" "exp1" 18 55 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 1 515 35 1
"1110" "exp1" 18 56 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 1 918 0 0
"1110" "exp1" 18 57 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 2 724 64 1
"1110" "exp1" 18 58 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 926 40 1
"1110" "exp1" 18 59 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 870 0 0
"1110" "exp1" 18 60 "graphed-probability" "congruent" 60 40 65 36 60 40 65 35 2 604 36 1
"1110" "exp1" 19 1 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 2 537 0 0
"1110" "exp1" 19 2 "graphed-probability" "pro-prob" 80 20 43 56 80 20 45 55 1 740 43 1
"1110" "exp1" 19 3 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 2 837 53 1
"1110" "exp1" 19 4 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 490 0 0
"1110" "exp1" 19 5 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 2 983 0 0
"1110" "exp1" 19 6 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 1 649 0 0
"1110" "exp1" 19 7 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 1 412 0 0
"1110" "exp1" 19 8 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 1 691 76 1
"1110" "exp1" 19 9 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 577 0 0
"1110" "exp1" 19 10 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 1 578 25 1
"1110" "exp1" 19 11 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 552 0 0
"1110" "exp1" 19 12 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 549 73 1
"1110" "exp1" 19 13 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 1 829 37 1
"1110" "exp1" 19 14 "graphed-probability" "pro-prob" 80 20 25 76 80 20 25 75 1 560 0 0
"1110" "exp1" 19 15 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 927 60 1
"1110" "exp1" 19 16 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 602 0 0
"1110" "exp1" 19 17 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 447 0 0
"1110" "exp1" 19 18 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 618 13 1
"1110" "exp1" 19 19 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 2 603 0 0
"1110" "exp1" 19 20 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 710 0 0
"1110" "exp1" 19 21 "graphed-probability" "congruent" 80 20 77 25 80 20 75 25 1 552 0 0
"1110" "exp1" 19 22 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 744 30 1
"1110" "exp1" 19 23 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 577 0 0
"1110" "exp1" 19 24 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 1 542 23 1
"1110" "exp1" 19 25 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 675 77 1
"1110" "exp1" 19 26 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 532 75 1
"1110" "exp1" 19 27 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 849 77 1
"1110" "exp1" 19 28 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 775 67 1
"1110" "exp1" 19 29 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 1 588 0 0
"1110" "exp1" 19 30 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 811 44 1
"1110" "exp1" 19 31 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 708 40 1
"1110" "exp1" 19 32 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 444 80 1
"1110" "exp1" 19 33 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 404 80 1
"1110" "exp1" 19 34 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 1 622 46 1
"1110" "exp1" 19 35 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 583 0 0
"1110" "exp1" 19 36 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 696 64 1
"1110" "exp1" 19 37 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 2 454 0 0
"1110" "exp1" 19 38 "graphed-probability" "congruent" 70 30 64 35 70 30 65 35 1 597 64 1
"1110" "exp1" 19 39 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 1 734 0 0
"1110" "exp1" 19 40 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 2 1176 53 1
"1110" "exp1" 19 41 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 2 802 0 0
"1110" "exp1" 19 42 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 982 0 0
"1110" "exp1" 19 43 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 1 452 0 0
"1110" "exp1" 19 44 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 863 0 0
"1110" "exp1" 19 45 "graphed-probability" "pro-prob" 70 30 36 66 70 30 35 65 1 860 36 1
"1110" "exp1" 19 46 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 1 554 24 1
"1110" "exp1" 19 47 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 771 47 1
"1110" "exp1" 19 48 "graphed-probability" "congruent" 60 40 63 33 60 40 65 35 1 728 63 1
"1110" "exp1" 19 49 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 2 844 0 0
"1110" "exp1" 19 50 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 2 681 0 0
"1110" "exp1" 19 51 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 2 396 0 0
"1110" "exp1" 19 52 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 695 0 0
"1110" "exp1" 19 53 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 879 64 1
"1110" "exp1" 19 54 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1018 0 0
"1110" "exp1" 19 55 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 2 763 0 0
"1110" "exp1" 19 56 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 867 74 1
"1110" "exp1" 19 57 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 1 626 0 0
"1110" "exp1" 19 58 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 1 443 27 1
"1110" "exp1" 19 59 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 1 672 0 0
"1110" "exp1" 19 60 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 672 0 0
"1110" "exp1" 20 1 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 545 75 1
"1110" "exp1" 20 2 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 666 76 1
"1110" "exp1" 20 3 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 1 577 17 1
"1110" "exp1" 20 4 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 830 30 1
"1110" "exp1" 20 5 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 929 0 0
"1110" "exp1" 20 6 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 679 0 0
"1110" "exp1" 20 7 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 1 486 26 1
"1110" "exp1" 20 8 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 448 0 0
"1110" "exp1" 20 9 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 1 637 23 1
"1110" "exp1" 20 10 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 556 0 0
"1110" "exp1" 20 11 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 538 30 1
"1110" "exp1" 20 12 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 1 466 15 1
"1110" "exp1" 20 13 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 1 843 35 1
"1110" "exp1" 20 14 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 420 75 1
"1110" "exp1" 20 15 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 1 793 24 1
"1110" "exp1" 20 16 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 469 70 1
"1110" "exp1" 20 17 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 2 594 66 1
"1110" "exp1" 20 18 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 1 696 46 1
"1110" "exp1" 20 19 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 571 0 0
"1110" "exp1" 20 20 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 605 0 0
"1110" "exp1" 20 21 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 1 676 26 1
"1110" "exp1" 20 22 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 1 860 0 0
"1110" "exp1" 20 23 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 2 803 84 1
"1110" "exp1" 20 24 "graphed-probability" "pro-prob" 60 40 47 53 60 40 45 55 1 1036 0 0
"1110" "exp1" 20 25 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 748 65 1
"1110" "exp1" 20 26 "graphed-probability" "congruent" 80 20 77 24 80 20 75 25 1 581 77 1
"1110" "exp1" 20 27 "graphed-probability" "pro-prob" 70 30 36 66 70 30 35 65 1 435 36 1
"1110" "exp1" 20 28 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 2 599 0 0
"1110" "exp1" 20 29 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 692 0 0
"1110" "exp1" 20 30 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 1 813 0 0
"1110" "exp1" 20 31 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 1 503 24 1
"1110" "exp1" 20 32 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 2 699 0 0
"1110" "exp1" 20 33 "graphed-probability" "congruent" 60 40 64 37 60 40 65 35 1 746 0 0
"1110" "exp1" 20 34 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 655 67 1
"1110" "exp1" 20 35 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 520 0 0
"1110" "exp1" 20 36 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 2 562 75 1
"1110" "exp1" 20 37 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 2 627 85 1
"1110" "exp1" 20 38 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 618 45 1
"1110" "exp1" 20 39 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 549 0 0
"1110" "exp1" 20 40 "graphed-probability" "congruent" 70 30 75 27 70 30 75 25 1 572 0 0
"1110" "exp1" 20 41 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 420 73 1
"1110" "exp1" 20 42 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 572 0 0
"1110" "exp1" 20 43 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 781 47 1
"1110" "exp1" 20 44 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 2 471 0 0
"1110" "exp1" 20 45 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 1 903 26 1
"1110" "exp1" 20 46 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 841 64 1
"1110" "exp1" 20 47 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 1 798 0 0
"1110" "exp1" 20 48 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 646 23 1
"1110" "exp1" 20 49 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 685 60 1
"1110" "exp1" 20 50 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 790 0 0
"1110" "exp1" 20 51 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 516 0 0
"1110" "exp1" 20 52 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 711 76 1
"1110" "exp1" 20 53 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 879 0 0
"1110" "exp1" 20 54 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 2 538 53 1
"1110" "exp1" 20 55 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 2 682 0 0
"1110" "exp1" 20 56 "graphed-probability" "pro-prob" 60 40 45 54 60 40 45 55 1 631 0 0
"1110" "exp1" 20 57 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 1 870 36 1
"1110" "exp1" 20 58 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 623 0 0
"1110" "exp1" 20 59 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 2 525 0 0
"1110" "exp1" 20 60 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1100 0 0
"1201" "exp1" 1 1 "graphed-probability" "pro-out" 80 20 15 84 80 20 15 85 1 495 0 0
"1201" "exp1" 1 2 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 555 20 1
"1201" "exp1" 1 3 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 2438 40 1
"1201" "exp1" 1 4 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 2121 13 1
"1201" "exp1" 1 5 "graphed-probability" "pro-out" 60 40 34 66 60 40 35 65 2 3380 66 1
"1201" "exp1" 1 6 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1627 30 1
"1201" "exp1" 1 7 "graphed-probability" "congruent" 80 20 76 25 80 20 75 25 1 552 76 1
"1201" "exp1" 1 8 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 593 73 1
"1201" "exp1" 1 9 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 641 77 1
"1201" "exp1" 1 10 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 1 507 37 1
"1201" "exp1" 1 11 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 2 2326 0 0
"1201" "exp1" 1 12 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 328 66 1
"1201" "exp1" 1 13 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 1 634 24 1
"1201" "exp1" 1 14 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 484 30 1
"1201" "exp1" 1 15 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 1 297 0 0
"1201" "exp1" 1 16 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 449 46 1
"1201" "exp1" 1 17 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 2 1574 0 0
"1201" "exp1" 1 18 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 1 1142 13 1
"1201" "exp1" 1 19 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 2 477 0 0
"1201" "exp1" 1 20 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 1 561 44 1
"1201" "exp1" 1 21 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 371 0 0
"1201" "exp1" 1 22 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 394 67 1
"1201" "exp1" 1 23 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 245 0 0
"1201" "exp1" 1 24 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 541 75 1
"1201" "exp1" 1 25 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 405 20 1
"1201" "exp1" 1 26 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 448 0 0
"1201" "exp1" 1 27 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 227 24 1
"1201" "exp1" 1 28 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 266 67 1
"1201" "exp1" 1 29 "graphed-probability" "pro-out" 60 40 14 83 60 40 15 85 2 938 0 0
"1201" "exp1" 1 30 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 2 724 87 1
"1201" "exp1" 1 31 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 621 0 0
"1201" "exp1" 1 32 "graphed-probability" "pro-prob" 60 40 47 53 60 40 45 55 1 610 0 0
"1201" "exp1" 1 33 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 320 20 1
"1201" "exp1" 1 34 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 228 0 0
"1201" "exp1" 1 35 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 2 1423 0 0
"1201" "exp1" 1 36 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 397 0 0
"1201" "exp1" 1 37 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 1 4934 33 1
"1201" "exp1" 1 38 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 2 666 0 0
"1201" "exp1" 1 39 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1250 0 0
"1201" "exp1" 1 40 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 1169 13 1
"1201" "exp1" 1 41 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 1094 0 0
"1201" "exp1" 1 42 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 2 3045 75 1
"1201" "exp1" 1 43 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 1 1364 46 1
"1201" "exp1" 1 44 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 1 449 43 1
"1201" "exp1" 1 45 "graphed-probability" "pro-prob" 80 20 25 74 80 20 25 75 2 2057 0 0
"1201" "exp1" 1 46 "graphed-probability" "congruent" 70 30 77 24 70 30 75 25 1 618 77 1
"1201" "exp1" 1 47 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 2 278 63 1
"1201" "exp1" 1 48 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 510 0 0
"1201" "exp1" 1 49 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1583 0 0
"1201" "exp1" 1 50 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 505 0 0
"1201" "exp1" 1 51 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 353 0 0
"1201" "exp1" 1 52 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 1 553 0 0
"1201" "exp1" 1 53 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 1 640 27 1
"1201" "exp1" 1 54 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 516 20 1
"1201" "exp1" 1 55 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 1752 67 1
"1201" "exp1" 1 56 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 543 44 1
"1201" "exp1" 1 57 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 601 0 0
"1201" "exp1" 1 58 "graphed-probability" "pro-prob" 80 20 25 74 80 20 25 75 1 3675 25 1
"1201" "exp1" 1 59 "graphed-probability" "pro-out" 60 40 13 83 60 40 15 85 1 436 13 1
"1201" "exp1" 1 60 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 992 40 1
"1201" "exp1" 2 1 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 1 2177 25 1
"1201" "exp1" 2 2 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 399 45 1
"1201" "exp1" 2 3 "graphed-probability" "congruent" 60 40 65 35 60 40 65 35 1 370 65 1
"1201" "exp1" 2 4 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 492 0 0
"1201" "exp1" 2 5 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 888 30 1
"1201" "exp1" 2 6 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 1 2364 23 1
"1201" "exp1" 2 7 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 2 1115 0 0
"1201" "exp1" 2 8 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 1 613 33 1
"1201" "exp1" 2 9 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 2472 0 0
"1201" "exp1" 2 10 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 1 1062 34 1
"1201" "exp1" 2 11 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 935 77 1
"1201" "exp1" 2 12 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 1 596 44 1
"1201" "exp1" 2 13 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 507 0 0
"1201" "exp1" 2 14 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 1 565 0 0
"1201" "exp1" 2 15 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 462 40 1
"1201" "exp1" 2 16 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 466 0 0
"1201" "exp1" 2 17 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 566 66 1
"1201" "exp1" 2 18 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 2 749 0 0
"1201" "exp1" 2 19 "graphed-probability" "pro-out" 60 40 36 64 60 40 35 65 1 1475 36 1
"1201" "exp1" 2 20 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 1329 0 0
"1201" "exp1" 2 21 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 1 1321 36 1
"1201" "exp1" 2 22 "graphed-probability" "pro-out" 70 30 23 74 70 30 25 75 1 484 23 1
"1201" "exp1" 2 23 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 493 0 0
"1201" "exp1" 2 24 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 695 66 1
"1201" "exp1" 2 25 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 1 657 17 1
"1201" "exp1" 2 26 "graphed-probability" "pro-prob" 80 20 44 55 80 20 45 55 2 1693 0 0
"1201" "exp1" 2 27 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 772 0 0
"1201" "exp1" 2 28 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 2 4566 56 1
"1201" "exp1" 2 29 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 514 0 0
"1201" "exp1" 2 30 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 676 30 1
"1201" "exp1" 2 31 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 1 3093 34 1
"1201" "exp1" 2 32 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 3557 0 0
"1201" "exp1" 2 33 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 1 1449 27 1
"1201" "exp1" 2 34 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 2 1004 0 0
"1201" "exp1" 2 35 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 1 3551 37 1
"1201" "exp1" 2 36 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 1 1612 75 1
"1201" "exp1" 2 37 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 1 5316 14 1
"1201" "exp1" 2 38 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 638 20 1
"1201" "exp1" 2 39 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 2 521 0 0
"1201" "exp1" 2 40 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 2550 80 1
"1201" "exp1" 2 41 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 1 2159 17 1
"1201" "exp1" 2 42 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 372 73 1
"1201" "exp1" 2 43 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 2 293 0 0
"1201" "exp1" 2 44 "graphed-probability" "pro-out" 60 40 36 63 60 40 35 65 1 727 0 0
"1201" "exp1" 2 45 "graphed-probability" "pro-out" 80 20 13 84 80 20 15 85 1 1045 0 0
"1201" "exp1" 2 46 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 1 506 24 1
"1201" "exp1" 2 47 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 996 73 1
"1201" "exp1" 2 48 "graphed-probability" "congruent" 70 30 66 37 70 30 65 35 1 587 66 1
"1201" "exp1" 2 49 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 589 40 1
"1201" "exp1" 2 50 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 443 30 1
"1201" "exp1" 2 51 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 419 45 1
"1201" "exp1" 2 52 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 1 533 17 1
"1201" "exp1" 2 53 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 1 1554 0 0
"1201" "exp1" 2 54 "graphed-probability" "congruent" 70 30 66 37 70 30 65 35 2 684 0 0
"1201" "exp1" 2 55 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 643 30 1
"1201" "exp1" 2 56 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 1 3391 27 1
"1201" "exp1" 2 57 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 436 20 1
"1201" "exp1" 2 58 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 1 1338 0 0
"1201" "exp1" 2 59 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 1 723 67 1
"1201" "exp1" 2 60 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 686 64 1
"1201" "exp1" 3 1 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 2 114 37 1
"1201" "exp1" 3 2 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 467 0 0
"1201" "exp1" 3 3 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 1 645 27 1
"1201" "exp1" 3 4 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 1 496 0 0
"1201" "exp1" 3 5 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 1 455 17 1
"1201" "exp1" 3 6 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 716 40 1
"1201" "exp1" 3 7 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 2 555 36 1
"1201" "exp1" 3 8 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 1 594 0 0
"1201" "exp1" 3 9 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 747 30 1
"1201" "exp1" 3 10 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 1 931 46 1
"1201" "exp1" 3 11 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 1 482 33 1
"1201" "exp1" 3 12 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 2207 73 1
"1201" "exp1" 3 13 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 1 673 0 0
"1201" "exp1" 3 14 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 764 0 0
"1201" "exp1" 3 15 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 5378 30 1
"1201" "exp1" 3 16 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 1254 0 0
"1201" "exp1" 3 17 "graphed-probability" "pro-out" 60 40 13 83 60 40 15 85 1 627 0 0
"1201" "exp1" 3 18 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1651 20 1
"1201" "exp1" 3 19 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 2 5584 84 1
"1201" "exp1" 3 20 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 1 2949 26 1
"1201" "exp1" 3 21 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 1802 44 1
"1201" "exp1" 3 22 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 1 1959 26 1
"1201" "exp1" 3 23 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 2 980 85 1
"1201" "exp1" 3 24 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 3865 20 1
"1201" "exp1" 3 25 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 2 1780 67 1
"1201" "exp1" 3 26 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1490 60 1
"1201" "exp1" 3 27 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 606 73 1
"1201" "exp1" 3 28 "graphed-probability" "pro-out" 80 20 15 84 80 20 15 85 2 683 0 0
"1201" "exp1" 3 29 "graphed-probability" "congruent" 60 40 65 36 60 40 65 35 1 634 0 0
"1201" "exp1" 3 30 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 528 67 1
"1201" "exp1" 3 31 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 2 523 65 1
"1201" "exp1" 3 32 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 2 2727 77 1
"1201" "exp1" 3 33 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 1 1688 67 1
"1201" "exp1" 3 34 "graphed-probability" "congruent" 80 20 73 25 80 20 75 25 1 532 0 0
"1201" "exp1" 3 35 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 2 1980 0 0
"1201" "exp1" 3 36 "graphed-probability" "congruent" 80 20 73 27 80 20 75 25 1 1160 73 1
"1201" "exp1" 3 37 "graphed-probability" "congruent" 60 40 63 35 60 40 65 35 1 1200 0 0
"1201" "exp1" 3 38 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 574 70 1
"1201" "exp1" 3 39 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 1 806 0 0
"1201" "exp1" 3 40 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 662 74 1
"1201" "exp1" 3 41 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 2 1069 0 0
"1201" "exp1" 3 42 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 1255 43 1
"1201" "exp1" 3 43 "graphed-probability" "pro-out" 60 40 13 83 60 40 15 85 2 949 83 1
"1201" "exp1" 3 44 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 643 34 1
"1201" "exp1" 3 45 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 662 67 1
"1201" "exp1" 3 46 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 1 2263 15 1
"1201" "exp1" 3 47 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 937 0 0
"1201" "exp1" 3 48 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 1613 47 1
"1201" "exp1" 3 49 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 1 1439 0 0
"1201" "exp1" 3 50 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 2 2520 0 0
"1201" "exp1" 3 51 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 2 760 76 1
"1201" "exp1" 3 52 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 2 697 0 0
"1201" "exp1" 3 53 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 2 1949 0 0
"1201" "exp1" 3 54 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 6332 0 0
"1201" "exp1" 3 55 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 2 986 0 0
"1201" "exp1" 3 56 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1077 0 0
"1201" "exp1" 3 57 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 746 75 1
"1201" "exp1" 3 58 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 1 1278 45 1
"1201" "exp1" 3 59 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1721 0 0
"1201" "exp1" 3 60 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 551 73 1
"1201" "exp1" 4 1 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 2 2872 0 0
"1201" "exp1" 4 2 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 2 1464 0 0
"1201" "exp1" 4 3 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 858 20 1
"1201" "exp1" 4 4 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 776 0 0
"1201" "exp1" 4 5 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 668 75 1
"1201" "exp1" 4 6 "graphed-probability" "congruent" 60 40 65 36 60 40 65 35 1 1133 65 1
"1201" "exp1" 4 7 "graphed-probability" "congruent" 70 30 66 37 70 30 65 35 1 501 66 1
"1201" "exp1" 4 8 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 2 537 77 1
"1201" "exp1" 4 9 "graphed-probability" "congruent" 80 20 73 25 80 20 75 25 1 967 73 1
"1201" "exp1" 4 10 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 2 951 83 1
"1201" "exp1" 4 11 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 533 0 0
"1201" "exp1" 4 12 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 401 67 1
"1201" "exp1" 4 13 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 916 13 1
"1201" "exp1" 4 14 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 2 887 53 1
"1201" "exp1" 4 15 "graphed-probability" "pro-out" 60 40 15 87 60 40 15 85 2 705 0 0
"1201" "exp1" 4 16 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 1 514 24 1
"1201" "exp1" 4 17 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 2 518 0 0
"1201" "exp1" 4 18 "graphed-probability" "pro-out" 60 40 36 63 60 40 35 65 1 619 0 0
"1201" "exp1" 4 19 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 595 77 1
"1201" "exp1" 4 20 "graphed-probability" "pro-prob" 80 20 25 74 80 20 25 75 1 1306 25 1
"1201" "exp1" 4 21 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 1 466 46 1
"1201" "exp1" 4 22 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 3471 0 0
"1201" "exp1" 4 23 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 519 0 0
"1201" "exp1" 4 24 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 2 2012 0 0
"1201" "exp1" 4 25 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 1 571 0 0
"1201" "exp1" 4 26 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 2 914 0 0
"1201" "exp1" 4 27 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 571 70 1
"1201" "exp1" 4 28 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 2 484 87 1
"1201" "exp1" 4 29 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 1 587 43 1
"1201" "exp1" 4 30 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 2 1584 0 0
"1201" "exp1" 4 31 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 875 30 1
"1201" "exp1" 4 32 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 392 60 1
"1201" "exp1" 4 33 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 2 1255 0 0
"1201" "exp1" 4 34 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 2 526 0 0
"1201" "exp1" 4 35 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1377 70 1
"1201" "exp1" 4 36 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 2 1170 0 0
"1201" "exp1" 4 37 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 1 2121 16 1
"1201" "exp1" 4 38 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 2 1591 0 0
"1201" "exp1" 4 39 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 533 60 1
"1201" "exp1" 4 40 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 1 559 24 1
"1201" "exp1" 4 41 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 2 814 0 0
"1201" "exp1" 4 42 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 1420 45 1
"1201" "exp1" 4 43 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 2 1303 54 1
"1201" "exp1" 4 44 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 1381 75 1
"1201" "exp1" 4 45 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 2 892 0 0
"1201" "exp1" 4 46 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 1 894 37 1
"1201" "exp1" 4 47 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 1 682 23 1
"1201" "exp1" 4 48 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 1503 47 1
"1201" "exp1" 4 49 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 2 1012 0 0
"1201" "exp1" 4 50 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 2194 80 1
"1201" "exp1" 4 51 "graphed-probability" "congruent" 60 40 64 37 60 40 65 35 2 2621 37 1
"1201" "exp1" 4 52 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 2 1114 0 0
"1201" "exp1" 4 53 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 2 902 0 0
"1201" "exp1" 4 54 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 860 74 1
"1201" "exp1" 4 55 "graphed-probability" "pro-out" 80 20 17 83 80 20 15 85 2 2783 0 0
"1201" "exp1" 4 56 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 1 708 67 1
"1201" "exp1" 4 57 "graphed-probability" "pro-out" 70 30 26 77 70 30 25 75 1 1843 26 1
"1201" "exp1" 4 58 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 2189 0 0
"1201" "exp1" 4 59 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1751 0 0
"1201" "exp1" 4 60 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1131 0 0
"1201" "exp1" 5 1 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 1 4237 27 1
"1201" "exp1" 5 2 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 2 1315 0 0
"1201" "exp1" 5 3 "graphed-probability" "pro-out" 70 30 27 77 70 30 25 75 1 1776 27 1
"1201" "exp1" 5 4 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 1504 34 1
"1201" "exp1" 5 5 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 2338 0 0
"1201" "exp1" 5 6 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 2 1223 0 0
"1201" "exp1" 5 7 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 750 76 1
"1201" "exp1" 5 8 "graphed-probability" "pro-out" 70 30 25 77 70 30 25 75 2 556 0 0
"1201" "exp1" 5 9 "graphed-probability" "congruent" 60 40 63 35 60 40 65 35 1 1418 63 1
"1201" "exp1" 5 10 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 2 1006 0 0
"1201" "exp1" 5 11 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 674 73 1
"1201" "exp1" 5 12 "graphed-probability" "pro-prob" 60 40 44 54 60 40 45 55 1 665 0 0
"1201" "exp1" 5 13 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 2377 0 0
"1201" "exp1" 5 14 "graphed-probability" "pro-prob" 80 20 43 54 80 20 45 55 1 684 43 1
"1201" "exp1" 5 15 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 2 880 63 1
"1201" "exp1" 5 16 "graphed-probability" "pro-out" 60 40 13 85 60 40 15 85 2 754 85 1
"1201" "exp1" 5 17 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 934 0 0
"1201" "exp1" 5 18 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 1 1825 14 1
"1201" "exp1" 5 19 "graphed-probability" "pro-prob" 60 40 47 55 60 40 45 55 2 858 0 0
"1201" "exp1" 5 20 "graphed-probability" "pro-prob" 60 40 44 54 60 40 45 55 2 1599 54 1
"1201" "exp1" 5 21 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 2 1282 0 0
"1201" "exp1" 5 22 "graphed-probability" "pro-prob" 60 40 47 53 60 40 45 55 2 625 53 1
"1201" "exp1" 5 23 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 2 1626 0 0
"1201" "exp1" 5 24 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 2 2112 0 0
"1201" "exp1" 5 25 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 1373 23 1
"1201" "exp1" 5 26 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1298 0 0
"1201" "exp1" 5 27 "graphed-probability" "pro-prob" 70 30 34 66 70 30 35 65 1 3058 34 1
"1201" "exp1" 5 28 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 795 66 1
"1201" "exp1" 5 29 "graphed-probability" "congruent" 70 30 64 35 70 30 65 35 1 1169 64 1
"1201" "exp1" 5 30 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 909 87 1
"1201" "exp1" 5 31 "graphed-probability" "congruent" 70 30 63 37 70 30 65 35 1 1067 63 1
"1201" "exp1" 5 32 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 2015 80 1
"1201" "exp1" 5 33 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 1729 66 1
"1201" "exp1" 5 34 "graphed-probability" "congruent" 80 20 77 24 80 20 75 25 2 720 0 0
"1201" "exp1" 5 35 "graphed-probability" "congruent" 70 30 77 26 70 30 75 25 1 1844 77 1
"1201" "exp1" 5 36 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 2358 30 1
"1201" "exp1" 5 37 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 1 629 77 1
"1201" "exp1" 5 38 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 2 2361 0 0
"1201" "exp1" 5 39 "graphed-probability" "pro-out" 60 40 35 66 60 40 35 65 1 1744 35 1
"1201" "exp1" 5 40 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1683 0 0
"1201" "exp1" 5 41 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 2 6115 0 0
"1201" "exp1" 5 42 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 5640 47 1
"1201" "exp1" 5 43 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 1 2164 17 1
"1201" "exp1" 5 44 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 1 946 26 1
"1201" "exp1" 5 45 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 2 730 0 0
"1201" "exp1" 5 46 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 1 549 17 1
"1201" "exp1" 5 47 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 2551 0 0
"1201" "exp1" 5 48 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 781 70 1
"1201" "exp1" 5 49 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 2807 0 0
"1201" "exp1" 5 50 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1840 80 1
"1201" "exp1" 5 51 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 1 4231 26 1
"1201" "exp1" 5 52 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 2 1251 0 0
"1201" "exp1" 5 53 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 2561 74 1
"1201" "exp1" 5 54 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 752 47 1
"1201" "exp1" 5 55 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 1336 47 1
"1201" "exp1" 5 56 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1849 0 0
"1201" "exp1" 5 57 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 2 1041 0 0
"1201" "exp1" 5 58 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 2 2682 65 1
"1201" "exp1" 5 59 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 625 0 0
"1201" "exp1" 5 60 "graphed-probability" "congruent" 60 40 64 33 60 40 65 35 2 1208 0 0
"1201" "exp1" 6 1 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 1 100 23 1
"1201" "exp1" 6 2 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 2 1391 0 0
"1201" "exp1" 6 3 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 2 4634 0 0
"1201" "exp1" 6 4 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1589 20 1
"1201" "exp1" 6 5 "graphed-probability" "congruent" 60 40 65 35 60 40 65 35 1 659 0 0
"1201" "exp1" 6 6 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1036 40 1
"1201" "exp1" 6 7 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 3236 73 1
"1201" "exp1" 6 8 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 618 74 1
"1201" "exp1" 6 9 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 848 40 1
"1201" "exp1" 6 10 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 2 803 0 0
"1201" "exp1" 6 11 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 2 3022 0 0
"1201" "exp1" 6 12 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 4081 20 1
"1201" "exp1" 6 13 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 2 2952 0 0
"1201" "exp1" 6 14 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 744 24 1
"1201" "exp1" 6 15 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 2 761 0 0
"1201" "exp1" 6 16 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 2 1529 0 0
"1201" "exp1" 6 17 "graphed-probability" "congruent" 60 40 67 33 60 40 65 35 1 594 0 0
"1201" "exp1" 6 18 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 2 416 0 0
"1201" "exp1" 6 19 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 2 445 0 0
"1201" "exp1" 6 20 "graphed-probability" "congruent" 60 40 63 33 60 40 65 35 1 460 63 1
"1201" "exp1" 6 21 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 618 75 1
"1201" "exp1" 6 22 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 497 74 1
"1201" "exp1" 6 23 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 2 626 0 0
"1201" "exp1" 6 24 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 1 533 0 0
"1201" "exp1" 6 25 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 514 66 1
"1201" "exp1" 6 26 "graphed-probability" "pro-prob" 80 20 45 56 80 20 45 55 1 1461 45 1
"1201" "exp1" 6 27 "graphed-probability" "pro-prob" 80 20 44 56 80 20 45 55 1 2779 44 1
"1201" "exp1" 6 28 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1003 0 0
"1201" "exp1" 6 29 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 534 66 1
"1201" "exp1" 6 30 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 725 0 0
"1201" "exp1" 6 31 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 549 0 0
"1201" "exp1" 6 32 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 2 4364 0 0
"1201" "exp1" 6 33 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 2 592 0 0
"1201" "exp1" 6 34 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 2 383 0 0
"1201" "exp1" 6 35 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 1 1388 46 1
"1201" "exp1" 6 36 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 852 0 0
"1201" "exp1" 6 37 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 778 0 0
"1201" "exp1" 6 38 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 710 65 1
"1201" "exp1" 6 39 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 2 564 0 0
"1201" "exp1" 6 40 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 1935 64 1
"1201" "exp1" 6 41 "graphed-probability" "pro-out" 60 40 15 87 60 40 15 85 2 823 0 0
"1201" "exp1" 6 42 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 602 77 1
"1201" "exp1" 6 43 "graphed-probability" "pro-prob" 70 30 36 66 70 30 35 65 1 1143 36 1
"1201" "exp1" 6 44 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 1547 0 0
"1201" "exp1" 6 45 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 2 429 0 0
"1201" "exp1" 6 46 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 2 556 0 0
"1201" "exp1" 6 47 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 845 0 0
"1201" "exp1" 6 48 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1848 30 1
"1201" "exp1" 6 49 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 1 1794 36 1
"1201" "exp1" 6 50 "graphed-probability" "pro-prob" 70 30 34 66 70 30 35 65 2 1039 0 0
"1201" "exp1" 6 51 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 1162 43 1
"1201" "exp1" 6 52 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 1 2436 0 0
"1201" "exp1" 6 53 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1394 20 1
"1201" "exp1" 6 54 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 597 40 1
"1201" "exp1" 6 55 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 2 545 0 0
"1201" "exp1" 6 56 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 389 75 1
"1201" "exp1" 6 57 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 570 60 1
"1201" "exp1" 6 58 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 660 0 0
"1201" "exp1" 6 59 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 1 1416 34 1
"1201" "exp1" 6 60 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 2 3221 0 0
"1201" "exp1" 7 1 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 676 30 1
"1201" "exp1" 7 2 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 1 642 0 0
"1201" "exp1" 7 3 "graphed-probability" "pro-out" 60 40 37 65 60 40 35 65 1 509 0 0
"1201" "exp1" 7 4 "graphed-probability" "pro-prob" 80 20 27 74 80 20 25 75 1 1154 27 1
"1201" "exp1" 7 5 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 614 13 1
"1201" "exp1" 7 6 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 836 0 0
"1201" "exp1" 7 7 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 735 20 1
"1201" "exp1" 7 8 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1882 20 1
"1201" "exp1" 7 9 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 2 611 0 0
"1201" "exp1" 7 10 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 1 1223 45 1
"1201" "exp1" 7 11 "graphed-probability" "pro-out" 60 40 14 83 60 40 15 85 2 899 0 0
"1201" "exp1" 7 12 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 757 0 0
"1201" "exp1" 7 13 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 755 47 1
"1201" "exp1" 7 14 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 274 30 1
"1201" "exp1" 7 15 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 487 77 1
"1201" "exp1" 7 16 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 598 37 1
"1201" "exp1" 7 17 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 1 360 33 1
"1201" "exp1" 7 18 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 207 64 1
"1201" "exp1" 7 19 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 2 468 66 1
"1201" "exp1" 7 20 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 519 74 1
"1201" "exp1" 7 21 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 2 381 0 0
"1201" "exp1" 7 22 "graphed-probability" "pro-prob" 70 30 36 66 70 30 35 65 1 520 36 1
"1201" "exp1" 7 23 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 474 0 0
"1201" "exp1" 7 24 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 2 322 0 0
"1201" "exp1" 7 25 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 235 36 1
"1201" "exp1" 7 26 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 2 647 53 1
"1201" "exp1" 7 27 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 595 76 1
"1201" "exp1" 7 28 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 1284 24 1
"1201" "exp1" 7 29 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 1 515 23 1
"1201" "exp1" 7 30 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 538 77 1
"1201" "exp1" 7 31 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 472 60 1
"1201" "exp1" 7 32 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 1 293 74 1
"1201" "exp1" 7 33 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 1 721 17 1
"1201" "exp1" 7 34 "graphed-probability" "congruent" 80 20 73 27 80 20 75 25 1 796 73 1
"1201" "exp1" 7 35 "graphed-probability" "pro-out" 60 40 36 63 60 40 35 65 1 529 36 1
"1201" "exp1" 7 36 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 943 47 1
"1201" "exp1" 7 37 "graphed-probability" "pro-prob" 60 40 47 54 60 40 45 55 2 1292 54 1
"1201" "exp1" 7 38 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 2 843 0 0
"1201" "exp1" 7 39 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 2 705 0 0
"1201" "exp1" 7 40 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 2 523 0 0
"1201" "exp1" 7 41 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 1 629 17 1
"1201" "exp1" 7 42 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 617 0 0
"1201" "exp1" 7 43 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 740 20 1
"1201" "exp1" 7 44 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1178 0 0
"1201" "exp1" 7 45 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 649 0 0
"1201" "exp1" 7 46 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 778 70 1
"1201" "exp1" 7 47 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 2 1686 0 0
"1201" "exp1" 7 48 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 2 884 0 0
"1201" "exp1" 7 49 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 2 610 0 0
"1201" "exp1" 7 50 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 2040 0 0
"1201" "exp1" 7 51 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 2 604 0 0
"1201" "exp1" 7 52 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 2 944 73 1
"1201" "exp1" 7 53 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 2 456 0 0
"1201" "exp1" 7 54 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 698 0 0
"1201" "exp1" 7 55 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 1 579 0 0
"1201" "exp1" 7 56 "graphed-probability" "pro-prob" 80 20 23 75 80 20 25 75 1 2329 23 1
"1201" "exp1" 7 57 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 618 75 1
"1201" "exp1" 7 58 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 591 75 1
"1201" "exp1" 7 59 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 1 1529 43 1
"1201" "exp1" 7 60 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1287 40 1
"1201" "exp1" 8 1 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 1 673 16 1
"1201" "exp1" 8 2 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 640 73 1
"1201" "exp1" 8 3 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 178 65 1
"1201" "exp1" 8 4 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 269 76 1
"1201" "exp1" 8 5 "graphed-probability" "pro-prob" 70 30 36 66 70 30 35 65 2 260 66 1
"1201" "exp1" 8 6 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 423 60 1
"1201" "exp1" 8 7 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 2 308 0 0
"1201" "exp1" 8 8 "graphed-probability" "pro-out" 70 30 25 77 70 30 25 75 1 395 25 1
"1201" "exp1" 8 9 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 622 0 0
"1201" "exp1" 8 10 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 1 444 35 1
"1201" "exp1" 8 11 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 577 0 0
"1201" "exp1" 8 12 "graphed-probability" "pro-out" 60 40 14 83 60 40 15 85 2 744 83 1
"1201" "exp1" 8 13 "graphed-probability" "pro-out" 70 30 25 74 70 30 25 75 2 507 0 0
"1201" "exp1" 8 14 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 525 0 0
"1201" "exp1" 8 15 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 1 446 13 1
"1201" "exp1" 8 16 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 2 546 63 1
"1201" "exp1" 8 17 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 515 25 1
"1201" "exp1" 8 18 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 370 73 1
"1201" "exp1" 8 19 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 630 75 1
"1201" "exp1" 8 20 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 1 715 46 1
"1201" "exp1" 8 21 "graphed-probability" "pro-out" 70 30 27 77 70 30 25 75 1 636 27 1
"1201" "exp1" 8 22 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 965 0 0
"1201" "exp1" 8 23 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 1 679 0 0
"1201" "exp1" 8 24 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 506 75 1
"1201" "exp1" 8 25 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 382 74 1
"1201" "exp1" 8 26 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 325 66 1
"1201" "exp1" 8 27 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 2 279 77 1
"1201" "exp1" 8 28 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 1 286 13 1
"1201" "exp1" 8 29 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 280 70 1
"1201" "exp1" 8 30 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 1 224 33 1
"1201" "exp1" 8 31 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 449 0 0
"1201" "exp1" 8 32 "graphed-probability" "pro-out" 70 30 23 77 70 30 25 75 2 585 0 0
"1201" "exp1" 8 33 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 865 66 1
"1201" "exp1" 8 34 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 696 0 0
"1201" "exp1" 8 35 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 625 24 1
"1201" "exp1" 8 36 "graphed-probability" "congruent" 60 40 65 36 60 40 65 35 1 373 65 1
"1201" "exp1" 8 37 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 405 46 1
"1201" "exp1" 8 38 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 485 0 0
"1201" "exp1" 8 39 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 1 606 16 1
"1201" "exp1" 8 40 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 599 0 0
"1201" "exp1" 8 41 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 431 0 0
"1201" "exp1" 8 42 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 761 64 1
"1201" "exp1" 8 43 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 1 853 0 0
"1201" "exp1" 8 44 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 559 35 1
"1201" "exp1" 8 45 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 396 0 0
"1201" "exp1" 8 46 "graphed-probability" "congruent" 70 30 64 35 70 30 65 35 1 632 0 0
"1201" "exp1" 8 47 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 1 863 16 1
"1201" "exp1" 8 48 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 1 470 14 1
"1201" "exp1" 8 49 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 465 74 1
"1201" "exp1" 8 50 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 2 509 0 0
"1201" "exp1" 8 51 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 1 669 0 0
"1201" "exp1" 8 52 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 1101 46 1
"1201" "exp1" 8 53 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 379 30 1
"1201" "exp1" 8 54 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 1 777 34 1
"1201" "exp1" 8 55 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 1 364 46 1
"1201" "exp1" 8 56 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 615 23 1
"1201" "exp1" 8 57 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 738 0 0
"1201" "exp1" 8 58 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 1020 0 0
"1201" "exp1" 8 59 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 624 0 0
"1201" "exp1" 8 60 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 1018 73 1
"1201" "exp1" 9 1 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1143 0 0
"1201" "exp1" 9 2 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1830 30 1
"1201" "exp1" 9 3 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 845 30 1
"1201" "exp1" 9 4 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 2 972 35 1
"1201" "exp1" 9 5 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 1 745 27 1
"1201" "exp1" 9 6 "graphed-probability" "pro-out" 60 40 15 87 60 40 15 85 2 525 0 0
"1201" "exp1" 9 7 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 670 67 1
"1201" "exp1" 9 8 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 1 546 15 1
"1201" "exp1" 9 9 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 531 0 0
"1201" "exp1" 9 10 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 524 0 0
"1201" "exp1" 9 11 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 406 20 1
"1201" "exp1" 9 12 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 1 654 0 0
"1201" "exp1" 9 13 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 2 543 0 0
"1201" "exp1" 9 14 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 2 660 0 0
"1201" "exp1" 9 15 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 1 775 33 1
"1201" "exp1" 9 16 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 1 502 36 1
"1201" "exp1" 9 17 "graphed-probability" "pro-prob" 70 30 37 63 70 30 35 65 1 1044 37 1
"1201" "exp1" 9 18 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 2 863 86 1
"1201" "exp1" 9 19 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 2 587 0 0
"1201" "exp1" 9 20 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 2 554 27 1
"1201" "exp1" 9 21 "graphed-probability" "pro-prob" 60 40 44 54 60 40 45 55 1 704 0 0
"1201" "exp1" 9 22 "graphed-probability" "pro-out" 70 30 25 74 70 30 25 75 1 458 25 1
"1201" "exp1" 9 23 "graphed-probability" "pro-prob" 60 40 47 55 60 40 45 55 1 2729 47 1
"1201" "exp1" 9 24 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 1 603 0 0
"1201" "exp1" 9 25 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 621 0 0
"1201" "exp1" 9 26 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 2 500 0 0
"1201" "exp1" 9 27 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 1 888 0 0
"1201" "exp1" 9 28 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 535 0 0
"1201" "exp1" 9 29 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 772 46 1
"1201" "exp1" 9 30 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 705 66 1
"1201" "exp1" 9 31 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 1 592 34 1
"1201" "exp1" 9 32 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 1 602 0 0
"1201" "exp1" 9 33 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 532 0 0
"1201" "exp1" 9 34 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 629 77 1
"1201" "exp1" 9 35 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 1 412 35 1
"1201" "exp1" 9 36 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 2 664 34 1
"1201" "exp1" 9 37 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 1 762 43 1
"1201" "exp1" 9 38 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 2 850 0 0
"1201" "exp1" 9 39 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 381 24 1
"1201" "exp1" 9 40 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 564 0 0
"1201" "exp1" 9 41 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 2 725 0 0
"1201" "exp1" 9 42 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 870 44 1
"1201" "exp1" 9 43 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 846 0 0
"1201" "exp1" 9 44 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 1 383 0 0
"1201" "exp1" 9 45 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 676 0 0
"1201" "exp1" 9 46 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 1 888 0 0
"1201" "exp1" 9 47 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 493 13 1
"1201" "exp1" 9 48 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 1 527 76 1
"1201" "exp1" 9 49 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 899 40 1
"1201" "exp1" 9 50 "graphed-probability" "congruent" 70 30 77 24 70 30 75 25 1 336 77 1
"1201" "exp1" 9 51 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 1 586 16 1
"1201" "exp1" 9 52 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 595 0 0
"1201" "exp1" 9 53 "graphed-probability" "pro-out" 70 30 26 75 70 30 25 75 1 694 26 1
"1201" "exp1" 9 54 "graphed-probability" "congruent" 80 20 76 25 80 20 75 25 1 798 76 1
"1201" "exp1" 9 55 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 572 30 1
"1201" "exp1" 9 56 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 1 864 0 0
"1201" "exp1" 9 57 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 1 443 27 1
"1201" "exp1" 9 58 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 1 405 0 0
"1201" "exp1" 9 59 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 1 241 0 0
"1201" "exp1" 9 60 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1145 40 1
"1201" "exp1" 10 1 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 647 76 1
"1201" "exp1" 10 2 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 2 1162 0 0
"1201" "exp1" 10 3 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 617 20 1
"1201" "exp1" 10 4 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 2 393 0 0
"1201" "exp1" 10 5 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 2 565 0 0
"1201" "exp1" 10 6 "graphed-probability" "pro-prob" 80 20 43 56 80 20 45 55 2 599 0 0
"1201" "exp1" 10 7 "graphed-probability" "congruent" 60 40 64 34 60 40 65 35 1 389 64 1
"1201" "exp1" 10 8 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 563 0 0
"1201" "exp1" 10 9 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 2 448 73 1
"1201" "exp1" 10 10 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 397 0 0
"1201" "exp1" 10 11 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 571 60 1
"1201" "exp1" 10 12 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 545 0 0
"1201" "exp1" 10 13 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 2 379 67 1
"1201" "exp1" 10 14 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 2 522 56 1
"1201" "exp1" 10 15 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 308 77 1
"1201" "exp1" 10 16 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 2 357 0 0
"1201" "exp1" 10 17 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 2 331 55 1
"1201" "exp1" 10 18 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 504 80 1
"1201" "exp1" 10 19 "graphed-probability" "pro-out" 60 40 15 87 60 40 15 85 1 1519 15 1
"1201" "exp1" 10 20 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 2 875 75 1
"1201" "exp1" 10 21 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 571 77 1
"1201" "exp1" 10 22 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 2 590 0 0
"1201" "exp1" 10 23 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 319 0 0
"1201" "exp1" 10 24 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 2 423 0 0
"1201" "exp1" 10 25 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 2 254 0 0
"1201" "exp1" 10 26 "graphed-probability" "pro-out" 60 40 37 65 60 40 35 65 2 339 65 1
"1201" "exp1" 10 27 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 251 70 1
"1201" "exp1" 10 28 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 2 263 0 0
"1201" "exp1" 10 29 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 394 60 1
"1201" "exp1" 10 30 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 2 404 66 1
"1201" "exp1" 10 31 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 521 0 0
"1201" "exp1" 10 32 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 778 0 0
"1201" "exp1" 10 33 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 2 613 66 1
"1201" "exp1" 10 34 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 403 0 0
"1201" "exp1" 10 35 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 353 0 0
"1201" "exp1" 10 36 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 306 0 0
"1201" "exp1" 10 37 "graphed-probability" "pro-prob" 60 40 44 54 60 40 45 55 2 351 0 0
"1201" "exp1" 10 38 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 573 63 1
"1201" "exp1" 10 39 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 2 537 0 0
"1201" "exp1" 10 40 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 2 865 0 0
"1201" "exp1" 10 41 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 2 552 0 0
"1201" "exp1" 10 42 "graphed-probability" "congruent" 70 30 77 26 70 30 75 25 1 385 77 1
"1201" "exp1" 10 43 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 1 260 67 1
"1201" "exp1" 10 44 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 2 261 0 0
"1201" "exp1" 10 45 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 2 479 0 0
"1201" "exp1" 10 46 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 2 665 0 0
"1201" "exp1" 10 47 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 2 418 0 0
"1201" "exp1" 10 48 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 786 65 1
"1201" "exp1" 10 49 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 2 491 65 1
"1201" "exp1" 10 50 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 2 486 0 0
"1201" "exp1" 10 51 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 315 30 1
"1201" "exp1" 10 52 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 535 0 0
"1201" "exp1" 10 53 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 2 480 0 0
"1201" "exp1" 10 54 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 2 551 74 1
"1201" "exp1" 10 55 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 555 70 1
"1201" "exp1" 10 56 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 2 449 64 1
"1201" "exp1" 10 57 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 2 507 0 0
"1201" "exp1" 10 58 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 2 439 0 0
"1201" "exp1" 10 59 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 2 615 86 1
"1201" "exp1" 10 60 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 2 493 0 0
"1201" "exp1" 11 1 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1933 20 1
"1201" "exp1" 11 2 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 769 44 1
"1201" "exp1" 11 3 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 768 0 0
"1201" "exp1" 11 4 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 2 620 0 0
"1201" "exp1" 11 5 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 1 693 0 0
"1201" "exp1" 11 6 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 1 1147 17 1
"1201" "exp1" 11 7 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 748 0 0
"1201" "exp1" 11 8 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 1 630 43 1
"1201" "exp1" 11 9 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 2 469 0 0
"1201" "exp1" 11 10 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 649 65 1
"1201" "exp1" 11 11 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 664 0 0
"1201" "exp1" 11 12 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 2 432 0 0
"1201" "exp1" 11 13 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 524 0 0
"1201" "exp1" 11 14 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 2 376 66 1
"1201" "exp1" 11 15 "graphed-probability" "congruent" 60 40 65 35 60 40 65 35 1 576 65 1
"1201" "exp1" 11 16 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1066 40 1
"1201" "exp1" 11 17 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 601 20 1
"1201" "exp1" 11 18 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 2 728 0 0
"1201" "exp1" 11 19 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 1 630 76 1
"1201" "exp1" 11 20 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 2 341 57 1
"1201" "exp1" 11 21 "graphed-probability" "pro-out" 70 30 27 77 70 30 25 75 1 1025 27 1
"1201" "exp1" 11 22 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 552 0 0
"1201" "exp1" 11 23 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 805 76 1
"1201" "exp1" 11 24 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 787 0 0
"1201" "exp1" 11 25 "graphed-probability" "pro-out" 60 40 15 86 60 40 15 85 2 1020 0 0
"1201" "exp1" 11 26 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 1 1874 0 0
"1201" "exp1" 11 27 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 680 75 1
"1201" "exp1" 11 28 "graphed-probability" "pro-prob" 80 20 44 55 80 20 45 55 2 3169 0 0
"1201" "exp1" 11 29 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 2 3104 0 0
"1201" "exp1" 11 30 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1140 0 0
"1201" "exp1" 11 31 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 787 0 0
"1201" "exp1" 11 32 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 4494 80 1
"1201" "exp1" 11 33 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 709 63 1
"1201" "exp1" 11 34 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 1 463 76 1
"1201" "exp1" 11 35 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 1 839 43 1
"1201" "exp1" 11 36 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 1 351 27 1
"1201" "exp1" 11 37 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 1 284 34 1
"1201" "exp1" 11 38 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 61 0 0
"1201" "exp1" 11 39 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 2 393 0 0
"1201" "exp1" 11 40 "graphed-probability" "congruent" 70 30 64 35 70 30 65 35 1 273 64 1
"1201" "exp1" 11 41 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 2 220 0 0
"1201" "exp1" 11 42 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 416 66 1
"1201" "exp1" 11 43 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 2 1479 73 1
"1201" "exp1" 11 44 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 528 0 0
"1201" "exp1" 11 45 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 2 356 0 0
"1201" "exp1" 11 46 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 2 544 66 1
"1201" "exp1" 11 47 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 604 76 1
"1201" "exp1" 11 48 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 941 33 1
"1201" "exp1" 11 49 "graphed-probability" "pro-out" 60 40 35 66 60 40 35 65 1 748 0 0
"1201" "exp1" 11 50 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 386 24 1
"1201" "exp1" 11 51 "graphed-probability" "pro-out" 70 30 26 75 70 30 25 75 2 456 75 1
"1201" "exp1" 11 52 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 2 599 0 0
"1201" "exp1" 11 53 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 2 933 86 1
"1201" "exp1" 11 54 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1306 0 0
"1201" "exp1" 11 55 "graphed-probability" "congruent" 80 20 76 24 80 20 75 25 1 531 0 0
"1201" "exp1" 11 56 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 521 73 1
"1201" "exp1" 11 57 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 1 805 46 1
"1201" "exp1" 11 58 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 944 40 1
"1201" "exp1" 11 59 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 2 1834 0 0
"1201" "exp1" 11 60 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 675 0 0
"1201" "exp1" 12 1 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 637 76 1
"1201" "exp1" 12 2 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 1 345 46 1
"1201" "exp1" 12 3 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 609 77 1
"1201" "exp1" 12 4 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 604 0 0
"1201" "exp1" 12 5 "graphed-probability" "congruent" 80 20 74 26 80 20 75 25 1 486 0 0
"1201" "exp1" 12 6 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 288 0 0
"1201" "exp1" 12 7 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 2 576 0 0
"1201" "exp1" 12 8 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 374 25 1
"1201" "exp1" 12 9 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 516 80 1
"1201" "exp1" 12 10 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 552 87 1
"1201" "exp1" 12 11 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 446 24 1
"1201" "exp1" 12 12 "graphed-probability" "pro-prob" 70 30 34 66 70 30 35 65 1 399 0 0
"1201" "exp1" 12 13 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 2 660 66 1
"1201" "exp1" 12 14 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 459 76 1
"1201" "exp1" 12 15 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 451 0 0
"1201" "exp1" 12 16 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 1 448 37 1
"1201" "exp1" 12 17 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 2 207 0 0
"1201" "exp1" 12 18 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 1 224 43 1
"1201" "exp1" 12 19 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 222 0 0
"1201" "exp1" 12 20 "graphed-probability" "congruent" 60 40 63 33 60 40 65 35 1 392 63 1
"1201" "exp1" 12 21 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 1 299 0 0
"1201" "exp1" 12 22 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 2 448 0 0
"1201" "exp1" 12 23 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 276 80 1
"1201" "exp1" 12 24 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 2 831 23 1
"1201" "exp1" 12 25 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 1 338 0 0
"1201" "exp1" 12 26 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 740 0 0
"1201" "exp1" 12 27 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 1 394 0 0
"1201" "exp1" 12 28 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 2 301 0 0
"1201" "exp1" 12 29 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 778 0 0
"1201" "exp1" 12 30 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 1 375 0 0
"1201" "exp1" 12 31 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 543 0 0
"1201" "exp1" 12 32 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 2 785 0 0
"1201" "exp1" 12 33 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1175 20 1
"1201" "exp1" 12 34 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 1 718 33 1
"1201" "exp1" 12 35 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 563 44 1
"1201" "exp1" 12 36 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 580 30 1
"1201" "exp1" 12 37 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 2 212 0 0
"1201" "exp1" 12 38 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 2 224 55 1
"1201" "exp1" 12 39 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 168 60 1
"1201" "exp1" 12 40 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 1 267 17 1
"1201" "exp1" 12 41 "graphed-probability" "pro-out" 80 20 15 86 80 20 15 85 2 434 0 0
"1201" "exp1" 12 42 "graphed-probability" "pro-out" 70 30 26 77 70 30 25 75 2 197 0 0
"1201" "exp1" 12 43 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 239 73 1
"1201" "exp1" 12 44 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 2 322 76 1
"1201" "exp1" 12 45 "graphed-probability" "congruent" 70 30 64 35 70 30 65 35 2 525 35 1
"1201" "exp1" 12 46 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 1 463 37 1
"1201" "exp1" 12 47 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 2 686 0 0
"1201" "exp1" 12 48 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 555 76 1
"1201" "exp1" 12 49 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 550 30 1
"1201" "exp1" 12 50 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 1 515 43 1
"1201" "exp1" 12 51 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 2 608 53 1
"1201" "exp1" 12 52 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 454 0 0
"1201" "exp1" 12 53 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 2 1059 0 0
"1201" "exp1" 12 54 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 2 584 0 0
"1201" "exp1" 12 55 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 499 73 1
"1201" "exp1" 12 56 "graphed-probability" "congruent" 60 40 67 33 60 40 65 35 1 556 67 1
"1201" "exp1" 12 57 "graphed-probability" "congruent" 60 40 65 36 60 40 65 35 2 603 0 0
"1201" "exp1" 12 58 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 759 0 0
"1201" "exp1" 12 59 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 1 1942 47 1
"1201" "exp1" 12 60 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 636 63 1
"1201" "exp1" 13 1 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 1 551 24 1
"1201" "exp1" 13 2 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 349 0 0
"1201" "exp1" 13 3 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 1 391 0 0
"1201" "exp1" 13 4 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 2 420 0 0
"1201" "exp1" 13 5 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 2 291 0 0
"1201" "exp1" 13 6 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 354 60 1
"1201" "exp1" 13 7 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 287 46 1
"1201" "exp1" 13 8 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 2 211 0 0
"1201" "exp1" 13 9 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 1 493 0 0
"1201" "exp1" 13 10 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 796 30 1
"1201" "exp1" 13 11 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 1 333 0 0
"1201" "exp1" 13 12 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 1 342 27 1
"1201" "exp1" 13 13 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 48 37 1
"1201" "exp1" 13 14 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 1 603 0 0
"1201" "exp1" 13 15 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 504 0 0
"1201" "exp1" 13 16 "graphed-probability" "congruent" 80 20 74 26 80 20 75 25 2 297 26 1
"1201" "exp1" 13 17 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 1 267 16 1
"1201" "exp1" 13 18 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 1 233 14 1
"1201" "exp1" 13 19 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 603 0 0
"1201" "exp1" 13 20 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 748 70 1
"1201" "exp1" 13 21 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 2 522 0 0
"1201" "exp1" 13 22 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 898 0 0
"1201" "exp1" 13 23 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 2 432 83 1
"1201" "exp1" 13 24 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1248 0 0
"1201" "exp1" 13 25 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 2 1337 0 0
"1201" "exp1" 13 26 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 549 30 1
"1201" "exp1" 13 27 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 1039 0 0
"1201" "exp1" 13 28 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 2 971 0 0
"1201" "exp1" 13 29 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 2 438 0 0
"1201" "exp1" 13 30 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 2 236 87 1
"1201" "exp1" 13 31 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 1 406 47 1
"1201" "exp1" 13 32 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 820 0 0
"1201" "exp1" 13 33 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 1 347 23 1
"1201" "exp1" 13 34 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 1 1115 27 1
"1201" "exp1" 13 35 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 1 391 0 0
"1201" "exp1" 13 36 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 2 309 0 0
"1201" "exp1" 13 37 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 261 80 1
"1201" "exp1" 13 38 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 1 517 43 1
"1201" "exp1" 13 39 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 764 20 1
"1201" "exp1" 13 40 "graphed-probability" "congruent" 80 20 76 24 80 20 75 25 1 226 0 0
"1201" "exp1" 13 41 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 2 316 0 0
"1201" "exp1" 13 42 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 471 0 0
"1201" "exp1" 13 43 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 359 60 1
"1201" "exp1" 13 44 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 2 257 0 0
"1201" "exp1" 13 45 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 470 74 1
"1201" "exp1" 13 46 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 583 65 1
"1201" "exp1" 13 47 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 437 0 0
"1201" "exp1" 13 48 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 346 74 1
"1201" "exp1" 13 49 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 543 0 0
"1201" "exp1" 13 50 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 585 25 1
"1201" "exp1" 13 51 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 397 64 1
"1201" "exp1" 13 52 "graphed-probability" "congruent" 60 40 65 35 60 40 65 35 1 434 65 1
"1201" "exp1" 13 53 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 554 44 1
"1201" "exp1" 13 54 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 1 573 0 0
"1201" "exp1" 13 55 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 1 451 24 1
"1201" "exp1" 13 56 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 1 450 0 0
"1201" "exp1" 13 57 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 486 64 1
"1201" "exp1" 13 58 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 1 525 35 1
"1201" "exp1" 13 59 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 2 479 0 0
"1201" "exp1" 13 60 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 1 553 65 1
"1201" "exp1" 14 1 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 2 723 0 0
"1201" "exp1" 14 2 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 714 44 1
"1201" "exp1" 14 3 "graphed-probability" "pro-out" 60 40 13 85 60 40 15 85 2 1370 0 0
"1201" "exp1" 14 4 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 702 67 1
"1201" "exp1" 14 5 "graphed-probability" "pro-prob" 60 40 45 54 60 40 45 55 1 626 45 1
"1201" "exp1" 14 6 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 1 273 0 0
"1201" "exp1" 14 7 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 2 468 76 1
"1201" "exp1" 14 8 "graphed-probability" "pro-prob" 70 30 37 63 70 30 35 65 2 459 0 0
"1201" "exp1" 14 9 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 2 211 0 0
"1201" "exp1" 14 10 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 465 30 1
"1201" "exp1" 14 11 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 2 340 23 1
"1201" "exp1" 14 12 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 1 581 0 0
"1201" "exp1" 14 13 "graphed-probability" "pro-out" 70 30 27 77 70 30 25 75 2 564 77 1
"1201" "exp1" 14 14 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 331 60 1
"1201" "exp1" 14 15 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 278 30 1
"1201" "exp1" 14 16 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 232 77 1
"1201" "exp1" 14 17 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 2 205 0 0
"1201" "exp1" 14 18 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 472 60 1
"1201" "exp1" 14 19 "graphed-probability" "pro-out" 80 20 17 83 80 20 15 85 2 442 0 0
"1201" "exp1" 14 20 "graphed-probability" "congruent" 70 30 77 24 70 30 75 25 1 547 77 1
"1201" "exp1" 14 21 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 658 46 1
"1201" "exp1" 14 22 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 363 0 0
"1201" "exp1" 14 23 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 357 20 1
"1201" "exp1" 14 24 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 2 627 0 0
"1201" "exp1" 14 25 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 406 75 1
"1201" "exp1" 14 26 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 1 344 0 0
"1201" "exp1" 14 27 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 530 30 1
"1201" "exp1" 14 28 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 469 46 1
"1201" "exp1" 14 29 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 1 473 26 1
"1201" "exp1" 14 30 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 288 20 1
"1201" "exp1" 14 31 "graphed-probability" "pro-prob" 60 40 47 54 60 40 45 55 1 859 0 0
"1201" "exp1" 14 32 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 1 524 26 1
"1201" "exp1" 14 33 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 517 0 0
"1201" "exp1" 14 34 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 302 40 1
"1201" "exp1" 14 35 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 503 0 0
"1201" "exp1" 14 36 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 280 76 1
"1201" "exp1" 14 37 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 291 0 0
"1201" "exp1" 14 38 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 1 310 44 1
"1201" "exp1" 14 39 "graphed-probability" "pro-prob" 60 40 47 54 60 40 45 55 1 257 0 0
"1201" "exp1" 14 40 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 796 20 1
"1201" "exp1" 14 41 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 383 65 1
"1201" "exp1" 14 42 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 351 30 1
"1201" "exp1" 14 43 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 1 560 14 1
"1201" "exp1" 14 44 "graphed-probability" "pro-prob" 70 30 37 63 70 30 35 65 1 387 37 1
"1201" "exp1" 14 45 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 336 25 1
"1201" "exp1" 14 46 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 676 80 1
"1201" "exp1" 14 47 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 2 442 87 1
"1201" "exp1" 14 48 "graphed-probability" "pro-prob" 80 20 23 75 80 20 25 75 2 489 0 0
"1201" "exp1" 14 49 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 385 0 0
"1201" "exp1" 14 50 "graphed-probability" "pro-out" 60 40 34 66 60 40 35 65 2 347 0 0
"1201" "exp1" 14 51 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 563 65 1
"1201" "exp1" 14 52 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 2 561 0 0
"1201" "exp1" 14 53 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 1 547 37 1
"1201" "exp1" 14 54 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 2 542 76 1
"1201" "exp1" 14 55 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 1 511 0 0
"1201" "exp1" 14 56 "graphed-probability" "pro-out" 60 40 34 66 60 40 35 65 2 470 0 0
"1201" "exp1" 14 57 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 2 477 86 1
"1201" "exp1" 14 58 "graphed-probability" "pro-out" 80 20 15 86 80 20 15 85 2 246 0 0
"1201" "exp1" 14 59 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 601 63 1
"1201" "exp1" 14 60 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 313 25 1
"1201" "exp1" 15 1 "graphed-probability" "pro-out" 80 20 13 84 80 20 15 85 1 647 0 0
"1201" "exp1" 15 2 "graphed-probability" "congruent" 60 40 64 37 60 40 65 35 2 922 37 1
"1201" "exp1" 15 3 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 417 73 1
"1201" "exp1" 15 4 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 1 313 27 1
"1201" "exp1" 15 5 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 1 301 16 1
"1201" "exp1" 15 6 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 1 702 17 1
"1201" "exp1" 15 7 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 656 20 1
"1201" "exp1" 15 8 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1117 20 1
"1201" "exp1" 15 9 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 2 249 0 0
"1201" "exp1" 15 10 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 1 587 0 0
"1201" "exp1" 15 11 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 583 75 1
"1201" "exp1" 15 12 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 376 67 1
"1201" "exp1" 15 13 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 1 545 27 1
"1201" "exp1" 15 14 "graphed-probability" "pro-out" 60 40 13 83 60 40 15 85 1 368 0 0
"1201" "exp1" 15 15 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 718 20 1
"1201" "exp1" 15 16 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 2 234 0 0
"1201" "exp1" 15 17 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 2 304 34 1
"1201" "exp1" 15 18 "graphed-probability" "pro-out" 70 30 25 77 70 30 25 75 1 457 0 0
"1201" "exp1" 15 19 "graphed-probability" "pro-prob" 60 40 47 55 60 40 45 55 1 379 47 1
"1201" "exp1" 15 20 "graphed-probability" "congruent" 80 20 77 24 80 20 75 25 1 403 0 0
"1201" "exp1" 15 21 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 506 40 1
"1201" "exp1" 15 22 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 1 465 43 1
"1201" "exp1" 15 23 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 273 40 1
"1201" "exp1" 15 24 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 327 45 1
"1201" "exp1" 15 25 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 2 247 0 0
"1201" "exp1" 15 26 "graphed-probability" "congruent" 70 30 66 37 70 30 65 35 1 505 0 0
"1201" "exp1" 15 27 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 1 1019 26 1
"1201" "exp1" 15 28 "graphed-probability" "pro-prob" 80 20 45 56 80 20 45 55 1 728 0 0
"1201" "exp1" 15 29 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 306 0 0
"1201" "exp1" 15 30 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 449 33 1
"1201" "exp1" 15 31 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 360 23 1
"1201" "exp1" 15 32 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 224 40 1
"1201" "exp1" 15 33 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 2 371 0 0
"1201" "exp1" 15 34 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 1 183 35 1
"1201" "exp1" 15 35 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 276 80 1
"1201" "exp1" 15 36 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 415 73 1
"1201" "exp1" 15 37 "graphed-probability" "pro-prob" 80 20 44 55 80 20 45 55 1 393 44 1
"1201" "exp1" 15 38 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 284 0 0
"1201" "exp1" 15 39 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 276 0 0
"1201" "exp1" 15 40 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 1219 0 0
"1201" "exp1" 15 41 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 1 431 33 1
"1201" "exp1" 15 42 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 1 326 35 1
"1201" "exp1" 15 43 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 2 227 56 1
"1201" "exp1" 15 44 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 1 577 34 1
"1201" "exp1" 15 45 "graphed-probability" "congruent" 60 40 63 33 60 40 65 35 1 387 63 1
"1201" "exp1" 15 46 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 319 30 1
"1201" "exp1" 15 47 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 1 320 0 0
"1201" "exp1" 15 48 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 2 1643 0 0
"1201" "exp1" 15 49 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 1 501 34 1
"1201" "exp1" 15 50 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 1 492 15 1
"1201" "exp1" 15 51 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 2 579 0 0
"1201" "exp1" 15 52 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 738 0 0
"1201" "exp1" 15 53 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1228 30 1
"1201" "exp1" 15 54 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 848 74 1
"1201" "exp1" 15 55 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 2 425 0 0
"1201" "exp1" 15 56 "graphed-probability" "congruent" 80 20 73 25 80 20 75 25 1 578 73 1
"1201" "exp1" 15 57 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 1 679 0 0
"1201" "exp1" 15 58 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 2 379 0 0
"1201" "exp1" 15 59 "graphed-probability" "congruent" 80 20 77 24 80 20 75 25 1 870 0 0
"1201" "exp1" 15 60 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 1 531 35 1
"1201" "exp1" 16 1 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 550 0 0
"1201" "exp1" 16 2 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 2 555 0 0
"1201" "exp1" 16 3 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 580 40 1
"1201" "exp1" 16 4 "graphed-probability" "pro-out" 70 30 23 77 70 30 25 75 1 324 23 1
"1201" "exp1" 16 5 "graphed-probability" "congruent" 80 20 73 27 80 20 75 25 2 250 27 1
"1201" "exp1" 16 6 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 2 461 0 0
"1201" "exp1" 16 7 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 503 0 0
"1201" "exp1" 16 8 "graphed-probability" "congruent" 60 40 64 37 60 40 65 35 1 360 64 1
"1201" "exp1" 16 9 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 646 65 1
"1201" "exp1" 16 10 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 1 979 35 1
"1201" "exp1" 16 11 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 856 0 0
"1201" "exp1" 16 12 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 1 476 15 1
"1201" "exp1" 16 13 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 640 0 0
"1201" "exp1" 16 14 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 712 44 1
"1201" "exp1" 16 15 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 2 411 0 0
"1201" "exp1" 16 16 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 1 343 0 0
"1201" "exp1" 16 17 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 371 0 0
"1201" "exp1" 16 18 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 499 0 0
"1201" "exp1" 16 19 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 2 431 87 1
"1201" "exp1" 16 20 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 2 319 86 1
"1201" "exp1" 16 21 "graphed-probability" "pro-prob" 70 30 36 63 70 30 35 65 1 391 36 1
"1201" "exp1" 16 22 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 359 43 1
"1201" "exp1" 16 23 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 2 231 0 0
"1201" "exp1" 16 24 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 1 709 0 0
"1201" "exp1" 16 25 "graphed-probability" "congruent" 70 30 66 34 70 30 65 35 1 425 66 1
"1201" "exp1" 16 26 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 2 893 0 0
"1201" "exp1" 16 27 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 391 63 1
"1201" "exp1" 16 28 "graphed-probability" "pro-prob" 80 20 27 74 80 20 25 75 1 670 0 0
"1201" "exp1" 16 29 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 1 308 16 1
"1201" "exp1" 16 30 "graphed-probability" "pro-out" 60 40 37 65 60 40 35 65 2 649 65 1
"1201" "exp1" 16 31 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 1 874 0 0
"1201" "exp1" 16 32 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 610 0 0
"1201" "exp1" 16 33 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 457 47 1
"1201" "exp1" 16 34 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 1 647 37 1
"1201" "exp1" 16 35 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 1 1195 0 0
"1201" "exp1" 16 36 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 1611 0 0
"1201" "exp1" 16 37 "graphed-probability" "congruent" 80 20 76 25 80 20 75 25 2 890 0 0
"1201" "exp1" 16 38 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 1003 0 0
"1201" "exp1" 16 39 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 1 736 43 1
"1201" "exp1" 16 40 "graphed-probability" "pro-prob" 70 30 36 63 70 30 35 65 1 695 36 1
"1201" "exp1" 16 41 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 1 648 26 1
"1201" "exp1" 16 42 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 2 2131 76 1
"1201" "exp1" 16 43 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 1 692 16 1
"1201" "exp1" 16 44 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 1564 24 1
"1201" "exp1" 16 45 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 1 393 0 0
"1201" "exp1" 16 46 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 540 0 0
"1201" "exp1" 16 47 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 520 20 1
"1201" "exp1" 16 48 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 437 20 1
"1201" "exp1" 16 49 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 556 75 1
"1201" "exp1" 16 50 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 725 0 0
"1201" "exp1" 16 51 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 1 762 67 1
"1201" "exp1" 16 52 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 2 374 0 0
"1201" "exp1" 16 53 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 578 0 0
"1201" "exp1" 16 54 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 466 0 0
"1201" "exp1" 16 55 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 339 66 1
"1201" "exp1" 16 56 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 1 293 0 0
"1201" "exp1" 16 57 "graphed-probability" "congruent" 60 40 64 37 60 40 65 35 1 555 0 0
"1201" "exp1" 16 58 "graphed-probability" "pro-out" 60 40 36 64 60 40 35 65 2 706 0 0
"1201" "exp1" 16 59 "graphed-probability" "pro-out" 70 30 25 74 70 30 25 75 1 630 25 1
"1201" "exp1" 16 60 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 491 0 0
"1201" "exp1" 17 1 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 1 523 75 1
"1201" "exp1" 17 2 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 2 335 34 1
"1201" "exp1" 17 3 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 2 326 0 0
"1201" "exp1" 17 4 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 2 791 0 0
"1201" "exp1" 17 5 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 599 74 1
"1201" "exp1" 17 6 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 2 649 0 0
"1201" "exp1" 17 7 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 634 40 1
"1201" "exp1" 17 8 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 553 0 0
"1201" "exp1" 17 9 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 1 442 46 1
"1201" "exp1" 17 10 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 1 475 0 0
"1201" "exp1" 17 11 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 356 30 1
"1201" "exp1" 17 12 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 258 20 1
"1201" "exp1" 17 13 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 527 20 1
"1201" "exp1" 17 14 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 353 0 0
"1201" "exp1" 17 15 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 2 586 0 0
"1201" "exp1" 17 16 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 1 709 0 0
"1201" "exp1" 17 17 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 480 66 1
"1201" "exp1" 17 18 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 480 0 0
"1201" "exp1" 17 19 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 343 20 1
"1201" "exp1" 17 20 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 623 34 1
"1201" "exp1" 17 21 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 494 0 0
"1201" "exp1" 17 22 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 285 0 0
"1201" "exp1" 17 23 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 503 0 0
"1201" "exp1" 17 24 "graphed-probability" "pro-out" 80 20 13 84 80 20 15 85 2 335 0 0
"1201" "exp1" 17 25 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 2 270 0 0
"1201" "exp1" 17 26 "graphed-probability" "congruent" 80 20 76 24 80 20 75 25 2 411 24 1
"1201" "exp1" 17 27 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 456 0 0
"1201" "exp1" 17 28 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 2 409 67 1
"1201" "exp1" 17 29 "graphed-probability" "pro-out" 60 40 37 67 60 40 35 65 2 463 67 1
"1201" "exp1" 17 30 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 508 47 1
"1201" "exp1" 17 31 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 2 321 0 0
"1201" "exp1" 17 32 "graphed-probability" "pro-out" 70 30 23 77 70 30 25 75 1 289 23 1
"1201" "exp1" 17 33 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 433 0 0
"1201" "exp1" 17 34 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 488 0 0
"1201" "exp1" 17 35 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 2 643 84 1
"1201" "exp1" 17 36 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 2 579 0 0
"1201" "exp1" 17 37 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 503 0 0
"1201" "exp1" 17 38 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 1 1139 0 0
"1201" "exp1" 17 39 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 2 524 0 0
"1201" "exp1" 17 40 "graphed-probability" "congruent" 80 20 74 26 80 20 75 25 1 418 74 1
"1201" "exp1" 17 41 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 1 320 0 0
"1201" "exp1" 17 42 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 461 67 1
"1201" "exp1" 17 43 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 306 30 1
"1201" "exp1" 17 44 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 1 228 26 1
"1201" "exp1" 17 45 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 2 207 0 0
"1201" "exp1" 17 46 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 761 25 1
"1201" "exp1" 17 47 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 1 751 43 1
"1201" "exp1" 17 48 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 1 388 0 0
"1201" "exp1" 17 49 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 352 65 1
"1201" "exp1" 17 50 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 1 687 14 1
"1201" "exp1" 17 51 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 2 821 0 0
"1201" "exp1" 17 52 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 1 1583 0 0
"1201" "exp1" 17 53 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 680 75 1
"1201" "exp1" 17 54 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 793 0 0
"1201" "exp1" 17 55 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 1 495 0 0
"1201" "exp1" 17 56 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 875 40 1
"1201" "exp1" 17 57 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 1 768 24 1
"1201" "exp1" 17 58 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 1 373 27 1
"1201" "exp1" 17 59 "graphed-probability" "pro-out" 60 40 14 83 60 40 15 85 2 1120 83 1
"1201" "exp1" 17 60 "graphed-probability" "pro-out" 60 40 15 86 60 40 15 85 2 466 0 0
"1201" "exp1" 18 1 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 1 442 0 0
"1201" "exp1" 18 2 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 1 897 26 1
"1201" "exp1" 18 3 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1100 0 0
"1201" "exp1" 18 4 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 1 515 0 0
"1201" "exp1" 18 5 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 589 0 0
"1201" "exp1" 18 6 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 626 0 0
"1201" "exp1" 18 7 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 2 445 83 1
"1201" "exp1" 18 8 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 317 0 0
"1201" "exp1" 18 9 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 2 279 0 0
"1201" "exp1" 18 10 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 2 424 0 0
"1201" "exp1" 18 11 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 523 0 0
"1201" "exp1" 18 12 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 2 563 0 0
"1201" "exp1" 18 13 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 2 486 0 0
"1201" "exp1" 18 14 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 2 403 0 0
"1201" "exp1" 18 15 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 583 0 0
"1201" "exp1" 18 16 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 648 63 1
"1201" "exp1" 18 17 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 387 0 0
"1201" "exp1" 18 18 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 1 318 74 1
"1201" "exp1" 18 19 "graphed-probability" "pro-prob" 80 20 43 54 80 20 45 55 2 259 0 0
"1201" "exp1" 18 20 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 465 0 0
"1201" "exp1" 18 21 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 2 411 63 1
"1201" "exp1" 18 22 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 2 505 76 1
"1201" "exp1" 18 23 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 2 468 0 0
"1201" "exp1" 18 24 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 382 0 0
"1201" "exp1" 18 25 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 459 73 1
"1201" "exp1" 18 26 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 2 738 0 0
"1201" "exp1" 18 27 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 2 447 0 0
"1201" "exp1" 18 28 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 499 65 1
"1201" "exp1" 18 29 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 485 73 1
"1201" "exp1" 18 30 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 2 603 0 0
"1201" "exp1" 18 31 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 509 67 1
"1201" "exp1" 18 32 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 494 66 1
"1201" "exp1" 18 33 "graphed-probability" "pro-out" 80 20 13 84 80 20 15 85 2 518 0 0
"1201" "exp1" 18 34 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 2 1076 0 0
"1201" "exp1" 18 35 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 2 602 84 1
"1201" "exp1" 18 36 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 502 0 0
"1201" "exp1" 18 37 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 2 547 0 0
"1201" "exp1" 18 38 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 448 60 1
"1201" "exp1" 18 39 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 1 253 27 1
"1201" "exp1" 18 40 "graphed-probability" "pro-prob" 80 20 45 56 80 20 45 55 2 597 0 0
"1201" "exp1" 18 41 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 2 603 0 0
"1201" "exp1" 18 42 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 2 573 0 0
"1201" "exp1" 18 43 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 2 519 0 0
"1201" "exp1" 18 44 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 2 534 0 0
"1201" "exp1" 18 45 "graphed-probability" "congruent" 60 40 67 33 60 40 65 35 1 378 0 0
"1201" "exp1" 18 46 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 1 473 27 1
"1201" "exp1" 18 47 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 493 63 1
"1201" "exp1" 18 48 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 2 508 67 1
"1201" "exp1" 18 49 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 686 0 0
"1201" "exp1" 18 50 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 2 518 55 1
"1201" "exp1" 18 51 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 357 76 1
"1201" "exp1" 18 52 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 250 30 1
"1201" "exp1" 18 53 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 548 60 1
"1201" "exp1" 18 54 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 2 338 0 0
"1201" "exp1" 18 55 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 2 484 0 0
"1201" "exp1" 18 56 "graphed-probability" "congruent" 80 20 73 25 80 20 75 25 1 477 73 1
"1201" "exp1" 18 57 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 513 66 1
"1201" "exp1" 18 58 "graphed-probability" "pro-prob" 80 20 44 55 80 20 45 55 2 635 0 0
"1201" "exp1" 18 59 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 383 0 0
"1201" "exp1" 18 60 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 799 60 1
"1201" "exp1" 19 1 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 930 0 0
"1201" "exp1" 19 2 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 1 381 0 0
"1201" "exp1" 19 3 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 508 77 1
"1201" "exp1" 19 4 "graphed-probability" "congruent" 80 20 73 27 80 20 75 25 1 1645 73 1
"1201" "exp1" 19 5 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 640 35 1
"1201" "exp1" 19 6 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 2 465 0 0
"1201" "exp1" 19 7 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 486 30 1
"1201" "exp1" 19 8 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 1 588 0 0
"1201" "exp1" 19 9 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 542 60 1
"1201" "exp1" 19 10 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 391 0 0
"1201" "exp1" 19 11 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 605 0 0
"1201" "exp1" 19 12 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 2 1019 0 0
"1201" "exp1" 19 13 "graphed-probability" "pro-out" 60 40 34 66 60 40 35 65 1 651 0 0
"1201" "exp1" 19 14 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 749 0 0
"1201" "exp1" 19 15 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 1 533 17 1
"1201" "exp1" 19 16 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 571 0 0
"1201" "exp1" 19 17 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 2 512 0 0
"1201" "exp1" 19 18 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 1 450 26 1
"1201" "exp1" 19 19 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 611 13 1
"1201" "exp1" 19 20 "graphed-probability" "congruent" 60 40 64 37 60 40 65 35 2 640 37 1
"1201" "exp1" 19 21 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 411 64 1
"1201" "exp1" 19 22 "graphed-probability" "pro-out" 70 30 27 77 70 30 25 75 2 567 77 1
"1201" "exp1" 19 23 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 1 612 0 0
"1201" "exp1" 19 24 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 1 563 26 1
"1201" "exp1" 19 25 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 1 391 0 0
"1201" "exp1" 19 26 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 614 64 1
"1201" "exp1" 19 27 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 1 543 27 1
"1201" "exp1" 19 28 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 1 544 44 1
"1201" "exp1" 19 29 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 437 0 0
"1201" "exp1" 19 30 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 1 493 17 1
"1201" "exp1" 19 31 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 2 2233 0 0
"1201" "exp1" 19 32 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1723 20 1
"1201" "exp1" 19 33 "graphed-probability" "congruent" 80 20 76 24 80 20 75 25 1 688 76 1
"1201" "exp1" 19 34 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 2691 30 1
"1201" "exp1" 19 35 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 2 1782 55 1
"1201" "exp1" 19 36 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 2 800 0 0
"1201" "exp1" 19 37 "graphed-probability" "congruent" 70 30 66 37 70 30 65 35 2 700 37 1
"1201" "exp1" 19 38 "graphed-probability" "pro-prob" 60 40 47 54 60 40 45 55 2 940 0 0
"1201" "exp1" 19 39 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 426 0 0
"1201" "exp1" 19 40 "graphed-probability" "pro-out" 70 30 27 77 70 30 25 75 1 361 27 1
"1201" "exp1" 19 41 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 1 339 0 0
"1201" "exp1" 19 42 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 2 467 0 0
"1201" "exp1" 19 43 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 1 428 0 0
"1201" "exp1" 19 44 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 897 0 0
"1201" "exp1" 19 45 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 662 0 0
"1201" "exp1" 19 46 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1588 80 1
"1201" "exp1" 19 47 "graphed-probability" "congruent" 80 20 73 27 80 20 75 25 1 884 73 1
"1201" "exp1" 19 48 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 1 590 76 1
"1201" "exp1" 19 49 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 2 600 77 1
"1201" "exp1" 19 50 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 427 0 0
"1201" "exp1" 19 51 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 688 20 1
"1201" "exp1" 19 52 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 1 476 33 1
"1201" "exp1" 19 53 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 2 594 63 1
"1201" "exp1" 19 54 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 2 246 0 0
"1201" "exp1" 19 55 "graphed-probability" "pro-out" 80 20 13 84 80 20 15 85 1 270 0 0
"1201" "exp1" 19 56 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 568 0 0
"1201" "exp1" 19 57 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 890 0 0
"1201" "exp1" 19 58 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 1 1083 16 1
"1201" "exp1" 19 59 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1278 60 1
"1201" "exp1" 19 60 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 2 524 0 0
"1201" "exp1" 20 1 "graphed-probability" "pro-prob" 80 20 23 75 80 20 25 75 2 772 0 0
"1201" "exp1" 20 2 "graphed-probability" "congruent" 60 40 65 36 60 40 65 35 1 127 0 0
"1201" "exp1" 20 3 "graphed-probability" "pro-prob" 70 30 34 66 70 30 35 65 1 710 34 1
"1201" "exp1" 20 4 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 753 76 1
"1201" "exp1" 20 5 "graphed-probability" "pro-out" 60 40 34 66 60 40 35 65 2 1077 0 0
"1201" "exp1" 20 6 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 693 65 1
"1201" "exp1" 20 7 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 2 611 0 0
"1201" "exp1" 20 8 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 1 428 13 1
"1201" "exp1" 20 9 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 642 20 1
"1201" "exp1" 20 10 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1008 40 1
"1201" "exp1" 20 11 "graphed-probability" "congruent" 60 40 64 33 60 40 65 35 1 1195 0 0
"1201" "exp1" 20 12 "graphed-probability" "congruent" 70 30 75 27 70 30 75 25 1 1111 75 1
"1201" "exp1" 20 13 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 2 335 0 0
"1201" "exp1" 20 14 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 562 0 0
"1201" "exp1" 20 15 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 444 70 1
"1201" "exp1" 20 16 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 353 0 0
"1201" "exp1" 20 17 "graphed-probability" "pro-prob" 60 40 47 53 60 40 45 55 2 849 53 1
"1201" "exp1" 20 18 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 1 1425 27 1
"1201" "exp1" 20 19 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 126 0 0
"1201" "exp1" 20 20 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 655 0 0
"1201" "exp1" 20 21 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 2 194 35 1
"1201" "exp1" 20 22 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 2 472 0 0
"1201" "exp1" 20 23 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 2 751 55 1
"1201" "exp1" 20 24 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 1 586 25 1
"1201" "exp1" 20 25 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 2 723 0 0
"1201" "exp1" 20 26 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 2 1319 0 0
"1201" "exp1" 20 27 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 2 498 0 0
"1201" "exp1" 20 28 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 2 542 0 0
"1201" "exp1" 20 29 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1023 0 0
"1201" "exp1" 20 30 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 887 77 1
"1201" "exp1" 20 31 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 1 557 27 1
"1201" "exp1" 20 32 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 2 375 0 0
"1201" "exp1" 20 33 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 1 262 16 1
"1201" "exp1" 20 34 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 2 255 86 1
"1201" "exp1" 20 35 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 329 60 1
"1201" "exp1" 20 36 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 252 20 1
"1201" "exp1" 20 37 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 576 20 1
"1201" "exp1" 20 38 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 228 30 1
"1201" "exp1" 20 39 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 2 368 0 0
"1201" "exp1" 20 40 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 293 74 1
"1201" "exp1" 20 41 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 880 65 1
"1201" "exp1" 20 42 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 258 65 1
"1201" "exp1" 20 43 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 2 421 73 1
"1201" "exp1" 20 44 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 1 578 43 1
"1201" "exp1" 20 45 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 1 278 46 1
"1201" "exp1" 20 46 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 2 374 74 1
"1201" "exp1" 20 47 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 2 699 56 1
"1201" "exp1" 20 48 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 2 304 0 0
"1201" "exp1" 20 49 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 448 47 1
"1201" "exp1" 20 50 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 600 0 0
"1201" "exp1" 20 51 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 2 657 83 1
"1201" "exp1" 20 52 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 2 490 0 0
"1201" "exp1" 20 53 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 1 586 15 1
"1201" "exp1" 20 54 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 2 493 0 0
"1201" "exp1" 20 55 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 572 65 1
"1201" "exp1" 20 56 "graphed-probability" "congruent" 60 40 64 37 60 40 65 35 1 373 0 0
"1201" "exp1" 20 57 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 337 34 1
"1201" "exp1" 20 58 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 2 422 0 0
"1201" "exp1" 20 59 "graphed-probability" "congruent" 80 20 73 25 80 20 75 25 1 366 0 0
"1201" "exp1" 20 60 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 2 163 0 0
"1202" "exp1" 1 1 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 573 36 1
"1202" "exp1" 1 2 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 437 0 0
"1202" "exp1" 1 3 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 1 672 0 0
"1202" "exp1" 1 4 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 638 20 1
"1202" "exp1" 1 5 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 615 30 1
"1202" "exp1" 1 6 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 683 0 0
"1202" "exp1" 1 7 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 793 66 1
"1202" "exp1" 1 8 "graphed-probability" "congruent" 70 30 63 37 70 30 65 35 1 746 63 1
"1202" "exp1" 1 9 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 1 1434 0 0
"1202" "exp1" 1 10 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 646 0 0
"1202" "exp1" 1 11 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 869 67 1
"1202" "exp1" 1 12 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 736 44 1
"1202" "exp1" 1 13 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 2 2097 0 0
"1202" "exp1" 1 14 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 545 65 1
"1202" "exp1" 1 15 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 1 1216 26 1
"1202" "exp1" 1 16 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1079 20 1
"1202" "exp1" 1 17 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 2 1548 0 0
"1202" "exp1" 1 18 "graphed-probability" "pro-prob" 60 40 47 53 60 40 45 55 1 2348 47 1
"1202" "exp1" 1 19 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 1 739 36 1
"1202" "exp1" 1 20 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 1 913 26 1
"1202" "exp1" 1 21 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 782 0 0
"1202" "exp1" 1 22 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 792 0 0
"1202" "exp1" 1 23 "graphed-probability" "congruent" 80 20 76 24 80 20 75 25 1 1046 76 1
"1202" "exp1" 1 24 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 4244 0 0
"1202" "exp1" 1 25 "graphed-probability" "pro-out" 70 30 25 77 70 30 25 75 1 1877 0 0
"1202" "exp1" 1 26 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 1 636 15 1
"1202" "exp1" 1 27 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 553 0 0
"1202" "exp1" 1 28 "graphed-probability" "pro-out" 60 40 37 67 60 40 35 65 1 708 37 1
"1202" "exp1" 1 29 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 819 30 1
"1202" "exp1" 1 30 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 1 1131 24 1
"1202" "exp1" 1 31 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 811 67 1
"1202" "exp1" 1 32 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 597 0 0
"1202" "exp1" 1 33 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 693 46 1
"1202" "exp1" 1 34 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 2 1527 0 0
"1202" "exp1" 1 35 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 1 613 43 1
"1202" "exp1" 1 36 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1145 0 0
"1202" "exp1" 1 37 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 740 0 0
"1202" "exp1" 1 38 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 1 822 76 1
"1202" "exp1" 1 39 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 2 1459 0 0
"1202" "exp1" 1 40 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 1 1417 17 1
"1202" "exp1" 1 41 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 581 77 1
"1202" "exp1" 1 42 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 650 74 1
"1202" "exp1" 1 43 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 2 1432 0 0
"1202" "exp1" 1 44 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 698 20 1
"1202" "exp1" 1 45 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 1 1212 24 1
"1202" "exp1" 1 46 "graphed-probability" "pro-out" 60 40 35 67 60 40 35 65 1 835 0 0
"1202" "exp1" 1 47 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 964 77 1
"1202" "exp1" 1 48 "graphed-probability" "congruent" 70 30 77 26 70 30 75 25 1 758 77 1
"1202" "exp1" 1 49 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 714 74 1
"1202" "exp1" 1 50 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 2 1251 63 1
"1202" "exp1" 1 51 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 1201 13 1
"1202" "exp1" 1 52 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 660 66 1
"1202" "exp1" 1 53 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 824 0 0
"1202" "exp1" 1 54 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 806 0 0
"1202" "exp1" 1 55 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 1 1453 46 1
"1202" "exp1" 1 56 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 1062 24 1
"1202" "exp1" 1 57 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 580 30 1
"1202" "exp1" 1 58 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 1 2121 0 0
"1202" "exp1" 1 59 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 2838 40 1
"1202" "exp1" 1 60 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 857 13 1
"1202" "exp1" 2 1 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 2 1039 0 0
"1202" "exp1" 2 2 "graphed-probability" "congruent" 70 30 75 27 70 30 75 25 1 634 75 1
"1202" "exp1" 2 3 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 1 1087 0 0
"1202" "exp1" 2 4 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 599 0 0
"1202" "exp1" 2 5 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1321 0 0
"1202" "exp1" 2 6 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 569 0 0
"1202" "exp1" 2 7 "graphed-probability" "pro-prob" 60 40 44 54 60 40 45 55 1 1574 44 1
"1202" "exp1" 2 8 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 1 621 17 1
"1202" "exp1" 2 9 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 523 67 1
"1202" "exp1" 2 10 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 578 0 0
"1202" "exp1" 2 11 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 2 1292 65 1
"1202" "exp1" 2 12 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 2 834 87 1
"1202" "exp1" 2 13 "graphed-probability" "pro-out" 60 40 13 85 60 40 15 85 2 1506 85 1
"1202" "exp1" 2 14 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1073 20 1
"1202" "exp1" 2 15 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1162 60 1
"1202" "exp1" 2 16 "graphed-probability" "pro-prob" 70 30 34 66 70 30 35 65 1 759 34 1
"1202" "exp1" 2 17 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 628 20 1
"1202" "exp1" 2 18 "graphed-probability" "congruent" 70 30 64 35 70 30 65 35 1 542 64 1
"1202" "exp1" 2 19 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 2 1124 0 0
"1202" "exp1" 2 20 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 870 23 1
"1202" "exp1" 2 21 "graphed-probability" "congruent" 80 20 77 24 80 20 75 25 1 524 77 1
"1202" "exp1" 2 22 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 544 67 1
"1202" "exp1" 2 23 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 1 588 0 0
"1202" "exp1" 2 24 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 760 30 1
"1202" "exp1" 2 25 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 2 1375 0 0
"1202" "exp1" 2 26 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1205 30 1
"1202" "exp1" 2 27 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 1 499 23 1
"1202" "exp1" 2 28 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 493 20 1
"1202" "exp1" 2 29 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 613 30 1
"1202" "exp1" 2 30 "graphed-probability" "pro-out" 60 40 37 67 60 40 35 65 1 762 37 1
"1202" "exp1" 2 31 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1397 0 0
"1202" "exp1" 2 32 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 1 704 27 1
"1202" "exp1" 2 33 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 668 13 1
"1202" "exp1" 2 34 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 618 30 1
"1202" "exp1" 2 35 "graphed-probability" "pro-prob" 70 30 34 66 70 30 35 65 1 712 0 0
"1202" "exp1" 2 36 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 791 25 1
"1202" "exp1" 2 37 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 753 0 0
"1202" "exp1" 2 38 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 1 721 0 0
"1202" "exp1" 2 39 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 660 74 1
"1202" "exp1" 2 40 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 1 2067 44 1
"1202" "exp1" 2 41 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 568 77 1
"1202" "exp1" 2 42 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1369 20 1
"1202" "exp1" 2 43 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 699 45 1
"1202" "exp1" 2 44 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 963 45 1
"1202" "exp1" 2 45 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 643 0 0
"1202" "exp1" 2 46 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 1 892 0 0
"1202" "exp1" 2 47 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 1 565 0 0
"1202" "exp1" 2 48 "graphed-probability" "pro-out" 70 30 25 77 70 30 25 75 1 660 25 1
"1202" "exp1" 2 49 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 835 0 0
"1202" "exp1" 2 50 "graphed-probability" "congruent" 60 40 63 35 60 40 65 35 1 651 63 1
"1202" "exp1" 2 51 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 593 0 0
"1202" "exp1" 2 52 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 589 73 1
"1202" "exp1" 2 53 "graphed-probability" "pro-out" 80 20 17 83 80 20 15 85 2 2710 0 0
"1202" "exp1" 2 54 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 2 1276 0 0
"1202" "exp1" 2 55 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 701 75 1
"1202" "exp1" 2 56 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1609 40 1
"1202" "exp1" 2 57 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 1198 0 0
"1202" "exp1" 2 58 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 1 2187 0 0
"1202" "exp1" 2 59 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 1009 44 1
"1202" "exp1" 2 60 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 599 37 1
"1202" "exp1" 3 1 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 2 1266 67 1
"1202" "exp1" 3 2 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 1 1054 14 1
"1202" "exp1" 3 3 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 691 0 0
"1202" "exp1" 3 4 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 500 76 1
"1202" "exp1" 3 5 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 2365 24 1
"1202" "exp1" 3 6 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 690 0 0
"1202" "exp1" 3 7 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 2046 23 1
"1202" "exp1" 3 8 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 621 63 1
"1202" "exp1" 3 9 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 1499 87 1
"1202" "exp1" 3 10 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 1 1977 44 1
"1202" "exp1" 3 11 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 1 1068 0 0
"1202" "exp1" 3 12 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 483 20 1
"1202" "exp1" 3 13 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 1 595 0 0
"1202" "exp1" 3 14 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1612 40 1
"1202" "exp1" 3 15 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 1 483 67 1
"1202" "exp1" 3 16 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 1 1483 46 1
"1202" "exp1" 3 17 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 1 1244 33 1
"1202" "exp1" 3 18 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 1 606 77 1
"1202" "exp1" 3 19 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 3184 0 0
"1202" "exp1" 3 20 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 769 77 1
"1202" "exp1" 3 21 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1315 0 0
"1202" "exp1" 3 22 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 1 1920 24 1
"1202" "exp1" 3 23 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 940 0 0
"1202" "exp1" 3 24 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 582 30 1
"1202" "exp1" 3 25 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 1 915 27 1
"1202" "exp1" 3 26 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 838 20 1
"1202" "exp1" 3 27 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 787 47 1
"1202" "exp1" 3 28 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 4128 60 1
"1202" "exp1" 3 29 "graphed-probability" "congruent" 70 30 66 37 70 30 65 35 1 995 66 1
"1202" "exp1" 3 30 "graphed-probability" "congruent" 60 40 63 33 60 40 65 35 1 467 63 1
"1202" "exp1" 3 31 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 1 1466 0 0
"1202" "exp1" 3 32 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 2 1181 0 0
"1202" "exp1" 3 33 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 1 1425 37 1
"1202" "exp1" 3 34 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1560 0 0
"1202" "exp1" 3 35 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 2 1147 0 0
"1202" "exp1" 3 36 "graphed-probability" "pro-out" 60 40 13 85 60 40 15 85 2 2229 0 0
"1202" "exp1" 3 37 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 798 0 0
"1202" "exp1" 3 38 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 2 1049 0 0
"1202" "exp1" 3 39 "graphed-probability" "pro-out" 80 20 15 84 80 20 15 85 2 1949 0 0
"1202" "exp1" 3 40 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 2 1190 0 0
"1202" "exp1" 3 41 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 1229 0 0
"1202" "exp1" 3 42 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1245 0 0
"1202" "exp1" 3 43 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 1 1845 25 1
"1202" "exp1" 3 44 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 778 67 1
"1202" "exp1" 3 45 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 1 963 34 1
"1202" "exp1" 3 46 "graphed-probability" "congruent" 70 30 77 26 70 30 75 25 1 608 77 1
"1202" "exp1" 3 47 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 1 1199 26 1
"1202" "exp1" 3 48 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 2 1011 0 0
"1202" "exp1" 3 49 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 2 1112 0 0
"1202" "exp1" 3 50 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 991 67 1
"1202" "exp1" 3 51 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 1358 44 1
"1202" "exp1" 3 52 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 652 30 1
"1202" "exp1" 3 53 "graphed-probability" "congruent" 60 40 64 33 60 40 65 35 1 801 64 1
"1202" "exp1" 3 54 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 884 44 1
"1202" "exp1" 3 55 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 1 628 45 1
"1202" "exp1" 3 56 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 2 1419 0 0
"1202" "exp1" 3 57 "graphed-probability" "congruent" 80 20 73 25 80 20 75 25 1 683 73 1
"1202" "exp1" 3 58 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 1 719 0 0
"1202" "exp1" 3 59 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 2 852 0 0
"1202" "exp1" 3 60 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1062 0 0
"1202" "exp1" 4 1 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 1 672 43 1
"1202" "exp1" 4 2 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1579 0 0
"1202" "exp1" 4 3 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 2 1019 87 1
"1202" "exp1" 4 4 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 2 947 0 0
"1202" "exp1" 4 5 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 626 75 1
"1202" "exp1" 4 6 "graphed-probability" "pro-out" 60 40 35 67 60 40 35 65 1 2048 35 1
"1202" "exp1" 4 7 "graphed-probability" "pro-out" 70 30 23 77 70 30 25 75 1 1124 23 1
"1202" "exp1" 4 8 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 942 0 0
"1202" "exp1" 4 9 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1741 30 1
"1202" "exp1" 4 10 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 1 524 0 0
"1202" "exp1" 4 11 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 996 0 0
"1202" "exp1" 4 12 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 1 1561 23 1
"1202" "exp1" 4 13 "graphed-probability" "pro-out" 70 30 27 77 70 30 25 75 1 1505 27 1
"1202" "exp1" 4 14 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 2 782 57 1
"1202" "exp1" 4 15 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 2 1768 0 0
"1202" "exp1" 4 16 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 708 20 1
"1202" "exp1" 4 17 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 1 1081 16 1
"1202" "exp1" 4 18 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 1 988 26 1
"1202" "exp1" 4 19 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1151 30 1
"1202" "exp1" 4 20 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 1 968 67 1
"1202" "exp1" 4 21 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 1953 33 1
"1202" "exp1" 4 22 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 753 47 1
"1202" "exp1" 4 23 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 1 1858 46 1
"1202" "exp1" 4 24 "graphed-probability" "pro-out" 80 20 15 83 80 20 15 85 2 3420 0 0
"1202" "exp1" 4 25 "graphed-probability" "pro-out" 60 40 34 66 60 40 35 65 1 2071 0 0
"1202" "exp1" 4 26 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 686 64 1
"1202" "exp1" 4 27 "graphed-probability" "pro-out" 70 30 25 77 70 30 25 75 1 476 0 0
"1202" "exp1" 4 28 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1644 20 1
"1202" "exp1" 4 29 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 2 1949 0 0
"1202" "exp1" 4 30 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1698 0 0
"1202" "exp1" 4 31 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 4010 40 1
"1202" "exp1" 4 32 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 2 1792 66 1
"1202" "exp1" 4 33 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 2 1095 0 0
"1202" "exp1" 4 34 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 1 1340 33 1
"1202" "exp1" 4 35 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 584 63 1
"1202" "exp1" 4 36 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 1 2312 0 0
"1202" "exp1" 4 37 "graphed-probability" "congruent" 80 20 74 26 80 20 75 25 1 696 0 0
"1202" "exp1" 4 38 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 1 595 77 1
"1202" "exp1" 4 39 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 520 0 0
"1202" "exp1" 4 40 "graphed-probability" "pro-prob" 70 30 37 63 70 30 35 65 1 481 37 1
"1202" "exp1" 4 41 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 387 77 1
"1202" "exp1" 4 42 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 463 75 1
"1202" "exp1" 4 43 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1343 0 0
"1202" "exp1" 4 44 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 542 0 0
"1202" "exp1" 4 45 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 496 46 1
"1202" "exp1" 4 46 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 1 681 27 1
"1202" "exp1" 4 47 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 1 499 76 1
"1202" "exp1" 4 48 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 425 75 1
"1202" "exp1" 4 49 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 1 432 65 1
"1202" "exp1" 4 50 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 587 23 1
"1202" "exp1" 4 51 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 566 66 1
"1202" "exp1" 4 52 "graphed-probability" "congruent" 60 40 64 33 60 40 65 35 1 569 64 1
"1202" "exp1" 4 53 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 2 1059 0 0
"1202" "exp1" 4 54 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 619 0 0
"1202" "exp1" 4 55 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 740 0 0
"1202" "exp1" 4 56 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 1 895 13 1
"1202" "exp1" 4 57 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 1 481 26 1
"1202" "exp1" 4 58 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 1 595 43 1
"1202" "exp1" 4 59 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 601 44 1
"1202" "exp1" 4 60 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 1133 0 0
"1202" "exp1" 5 1 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 799 20 1
"1202" "exp1" 5 2 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 700 65 1
"1202" "exp1" 5 3 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 507 30 1
"1202" "exp1" 5 4 "graphed-probability" "congruent" 80 20 73 25 80 20 75 25 1 671 73 1
"1202" "exp1" 5 5 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 475 30 1
"1202" "exp1" 5 6 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 855 0 0
"1202" "exp1" 5 7 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1354 40 1
"1202" "exp1" 5 8 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 561 0 0
"1202" "exp1" 5 9 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 2 1062 0 0
"1202" "exp1" 5 10 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 1976 66 1
"1202" "exp1" 5 11 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 1 993 0 0
"1202" "exp1" 5 12 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 665 46 1
"1202" "exp1" 5 13 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 2 2261 0 0
"1202" "exp1" 5 14 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 1 2338 0 0
"1202" "exp1" 5 15 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 2 1207 0 0
"1202" "exp1" 5 16 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 2411 0 0
"1202" "exp1" 5 17 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 1 1987 0 0
"1202" "exp1" 5 18 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1049 20 1
"1202" "exp1" 5 19 "graphed-probability" "congruent" 80 20 75 25 80 20 75 25 1 542 75 1
"1202" "exp1" 5 20 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 495 76 1
"1202" "exp1" 5 21 "graphed-probability" "pro-out" 60 40 15 86 60 40 15 85 2 1096 86 1
"1202" "exp1" 5 22 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 615 47 1
"1202" "exp1" 5 23 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 1 580 16 1
"1202" "exp1" 5 24 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 547 44 1
"1202" "exp1" 5 25 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 2 628 0 0
"1202" "exp1" 5 26 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1730 40 1
"1202" "exp1" 5 27 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 593 34 1
"1202" "exp1" 5 28 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 1 1228 17 1
"1202" "exp1" 5 29 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 2 802 0 0
"1202" "exp1" 5 30 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 1 793 13 1
"1202" "exp1" 5 31 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 1 818 15 1
"1202" "exp1" 5 32 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 1658 25 1
"1202" "exp1" 5 33 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 1 583 0 0
"1202" "exp1" 5 34 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 504 30 1
"1202" "exp1" 5 35 "graphed-probability" "congruent" 70 30 64 35 70 30 65 35 1 556 64 1
"1202" "exp1" 5 36 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 2011 60 1
"1202" "exp1" 5 37 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 1 465 26 1
"1202" "exp1" 5 38 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 982 63 1
"1202" "exp1" 5 39 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 1 884 24 1
"1202" "exp1" 5 40 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 753 77 1
"1202" "exp1" 5 41 "graphed-probability" "pro-out" 60 40 37 67 60 40 35 65 1 769 0 0
"1202" "exp1" 5 42 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 2 1454 73 1
"1202" "exp1" 5 43 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1578 20 1
"1202" "exp1" 5 44 "graphed-probability" "congruent" 60 40 65 35 60 40 65 35 1 867 65 1
"1202" "exp1" 5 45 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 529 0 0
"1202" "exp1" 5 46 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 485 47 1
"1202" "exp1" 5 47 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 533 63 1
"1202" "exp1" 5 48 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1435 60 1
"1202" "exp1" 5 49 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 617 75 1
"1202" "exp1" 5 50 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 471 63 1
"1202" "exp1" 5 51 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 471 75 1
"1202" "exp1" 5 52 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 2 748 63 1
"1202" "exp1" 5 53 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 1 516 33 1
"1202" "exp1" 5 54 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 1 686 23 1
"1202" "exp1" 5 55 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 2 793 57 1
"1202" "exp1" 5 56 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 1 805 0 0
"1202" "exp1" 5 57 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 1 533 44 1
"1202" "exp1" 5 58 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 1 786 35 1
"1202" "exp1" 5 59 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 681 20 1
"1202" "exp1" 5 60 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 1 642 65 1
"1202" "exp1" 6 1 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 512 0 0
"1202" "exp1" 6 2 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 1 548 24 1
"1202" "exp1" 6 3 "graphed-probability" "pro-out" 60 40 36 63 60 40 35 65 2 945 0 0
"1202" "exp1" 6 4 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 530 0 0
"1202" "exp1" 6 5 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 950 60 1
"1202" "exp1" 6 6 "graphed-probability" "congruent" 80 20 74 26 80 20 75 25 1 504 74 1
"1202" "exp1" 6 7 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 519 30 1
"1202" "exp1" 6 8 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 475 34 1
"1202" "exp1" 6 9 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 1 610 27 1
"1202" "exp1" 6 10 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1067 30 1
"1202" "exp1" 6 11 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 1 669 14 1
"1202" "exp1" 6 12 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 989 47 1
"1202" "exp1" 6 13 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 574 63 1
"1202" "exp1" 6 14 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1129 20 1
"1202" "exp1" 6 15 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1998 30 1
"1202" "exp1" 6 16 "graphed-probability" "pro-prob" 60 40 47 54 60 40 45 55 1 1142 47 1
"1202" "exp1" 6 17 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1370 40 1
"1202" "exp1" 6 18 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 1 554 27 1
"1202" "exp1" 6 19 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 1 582 27 1
"1202" "exp1" 6 20 "graphed-probability" "pro-out" 70 30 27 77 70 30 25 75 1 1139 27 1
"1202" "exp1" 6 21 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 724 0 0
"1202" "exp1" 6 22 "graphed-probability" "pro-out" 70 30 25 77 70 30 25 75 1 589 25 1
"1202" "exp1" 6 23 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 2 1050 0 0
"1202" "exp1" 6 24 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 572 65 1
"1202" "exp1" 6 25 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 1 552 0 0
"1202" "exp1" 6 26 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 585 75 1
"1202" "exp1" 6 27 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 2 1789 0 0
"1202" "exp1" 6 28 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 1 1457 0 0
"1202" "exp1" 6 29 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1609 0 0
"1202" "exp1" 6 30 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 2 1042 0 0
"1202" "exp1" 6 31 "graphed-probability" "congruent" 80 20 73 27 80 20 75 25 1 599 73 1
"1202" "exp1" 6 32 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 535 75 1
"1202" "exp1" 6 33 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 1 521 0 0
"1202" "exp1" 6 34 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 1 448 17 1
"1202" "exp1" 6 35 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 1 561 46 1
"1202" "exp1" 6 36 "graphed-probability" "pro-prob" 80 20 43 54 80 20 45 55 1 561 43 1
"1202" "exp1" 6 37 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1026 60 1
"1202" "exp1" 6 38 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 510 67 1
"1202" "exp1" 6 39 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 2 627 83 1
"1202" "exp1" 6 40 "graphed-probability" "congruent" 60 40 67 33 60 40 65 35 1 806 67 1
"1202" "exp1" 6 41 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 2 986 0 0
"1202" "exp1" 6 42 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 2 760 67 1
"1202" "exp1" 6 43 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 2 628 0 0
"1202" "exp1" 6 44 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 1 1483 0 0
"1202" "exp1" 6 45 "graphed-probability" "pro-prob" 70 30 36 66 70 30 35 65 1 628 36 1
"1202" "exp1" 6 46 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 584 74 1
"1202" "exp1" 6 47 "graphed-probability" "pro-prob" 80 20 27 74 80 20 25 75 1 1409 27 1
"1202" "exp1" 6 48 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 506 0 0
"1202" "exp1" 6 49 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 2 1676 85 1
"1202" "exp1" 6 50 "graphed-probability" "pro-out" 60 40 15 87 60 40 15 85 2 1012 87 1
"1202" "exp1" 6 51 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 511 73 1
"1202" "exp1" 6 52 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 1 672 0 0
"1202" "exp1" 6 53 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 506 73 1
"1202" "exp1" 6 54 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1489 20 1
"1202" "exp1" 6 55 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1774 40 1
"1202" "exp1" 6 56 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1728 0 0
"1202" "exp1" 6 57 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 2 749 66 1
"1202" "exp1" 6 58 "graphed-probability" "pro-prob" 70 30 37 63 70 30 35 65 2 656 63 1
"1202" "exp1" 6 59 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 1 2462 23 1
"1202" "exp1" 6 60 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 855 0 0
"1202" "exp1" 7 1 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 561 65 1
"1202" "exp1" 7 2 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 1 1185 0 0
"1202" "exp1" 7 3 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 492 0 0
"1202" "exp1" 7 4 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 417 73 1
"1202" "exp1" 7 5 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 579 0 0
"1202" "exp1" 7 6 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1194 0 0
"1202" "exp1" 7 7 "graphed-probability" "pro-prob" 80 20 44 55 80 20 45 55 1 472 44 1
"1202" "exp1" 7 8 "graphed-probability" "congruent" 70 30 66 37 70 30 65 35 1 440 0 0
"1202" "exp1" 7 9 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 484 74 1
"1202" "exp1" 7 10 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 828 34 1
"1202" "exp1" 7 11 "graphed-probability" "pro-prob" 70 30 37 63 70 30 35 65 1 1102 37 1
"1202" "exp1" 7 12 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 1 1134 23 1
"1202" "exp1" 7 13 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 619 74 1
"1202" "exp1" 7 14 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 730 47 1
"1202" "exp1" 7 15 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 1 592 0 0
"1202" "exp1" 7 16 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 2 1249 87 1
"1202" "exp1" 7 17 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 1 849 23 1
"1202" "exp1" 7 18 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 716 63 1
"1202" "exp1" 7 19 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 1 947 17 1
"1202" "exp1" 7 20 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 761 37 1
"1202" "exp1" 7 21 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 519 40 1
"1202" "exp1" 7 22 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 582 74 1
"1202" "exp1" 7 23 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 453 44 1
"1202" "exp1" 7 24 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 2 1267 0 0
"1202" "exp1" 7 25 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 767 0 0
"1202" "exp1" 7 26 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 1 484 0 0
"1202" "exp1" 7 27 "graphed-probability" "congruent" 60 40 63 33 60 40 65 35 1 576 63 1
"1202" "exp1" 7 28 "graphed-probability" "pro-out" 60 40 37 65 60 40 35 65 2 1314 0 0
"1202" "exp1" 7 29 "graphed-probability" "pro-out" 60 40 14 83 60 40 15 85 2 663 0 0
"1202" "exp1" 7 30 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 520 30 1
"1202" "exp1" 7 31 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 1 1093 14 1
"1202" "exp1" 7 32 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1013 40 1
"1202" "exp1" 7 33 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 455 20 1
"1202" "exp1" 7 34 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 1 542 0 0
"1202" "exp1" 7 35 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 1 1244 23 1
"1202" "exp1" 7 36 "graphed-probability" "congruent" 80 20 74 26 80 20 75 25 1 541 74 1
"1202" "exp1" 7 37 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 1 900 0 0
"1202" "exp1" 7 38 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 1 574 0 0
"1202" "exp1" 7 39 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 745 60 1
"1202" "exp1" 7 40 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1557 0 0
"1202" "exp1" 7 41 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 1 1333 33 1
"1202" "exp1" 7 42 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 1024 0 0
"1202" "exp1" 7 43 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 1 613 43 1
"1202" "exp1" 7 44 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1126 0 0
"1202" "exp1" 7 45 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 2 1025 66 1
"1202" "exp1" 7 46 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 1 1012 47 1
"1202" "exp1" 7 47 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 458 24 1
"1202" "exp1" 7 48 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 495 0 0
"1202" "exp1" 7 49 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1715 0 0
"1202" "exp1" 7 50 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 2 624 0 0
"1202" "exp1" 7 51 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 2 1084 84 1
"1202" "exp1" 7 52 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1315 20 1
"1202" "exp1" 7 53 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 1 665 0 0
"1202" "exp1" 7 54 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 1 495 0 0
"1202" "exp1" 7 55 "graphed-probability" "congruent" 80 20 76 24 80 20 75 25 1 556 76 1
"1202" "exp1" 7 56 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 1 522 26 1
"1202" "exp1" 7 57 "graphed-probability" "congruent" 70 30 66 37 70 30 65 35 1 492 0 0
"1202" "exp1" 7 58 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 1 1451 0 0
"1202" "exp1" 7 59 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 540 0 0
"1202" "exp1" 7 60 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 541 20 1
"1202" "exp1" 8 1 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 2 886 0 0
"1202" "exp1" 8 2 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 1 1133 27 1
"1202" "exp1" 8 3 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 527 65 1
"1202" "exp1" 8 4 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 2 801 0 0
"1202" "exp1" 8 5 "graphed-probability" "pro-out" 70 30 27 77 70 30 25 75 1 879 27 1
"1202" "exp1" 8 6 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 1 824 27 1
"1202" "exp1" 8 7 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 1 520 23 1
"1202" "exp1" 8 8 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 1 532 14 1
"1202" "exp1" 8 9 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 649 36 1
"1202" "exp1" 8 10 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 499 0 0
"1202" "exp1" 8 11 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 644 73 1
"1202" "exp1" 8 12 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 501 67 1
"1202" "exp1" 8 13 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 540 0 0
"1202" "exp1" 8 14 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 1 568 0 0
"1202" "exp1" 8 15 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 1 1628 43 1
"1202" "exp1" 8 16 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 880 0 0
"1202" "exp1" 8 17 "graphed-probability" "pro-prob" 60 40 44 54 60 40 45 55 1 930 0 0
"1202" "exp1" 8 18 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 611 30 1
"1202" "exp1" 8 19 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 1 652 13 1
"1202" "exp1" 8 20 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 553 30 1
"1202" "exp1" 8 21 "graphed-probability" "pro-prob" 70 30 36 63 70 30 35 65 1 482 36 1
"1202" "exp1" 8 22 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 1 767 36 1
"1202" "exp1" 8 23 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 1 521 36 1
"1202" "exp1" 8 24 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 1 475 17 1
"1202" "exp1" 8 25 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 630 44 1
"1202" "exp1" 8 26 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 509 24 1
"1202" "exp1" 8 27 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 420 74 1
"1202" "exp1" 8 28 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 1 371 34 1
"1202" "exp1" 8 29 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 1 1054 44 1
"1202" "exp1" 8 30 "graphed-probability" "congruent" 80 20 75 25 80 20 75 25 1 488 75 1
"1202" "exp1" 8 31 "graphed-probability" "pro-out" 60 40 13 85 60 40 15 85 2 669 0 0
"1202" "exp1" 8 32 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 956 20 1
"1202" "exp1" 8 33 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 627 30 1
"1202" "exp1" 8 34 "graphed-probability" "congruent" 70 30 77 26 70 30 75 25 1 611 77 1
"1202" "exp1" 8 35 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 687 0 0
"1202" "exp1" 8 36 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 528 20 1
"1202" "exp1" 8 37 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 1 449 46 1
"1202" "exp1" 8 38 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 1 1664 15 1
"1202" "exp1" 8 39 "graphed-probability" "congruent" 80 20 76 24 80 20 75 25 1 513 76 1
"1202" "exp1" 8 40 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 621 63 1
"1202" "exp1" 8 41 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 1 755 0 0
"1202" "exp1" 8 42 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 494 0 0
"1202" "exp1" 8 43 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 536 65 1
"1202" "exp1" 8 44 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 686 0 0
"1202" "exp1" 8 45 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 1 2051 0 0
"1202" "exp1" 8 46 "graphed-probability" "pro-out" 80 20 15 86 80 20 15 85 1 670 15 1
"1202" "exp1" 8 47 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 487 20 1
"1202" "exp1" 8 48 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 395 0 0
"1202" "exp1" 8 49 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 494 64 1
"1202" "exp1" 8 50 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1781 40 1
"1202" "exp1" 8 51 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 541 43 1
"1202" "exp1" 8 52 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 470 66 1
"1202" "exp1" 8 53 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 666 0 0
"1202" "exp1" 8 54 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 1 588 34 1
"1202" "exp1" 8 55 "graphed-probability" "pro-prob" 80 20 43 54 80 20 45 55 1 519 43 1
"1202" "exp1" 8 56 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 1 1603 43 1
"1202" "exp1" 8 57 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 1 580 26 1
"1202" "exp1" 8 58 "graphed-probability" "pro-out" 70 30 27 77 70 30 25 75 1 534 27 1
"1202" "exp1" 8 59 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 495 75 1
"1202" "exp1" 8 60 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1405 30 1
"1202" "exp1" 9 1 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 564 76 1
"1202" "exp1" 9 2 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 1 481 0 0
"1202" "exp1" 9 3 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 1 384 27 1
"1202" "exp1" 9 4 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 370 20 1
"1202" "exp1" 9 5 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 529 67 1
"1202" "exp1" 9 6 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 402 66 1
"1202" "exp1" 9 7 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 346 44 1
"1202" "exp1" 9 8 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 543 75 1
"1202" "exp1" 9 9 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 897 35 1
"1202" "exp1" 9 10 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 2 1827 86 1
"1202" "exp1" 9 11 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1037 40 1
"1202" "exp1" 9 12 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 489 30 1
"1202" "exp1" 9 13 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 1 469 43 1
"1202" "exp1" 9 14 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 438 77 1
"1202" "exp1" 9 15 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 1 856 0 0
"1202" "exp1" 9 16 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 1 600 23 1
"1202" "exp1" 9 17 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 1 661 0 0
"1202" "exp1" 9 18 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 2 934 84 1
"1202" "exp1" 9 19 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 2 902 0 0
"1202" "exp1" 9 20 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 817 0 0
"1202" "exp1" 9 21 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 546 30 1
"1202" "exp1" 9 22 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 963 0 0
"1202" "exp1" 9 23 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 514 24 1
"1202" "exp1" 9 24 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 627 65 1
"1202" "exp1" 9 25 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 463 20 1
"1202" "exp1" 9 26 "graphed-probability" "pro-out" 60 40 34 66 60 40 35 65 1 1747 34 1
"1202" "exp1" 9 27 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 1 1079 0 0
"1202" "exp1" 9 28 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 1 1039 43 1
"1202" "exp1" 9 29 "graphed-probability" "pro-prob" 80 20 23 75 80 20 25 75 1 459 23 1
"1202" "exp1" 9 30 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 469 75 1
"1202" "exp1" 9 31 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1121 30 1
"1202" "exp1" 9 32 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 1 577 0 0
"1202" "exp1" 9 33 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 769 30 1
"1202" "exp1" 9 34 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 1 533 17 1
"1202" "exp1" 9 35 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 948 0 0
"1202" "exp1" 9 36 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 1 573 35 1
"1202" "exp1" 9 37 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 1 615 33 1
"1202" "exp1" 9 38 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 581 45 1
"1202" "exp1" 9 39 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 1 533 26 1
"1202" "exp1" 9 40 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 1 584 14 1
"1202" "exp1" 9 41 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 1100 0 0
"1202" "exp1" 9 42 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 803 40 1
"1202" "exp1" 9 43 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 2 1127 86 1
"1202" "exp1" 9 44 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 790 63 1
"1202" "exp1" 9 45 "graphed-probability" "pro-prob" 70 30 36 63 70 30 35 65 1 786 0 0
"1202" "exp1" 9 46 "graphed-probability" "pro-prob" 80 20 45 56 80 20 45 55 1 732 45 1
"1202" "exp1" 9 47 "graphed-probability" "congruent" 70 30 77 26 70 30 75 25 1 502 77 1
"1202" "exp1" 9 48 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 1 576 16 1
"1202" "exp1" 9 49 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 507 0 0
"1202" "exp1" 9 50 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 575 0 0
"1202" "exp1" 9 51 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 1 1064 37 1
"1202" "exp1" 9 52 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1714 20 1
"1202" "exp1" 9 53 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 2 739 0 0
"1202" "exp1" 9 54 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 609 64 1
"1202" "exp1" 9 55 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 2 725 87 1
"1202" "exp1" 9 56 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 528 20 1
"1202" "exp1" 9 57 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 679 0 0
"1202" "exp1" 9 58 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 1 826 44 1
"1202" "exp1" 9 59 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 442 0 0
"1202" "exp1" 9 60 "graphed-probability" "pro-out" 70 30 26 77 70 30 25 75 1 1154 0 0
"1202" "exp1" 10 1 "graphed-probability" "pro-prob" 60 40 47 53 60 40 45 55 1 1003 47 1
"1202" "exp1" 10 2 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 1 520 24 1
"1202" "exp1" 10 3 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 380 0 0
"1202" "exp1" 10 4 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 1 473 26 1
"1202" "exp1" 10 5 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 674 45 1
"1202" "exp1" 10 6 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 471 64 1
"1202" "exp1" 10 7 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 983 20 1
"1202" "exp1" 10 8 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 536 66 1
"1202" "exp1" 10 9 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 1 489 23 1
"1202" "exp1" 10 10 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 1 1075 33 1
"1202" "exp1" 10 11 "graphed-probability" "pro-prob" 70 30 36 63 70 30 35 65 1 853 36 1
"1202" "exp1" 10 12 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 516 20 1
"1202" "exp1" 10 13 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 1 549 43 1
"1202" "exp1" 10 14 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 1 537 76 1
"1202" "exp1" 10 15 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 508 0 0
"1202" "exp1" 10 16 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 865 23 1
"1202" "exp1" 10 17 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 1 538 74 1
"1202" "exp1" 10 18 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 499 63 1
"1202" "exp1" 10 19 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 1 512 35 1
"1202" "exp1" 10 20 "graphed-probability" "pro-out" 60 40 34 66 60 40 35 65 1 476 34 1
"1202" "exp1" 10 21 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 1 538 13 1
"1202" "exp1" 10 22 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 1 1212 34 1
"1202" "exp1" 10 23 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 682 0 0
"1202" "exp1" 10 24 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 1 421 0 0
"1202" "exp1" 10 25 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 485 74 1
"1202" "exp1" 10 26 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 757 35 1
"1202" "exp1" 10 27 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 1 476 0 0
"1202" "exp1" 10 28 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 640 63 1
"1202" "exp1" 10 29 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 2 1025 0 0
"1202" "exp1" 10 30 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 822 0 0
"1202" "exp1" 10 31 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 494 30 1
"1202" "exp1" 10 32 "graphed-probability" "congruent" 80 20 74 26 80 20 75 25 1 569 74 1
"1202" "exp1" 10 33 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 606 35 1
"1202" "exp1" 10 34 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 1 560 47 1
"1202" "exp1" 10 35 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 1 479 0 0
"1202" "exp1" 10 36 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 468 64 1
"1202" "exp1" 10 37 "graphed-probability" "pro-prob" 80 20 44 56 80 20 45 55 1 776 44 1
"1202" "exp1" 10 38 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 499 30 1
"1202" "exp1" 10 39 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 578 0 0
"1202" "exp1" 10 40 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 416 44 1
"1202" "exp1" 10 41 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 1 475 27 1
"1202" "exp1" 10 42 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 1 1251 14 1
"1202" "exp1" 10 43 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 964 20 1
"1202" "exp1" 10 44 "graphed-probability" "pro-out" 60 40 15 86 60 40 15 85 2 962 0 0
"1202" "exp1" 10 45 "graphed-probability" "pro-out" 80 20 15 86 80 20 15 85 1 578 15 1
"1202" "exp1" 10 46 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 654 13 1
"1202" "exp1" 10 47 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 519 20 1
"1202" "exp1" 10 48 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 1 759 44 1
"1202" "exp1" 10 49 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 1 653 36 1
"1202" "exp1" 10 50 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 508 0 0
"1202" "exp1" 10 51 "graphed-probability" "pro-prob" 80 20 43 54 80 20 45 55 1 535 0 0
"1202" "exp1" 10 52 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 586 0 0
"1202" "exp1" 10 53 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 504 65 1
"1202" "exp1" 10 54 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 474 0 0
"1202" "exp1" 10 55 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 2 607 83 1
"1202" "exp1" 10 56 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1070 0 0
"1202" "exp1" 10 57 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 800 40 1
"1202" "exp1" 10 58 "graphed-probability" "congruent" 80 20 76 25 80 20 75 25 1 492 0 0
"1202" "exp1" 10 59 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 416 30 1
"1202" "exp1" 10 60 "graphed-probability" "pro-prob" 80 20 23 75 80 20 25 75 1 480 23 1
"1202" "exp1" 11 1 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 586 0 0
"1202" "exp1" 11 2 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 717 35 1
"1202" "exp1" 11 3 "graphed-probability" "pro-prob" 70 30 37 63 70 30 35 65 1 446 37 1
"1202" "exp1" 11 4 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 511 67 1
"1202" "exp1" 11 5 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 363 74 1
"1202" "exp1" 11 6 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 432 66 1
"1202" "exp1" 11 7 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 397 76 1
"1202" "exp1" 11 8 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 387 36 1
"1202" "exp1" 11 9 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 400 20 1
"1202" "exp1" 11 10 "graphed-probability" "pro-prob" 80 20 43 54 80 20 45 55 1 381 43 1
"1202" "exp1" 11 11 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 341 20 1
"1202" "exp1" 11 12 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 691 40 1
"1202" "exp1" 11 13 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 457 64 1
"1202" "exp1" 11 14 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 1 518 0 0
"1202" "exp1" 11 15 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1156 40 1
"1202" "exp1" 11 16 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 1 1134 0 0
"1202" "exp1" 11 17 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 483 30 1
"1202" "exp1" 11 18 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1455 0 0
"1202" "exp1" 11 19 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 489 0 0
"1202" "exp1" 11 20 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 455 20 1
"1202" "exp1" 11 21 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 415 30 1
"1202" "exp1" 11 22 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 502 63 1
"1202" "exp1" 11 23 "graphed-probability" "pro-out" 60 40 14 83 60 40 15 85 2 527 83 1
"1202" "exp1" 11 24 "graphed-probability" "pro-out" 70 30 25 74 70 30 25 75 1 1029 25 1
"1202" "exp1" 11 25 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 1 920 0 0
"1202" "exp1" 11 26 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 2 1226 63 1
"1202" "exp1" 11 27 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 421 24 1
"1202" "exp1" 11 28 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 1 592 65 1
"1202" "exp1" 11 29 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 815 0 0
"1202" "exp1" 11 30 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 1 475 23 1
"1202" "exp1" 11 31 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 594 74 1
"1202" "exp1" 11 32 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 1 448 43 1
"1202" "exp1" 11 33 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 484 0 0
"1202" "exp1" 11 34 "graphed-probability" "pro-prob" 60 40 47 54 60 40 45 55 2 1029 54 1
"1202" "exp1" 11 35 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 740 30 1
"1202" "exp1" 11 36 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 1 644 26 1
"1202" "exp1" 11 37 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 1055 0 0
"1202" "exp1" 11 38 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 1 541 14 1
"1202" "exp1" 11 39 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 1 913 0 0
"1202" "exp1" 11 40 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 688 47 1
"1202" "exp1" 11 41 "graphed-probability" "pro-prob" 80 20 43 54 80 20 45 55 1 687 43 1
"1202" "exp1" 11 42 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 1 1163 0 0
"1202" "exp1" 11 43 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 1 554 46 1
"1202" "exp1" 11 44 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 2 903 0 0
"1202" "exp1" 11 45 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 1 541 0 0
"1202" "exp1" 11 46 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 1 508 27 1
"1202" "exp1" 11 47 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 1 947 0 0
"1202" "exp1" 11 48 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 456 77 1
"1202" "exp1" 11 49 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 1 1042 0 0
"1202" "exp1" 11 50 "graphed-probability" "congruent" 60 40 64 37 60 40 65 35 1 631 0 0
"1202" "exp1" 11 51 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 511 74 1
"1202" "exp1" 11 52 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 1 683 46 1
"1202" "exp1" 11 53 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 340 0 0
"1202" "exp1" 11 54 "graphed-probability" "congruent" 70 30 63 37 70 30 65 35 1 611 63 1
"1202" "exp1" 11 55 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 1 1086 14 1
"1202" "exp1" 11 56 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 1 888 37 1
"1202" "exp1" 11 57 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 1 499 24 1
"1202" "exp1" 11 58 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 577 76 1
"1202" "exp1" 11 59 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 1 591 0 0
"1202" "exp1" 11 60 "graphed-probability" "congruent" 70 30 66 34 70 30 65 35 1 483 0 0
"1202" "exp1" 12 1 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 1 727 43 1
"1202" "exp1" 12 2 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 1 386 16 1
"1202" "exp1" 12 3 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 375 67 1
"1202" "exp1" 12 4 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 575 30 1
"1202" "exp1" 12 5 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 1 476 0 0
"1202" "exp1" 12 6 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 478 0 0
"1202" "exp1" 12 7 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 412 0 0
"1202" "exp1" 12 8 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 1 1066 0 0
"1202" "exp1" 12 9 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 564 20 1
"1202" "exp1" 12 10 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 2 845 0 0
"1202" "exp1" 12 11 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 1 1320 33 1
"1202" "exp1" 12 12 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 1 540 0 0
"1202" "exp1" 12 13 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 1 1261 17 1
"1202" "exp1" 12 14 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 558 46 1
"1202" "exp1" 12 15 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 1 861 45 1
"1202" "exp1" 12 16 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 547 30 1
"1202" "exp1" 12 17 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 2 871 0 0
"1202" "exp1" 12 18 "graphed-probability" "pro-prob" 80 20 43 56 80 20 45 55 1 536 43 1
"1202" "exp1" 12 19 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 568 66 1
"1202" "exp1" 12 20 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 988 0 0
"1202" "exp1" 12 21 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 524 73 1
"1202" "exp1" 12 22 "graphed-probability" "congruent" 70 30 77 24 70 30 75 25 1 432 0 0
"1202" "exp1" 12 23 "graphed-probability" "pro-prob" 80 20 43 54 80 20 45 55 1 454 43 1
"1202" "exp1" 12 24 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 455 75 1
"1202" "exp1" 12 25 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 1 688 26 1
"1202" "exp1" 12 26 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 813 30 1
"1202" "exp1" 12 27 "graphed-probability" "congruent" 60 40 64 34 60 40 65 35 1 429 64 1
"1202" "exp1" 12 28 "graphed-probability" "pro-out" 60 40 37 65 60 40 35 65 1 407 37 1
"1202" "exp1" 12 29 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 1 437 35 1
"1202" "exp1" 12 30 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 462 25 1
"1202" "exp1" 12 31 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 464 67 1
"1202" "exp1" 12 32 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 440 35 1
"1202" "exp1" 12 33 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 1 564 0 0
"1202" "exp1" 12 34 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 1 515 25 1
"1202" "exp1" 12 35 "graphed-probability" "pro-out" 80 20 15 86 80 20 15 85 1 409 0 0
"1202" "exp1" 12 36 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 412 23 1
"1202" "exp1" 12 37 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 419 40 1
"1202" "exp1" 12 38 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 1 415 0 0
"1202" "exp1" 12 39 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 530 20 1
"1202" "exp1" 12 40 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 456 67 1
"1202" "exp1" 12 41 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 523 20 1
"1202" "exp1" 12 42 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 412 75 1
"1202" "exp1" 12 43 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 2 958 0 0
"1202" "exp1" 12 44 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 647 47 1
"1202" "exp1" 12 45 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 2 1147 0 0
"1202" "exp1" 12 46 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 2 658 0 0
"1202" "exp1" 12 47 "graphed-probability" "congruent" 80 20 77 25 80 20 75 25 1 531 77 1
"1202" "exp1" 12 48 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 526 0 0
"1202" "exp1" 12 49 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 904 40 1
"1202" "exp1" 12 50 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 1 484 0 0
"1202" "exp1" 12 51 "graphed-probability" "pro-prob" 80 20 25 74 80 20 25 75 1 443 25 1
"1202" "exp1" 12 52 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 455 66 1
"1202" "exp1" 12 53 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 1 484 14 1
"1202" "exp1" 12 54 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 1 563 27 1
"1202" "exp1" 12 55 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 523 30 1
"1202" "exp1" 12 56 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 711 20 1
"1202" "exp1" 12 57 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 442 0 0
"1202" "exp1" 12 58 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 535 74 1
"1202" "exp1" 12 59 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 835 40 1
"1202" "exp1" 12 60 "graphed-probability" "pro-out" 70 30 23 77 70 30 25 75 1 739 0 0
"1202" "exp1" 13 1 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 2 659 0 0
"1202" "exp1" 13 2 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 1 1283 0 0
"1202" "exp1" 13 3 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 1 551 37 1
"1202" "exp1" 13 4 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 1 368 44 1
"1202" "exp1" 13 5 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 2 754 0 0
"1202" "exp1" 13 6 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 1 839 0 0
"1202" "exp1" 13 7 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 1 661 27 1
"1202" "exp1" 13 8 "graphed-probability" "congruent" 70 30 63 37 70 30 65 35 1 551 63 1
"1202" "exp1" 13 9 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 373 74 1
"1202" "exp1" 13 10 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 605 65 1
"1202" "exp1" 13 11 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 680 0 0
"1202" "exp1" 13 12 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 823 40 1
"1202" "exp1" 13 13 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 513 20 1
"1202" "exp1" 13 14 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 1 453 43 1
"1202" "exp1" 13 15 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 1 516 24 1
"1202" "exp1" 13 16 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 574 65 1
"1202" "exp1" 13 17 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 2 646 0 0
"1202" "exp1" 13 18 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 2 884 63 1
"1202" "exp1" 13 19 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 1 567 36 1
"1202" "exp1" 13 20 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 2 1177 87 1
"1202" "exp1" 13 21 "graphed-probability" "congruent" 70 30 77 24 70 30 75 25 1 523 77 1
"1202" "exp1" 13 22 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 1 460 46 1
"1202" "exp1" 13 23 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 591 40 1
"1202" "exp1" 13 24 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 641 66 1
"1202" "exp1" 13 25 "graphed-probability" "pro-out" 60 40 13 83 60 40 15 85 2 613 83 1
"1202" "exp1" 13 26 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 535 67 1
"1202" "exp1" 13 27 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 451 30 1
"1202" "exp1" 13 28 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 495 66 1
"1202" "exp1" 13 29 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 398 30 1
"1202" "exp1" 13 30 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 1 352 33 1
"1202" "exp1" 13 31 "graphed-probability" "congruent" 80 20 76 25 80 20 75 25 1 639 76 1
"1202" "exp1" 13 32 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 747 66 1
"1202" "exp1" 13 33 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 433 30 1
"1202" "exp1" 13 34 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 524 74 1
"1202" "exp1" 13 35 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 1 418 0 0
"1202" "exp1" 13 36 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 756 35 1
"1202" "exp1" 13 37 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 450 73 1
"1202" "exp1" 13 38 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 550 0 0
"1202" "exp1" 13 39 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 1 609 34 1
"1202" "exp1" 13 40 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 1 486 16 1
"1202" "exp1" 13 41 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 1 558 24 1
"1202" "exp1" 13 42 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1082 20 1
"1202" "exp1" 13 43 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 1 692 46 1
"1202" "exp1" 13 44 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 970 40 1
"1202" "exp1" 13 45 "graphed-probability" "pro-prob" 80 20 25 76 80 20 25 75 1 542 25 1
"1202" "exp1" 13 46 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 654 0 0
"1202" "exp1" 13 47 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 600 20 1
"1202" "exp1" 13 48 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 471 76 1
"1202" "exp1" 13 49 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 1 452 23 1
"1202" "exp1" 13 50 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 376 37 1
"1202" "exp1" 13 51 "graphed-probability" "pro-out" 70 30 26 77 70 30 25 75 1 399 0 0
"1202" "exp1" 13 52 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 527 0 0
"1202" "exp1" 13 53 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 1 1093 0 0
"1202" "exp1" 13 54 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 1 495 26 1
"1202" "exp1" 13 55 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 1 417 46 1
"1202" "exp1" 13 56 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 1 499 24 1
"1202" "exp1" 13 57 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1156 20 1
"1202" "exp1" 13 58 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 1 394 14 1
"1202" "exp1" 13 59 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 636 74 1
"1202" "exp1" 13 60 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 1 437 0 0
"1202" "exp1" 14 1 "graphed-probability" "congruent" 60 40 65 36 60 40 65 35 1 776 65 1
"1202" "exp1" 14 2 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 1 1328 0 0
"1202" "exp1" 14 3 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 604 20 1
"1202" "exp1" 14 4 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1563 20 1
"1202" "exp1" 14 5 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 545 77 1
"1202" "exp1" 14 6 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 841 0 0
"1202" "exp1" 14 7 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 796 30 1
"1202" "exp1" 14 8 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 894 40 1
"1202" "exp1" 14 9 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 444 0 0
"1202" "exp1" 14 10 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 566 0 0
"1202" "exp1" 14 11 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 447 0 0
"1202" "exp1" 14 12 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 620 0 0
"1202" "exp1" 14 13 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 996 40 1
"1202" "exp1" 14 14 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 774 47 1
"1202" "exp1" 14 15 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 1 463 27 1
"1202" "exp1" 14 16 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 495 30 1
"1202" "exp1" 14 17 "graphed-probability" "congruent" 70 30 66 34 70 30 65 35 1 558 66 1
"1202" "exp1" 14 18 "graphed-probability" "pro-out" 80 20 15 84 80 20 15 85 1 860 15 1
"1202" "exp1" 14 19 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 1 639 43 1
"1202" "exp1" 14 20 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 897 77 1
"1202" "exp1" 14 21 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 931 20 1
"1202" "exp1" 14 22 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 1 618 16 1
"1202" "exp1" 14 23 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 505 74 1
"1202" "exp1" 14 24 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 2 659 0 0
"1202" "exp1" 14 25 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 590 0 0
"1202" "exp1" 14 26 "graphed-probability" "pro-prob" 80 20 25 74 80 20 25 75 1 684 25 1
"1202" "exp1" 14 27 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 2 950 0 0
"1202" "exp1" 14 28 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 1 387 25 1
"1202" "exp1" 14 29 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 1 1392 26 1
"1202" "exp1" 14 30 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 523 63 1
"1202" "exp1" 14 31 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1115 20 1
"1202" "exp1" 14 32 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 2 1474 0 0
"1202" "exp1" 14 33 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 1 1091 23 1
"1202" "exp1" 14 34 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 1 893 34 1
"1202" "exp1" 14 35 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 515 0 0
"1202" "exp1" 14 36 "graphed-probability" "congruent" 80 20 73 25 80 20 75 25 1 478 73 1
"1202" "exp1" 14 37 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 376 0 0
"1202" "exp1" 14 38 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 2 1003 0 0
"1202" "exp1" 14 39 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 1 1405 0 0
"1202" "exp1" 14 40 "graphed-probability" "pro-out" 60 40 34 66 60 40 35 65 1 539 34 1
"1202" "exp1" 14 41 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 2 922 0 0
"1202" "exp1" 14 42 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 1 1443 35 1
"1202" "exp1" 14 43 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 1 424 36 1
"1202" "exp1" 14 44 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 2 457 0 0
"1202" "exp1" 14 45 "graphed-probability" "congruent" 70 30 64 35 70 30 65 35 1 507 0 0
"1202" "exp1" 14 46 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 2 864 0 0
"1202" "exp1" 14 47 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 1 992 33 1
"1202" "exp1" 14 48 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 1 428 17 1
"1202" "exp1" 14 49 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 1 1377 0 0
"1202" "exp1" 14 50 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 1 1629 35 1
"1202" "exp1" 14 51 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 675 0 0
"1202" "exp1" 14 52 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 712 0 0
"1202" "exp1" 14 53 "graphed-probability" "pro-prob" 80 20 44 55 80 20 45 55 1 484 44 1
"1202" "exp1" 14 54 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 894 30 1
"1202" "exp1" 14 55 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 1 519 43 1
"1202" "exp1" 14 56 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 655 0 0
"1202" "exp1" 14 57 "graphed-probability" "pro-prob" 80 20 45 56 80 20 45 55 1 742 0 0
"1202" "exp1" 14 58 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 556 0 0
"1202" "exp1" 14 59 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 522 63 1
"1202" "exp1" 14 60 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 1 654 27 1
"1202" "exp1" 15 1 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 2 737 0 0
"1202" "exp1" 15 2 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 1 1146 0 0
"1202" "exp1" 15 3 "graphed-probability" "pro-prob" 80 20 23 75 80 20 25 75 1 669 23 1
"1202" "exp1" 15 4 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 678 0 0
"1202" "exp1" 15 5 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 391 64 1
"1202" "exp1" 15 6 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 863 20 1
"1202" "exp1" 15 7 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 533 65 1
"1202" "exp1" 15 8 "graphed-probability" "pro-out" 60 40 35 66 60 40 35 65 1 369 0 0
"1202" "exp1" 15 9 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 481 0 0
"1202" "exp1" 15 10 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 424 66 1
"1202" "exp1" 15 11 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 1 448 76 1
"1202" "exp1" 15 12 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 1 455 27 1
"1202" "exp1" 15 13 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 668 46 1
"1202" "exp1" 15 14 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 544 0 0
"1202" "exp1" 15 15 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 2 819 0 0
"1202" "exp1" 15 16 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 1093 75 1
"1202" "exp1" 15 17 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 484 0 0
"1202" "exp1" 15 18 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 537 36 1
"1202" "exp1" 15 19 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 1 607 67 1
"1202" "exp1" 15 20 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 639 20 1
"1202" "exp1" 15 21 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 2 493 0 0
"1202" "exp1" 15 22 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1058 40 1
"1202" "exp1" 15 23 "graphed-probability" "pro-out" 80 20 15 84 80 20 15 85 1 585 15 1
"1202" "exp1" 15 24 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 625 20 1
"1202" "exp1" 15 25 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 1 588 0 0
"1202" "exp1" 15 26 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 1 596 14 1
"1202" "exp1" 15 27 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 615 0 0
"1202" "exp1" 15 28 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 514 0 0
"1202" "exp1" 15 29 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 497 0 0
"1202" "exp1" 15 30 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 675 76 1
"1202" "exp1" 15 31 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1247 0 0
"1202" "exp1" 15 32 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 2 590 65 1
"1202" "exp1" 15 33 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 1 482 0 0
"1202" "exp1" 15 34 "graphed-probability" "pro-prob" 60 40 47 55 60 40 45 55 1 583 47 1
"1202" "exp1" 15 35 "graphed-probability" "congruent" 80 20 75 25 80 20 75 25 1 441 75 1
"1202" "exp1" 15 36 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 575 0 0
"1202" "exp1" 15 37 "graphed-probability" "pro-out" 70 30 27 77 70 30 25 75 1 438 27 1
"1202" "exp1" 15 38 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 1 525 15 1
"1202" "exp1" 15 39 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 525 23 1
"1202" "exp1" 15 40 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 487 77 1
"1202" "exp1" 15 41 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1262 0 0
"1202" "exp1" 15 42 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 2 898 0 0
"1202" "exp1" 15 43 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 1 651 45 1
"1202" "exp1" 15 44 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 2 627 0 0
"1202" "exp1" 15 45 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1411 0 0
"1202" "exp1" 15 46 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 1 413 17 1
"1202" "exp1" 15 47 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 1 1293 46 1
"1202" "exp1" 15 48 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 634 44 1
"1202" "exp1" 15 49 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 1 573 45 1
"1202" "exp1" 15 50 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 1 721 0 0
"1202" "exp1" 15 51 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 522 0 0
"1202" "exp1" 15 52 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 1 516 43 1
"1202" "exp1" 15 53 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 1 675 0 0
"1202" "exp1" 15 54 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 650 74 1
"1202" "exp1" 15 55 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 1 584 0 0
"1202" "exp1" 15 56 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 407 66 1
"1202" "exp1" 15 57 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 628 64 1
"1202" "exp1" 15 58 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 2 885 0 0
"1202" "exp1" 15 59 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 585 0 0
"1202" "exp1" 15 60 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 1 492 37 1
"1202" "exp1" 16 1 "graphed-probability" "congruent" 80 20 77 24 80 20 75 25 1 557 77 1
"1202" "exp1" 16 2 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1244 0 0
"1202" "exp1" 16 3 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 2 909 0 0
"1202" "exp1" 16 4 "graphed-probability" "pro-out" 80 20 15 83 80 20 15 85 2 1352 83 1
"1202" "exp1" 16 5 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 1 1655 0 0
"1202" "exp1" 16 6 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 708 65 1
"1202" "exp1" 16 7 "graphed-probability" "pro-out" 60 40 36 64 60 40 35 65 1 1303 36 1
"1202" "exp1" 16 8 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 735 0 0
"1202" "exp1" 16 9 "graphed-probability" "congruent" 80 20 73 25 80 20 75 25 1 556 73 1
"1202" "exp1" 16 10 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1181 30 1
"1202" "exp1" 16 11 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 2 957 0 0
"1202" "exp1" 16 12 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 714 30 1
"1202" "exp1" 16 13 "graphed-probability" "pro-prob" 70 30 37 63 70 30 35 65 1 921 0 0
"1202" "exp1" 16 14 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 2 1057 0 0
"1202" "exp1" 16 15 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 2 1028 0 0
"1202" "exp1" 16 16 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 706 75 1
"1202" "exp1" 16 17 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 738 0 0
"1202" "exp1" 16 18 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 682 30 1
"1202" "exp1" 16 19 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1273 0 0
"1202" "exp1" 16 20 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 1069 0 0
"1202" "exp1" 16 21 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 736 74 1
"1202" "exp1" 16 22 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 704 63 1
"1202" "exp1" 16 23 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 563 60 1
"1202" "exp1" 16 24 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 667 25 1
"1202" "exp1" 16 25 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 1 626 33 1
"1202" "exp1" 16 26 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 676 0 0
"1202" "exp1" 16 27 "graphed-probability" "pro-out" 60 40 13 83 60 40 15 85 2 915 0 0
"1202" "exp1" 16 28 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 616 65 1
"1202" "exp1" 16 29 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 810 84 1
"1202" "exp1" 16 30 "graphed-probability" "pro-out" 60 40 36 63 60 40 35 65 2 983 0 0
"1202" "exp1" 16 31 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 777 44 1
"1202" "exp1" 16 32 "graphed-probability" "pro-out" 70 30 23 77 70 30 25 75 1 631 23 1
"1202" "exp1" 16 33 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 502 66 1
"1202" "exp1" 16 34 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 501 0 0
"1202" "exp1" 16 35 "graphed-probability" "congruent" 70 30 64 35 70 30 65 35 1 742 64 1
"1202" "exp1" 16 36 "graphed-probability" "pro-prob" 70 30 36 66 70 30 35 65 1 500 36 1
"1202" "exp1" 16 37 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 514 64 1
"1202" "exp1" 16 38 "graphed-probability" "congruent" 80 20 75 25 80 20 75 25 1 619 0 0
"1202" "exp1" 16 39 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 469 44 1
"1202" "exp1" 16 40 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 570 20 1
"1202" "exp1" 16 41 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 486 47 1
"1202" "exp1" 16 42 "graphed-probability" "pro-out" 60 40 34 66 60 40 35 65 1 1117 34 1
"1202" "exp1" 16 43 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 1 1252 44 1
"1202" "exp1" 16 44 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 1 1137 46 1
"1202" "exp1" 16 45 "graphed-probability" "congruent" 80 20 76 24 80 20 75 25 1 468 76 1
"1202" "exp1" 16 46 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 518 66 1
"1202" "exp1" 16 47 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 1 1015 26 1
"1202" "exp1" 16 48 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 1 625 46 1
"1202" "exp1" 16 49 "graphed-probability" "pro-prob" 80 20 23 75 80 20 25 75 1 786 23 1
"1202" "exp1" 16 50 "graphed-probability" "pro-out" 70 30 23 77 70 30 25 75 1 675 0 0
"1202" "exp1" 16 51 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 804 40 1
"1202" "exp1" 16 52 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 1 873 43 1
"1202" "exp1" 16 53 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 2 917 0 0
"1202" "exp1" 16 54 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 1 541 0 0
"1202" "exp1" 16 55 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 2 588 0 0
"1202" "exp1" 16 56 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 485 20 1
"1202" "exp1" 16 57 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 1 575 35 1
"1202" "exp1" 16 58 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 414 20 1
"1202" "exp1" 16 59 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 1 611 24 1
"1202" "exp1" 16 60 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 466 73 1
"1202" "exp1" 17 1 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 604 67 1
"1202" "exp1" 17 2 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 1 498 26 1
"1202" "exp1" 17 3 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 397 74 1
"1202" "exp1" 17 4 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 2 460 67 1
"1202" "exp1" 17 5 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 1 489 0 0
"1202" "exp1" 17 6 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 427 45 1
"1202" "exp1" 17 7 "graphed-probability" "congruent" 80 20 77 25 80 20 75 25 1 437 77 1
"1202" "exp1" 17 8 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 822 64 1
"1202" "exp1" 17 9 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 1075 0 0
"1202" "exp1" 17 10 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 724 66 1
"1202" "exp1" 17 11 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 434 0 0
"1202" "exp1" 17 12 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 845 40 1
"1202" "exp1" 17 13 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 1 568 33 1
"1202" "exp1" 17 14 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 580 40 1
"1202" "exp1" 17 15 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 511 30 1
"1202" "exp1" 17 16 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 569 0 0
"1202" "exp1" 17 17 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 575 0 0
"1202" "exp1" 17 18 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 1 430 0 0
"1202" "exp1" 17 19 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 1 935 25 1
"1202" "exp1" 17 20 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 680 0 0
"1202" "exp1" 17 21 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 2 1019 84 1
"1202" "exp1" 17 22 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 2 1701 0 0
"1202" "exp1" 17 23 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 682 0 0
"1202" "exp1" 17 24 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 427 66 1
"1202" "exp1" 17 25 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 489 77 1
"1202" "exp1" 17 26 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 1 491 16 1
"1202" "exp1" 17 27 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 547 0 0
"1202" "exp1" 17 28 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 577 65 1
"1202" "exp1" 17 29 "graphed-probability" "pro-out" 60 40 14 83 60 40 15 85 2 984 0 0
"1202" "exp1" 17 30 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 1 697 46 1
"1202" "exp1" 17 31 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 2 549 0 0
"1202" "exp1" 17 32 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 1 1326 46 1
"1202" "exp1" 17 33 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 578 0 0
"1202" "exp1" 17 34 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 2 961 0 0
"1202" "exp1" 17 35 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 545 66 1
"1202" "exp1" 17 36 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 498 76 1
"1202" "exp1" 17 37 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 1 553 17 1
"1202" "exp1" 17 38 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 2 1092 0 0
"1202" "exp1" 17 39 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 772 0 0
"1202" "exp1" 17 40 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 420 47 1
"1202" "exp1" 17 41 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 1 439 0 0
"1202" "exp1" 17 42 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 1 455 0 0
"1202" "exp1" 17 43 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 1 398 0 0
"1202" "exp1" 17 44 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 552 20 1
"1202" "exp1" 17 45 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1151 20 1
"1202" "exp1" 17 46 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1739 0 0
"1202" "exp1" 17 47 "graphed-probability" "pro-prob" 70 30 36 66 70 30 35 65 1 490 36 1
"1202" "exp1" 17 48 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 2 1047 0 0
"1202" "exp1" 17 49 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 1 541 35 1
"1202" "exp1" 17 50 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 395 20 1
"1202" "exp1" 17 51 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 512 30 1
"1202" "exp1" 17 52 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 2 1098 54 1
"1202" "exp1" 17 53 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 540 36 1
"1202" "exp1" 17 54 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 1 414 25 1
"1202" "exp1" 17 55 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 879 0 0
"1202" "exp1" 17 56 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 615 47 1
"1202" "exp1" 17 57 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 2 576 0 0
"1202" "exp1" 17 58 "graphed-probability" "pro-out" 60 40 37 65 60 40 35 65 2 2135 0 0
"1202" "exp1" 17 59 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 1205 25 1
"1202" "exp1" 17 60 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 540 64 1
"1202" "exp1" 18 1 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 1 580 45 1
"1202" "exp1" 18 2 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1586 20 1
"1202" "exp1" 18 3 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 2 1237 0 0
"1202" "exp1" 18 4 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 1 1196 43 1
"1202" "exp1" 18 5 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 480 40 1
"1202" "exp1" 18 6 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 1 498 27 1
"1202" "exp1" 18 7 "graphed-probability" "congruent" 80 20 73 25 80 20 75 25 1 541 0 0
"1202" "exp1" 18 8 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 1 447 17 1
"1202" "exp1" 18 9 "graphed-probability" "congruent" 80 20 74 26 80 20 75 25 1 566 74 1
"1202" "exp1" 18 10 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 763 20 1
"1202" "exp1" 18 11 "graphed-probability" "congruent" 60 40 63 33 60 40 65 35 1 529 63 1
"1202" "exp1" 18 12 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 538 43 1
"1202" "exp1" 18 13 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 492 63 1
"1202" "exp1" 18 14 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 1 620 0 0
"1202" "exp1" 18 15 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 368 73 1
"1202" "exp1" 18 16 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 560 45 1
"1202" "exp1" 18 17 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 370 0 0
"1202" "exp1" 18 18 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 426 67 1
"1202" "exp1" 18 19 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 1 417 25 1
"1202" "exp1" 18 20 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 734 30 1
"1202" "exp1" 18 21 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 577 35 1
"1202" "exp1" 18 22 "graphed-probability" "pro-out" 60 40 13 83 60 40 15 85 1 327 0 0
"1202" "exp1" 18 23 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 549 77 1
"1202" "exp1" 18 24 "graphed-probability" "pro-out" 60 40 13 85 60 40 15 85 2 678 0 0
"1202" "exp1" 18 25 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 553 60 1
"1202" "exp1" 18 26 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 1 846 24 1
"1202" "exp1" 18 27 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 2 874 0 0
"1202" "exp1" 18 28 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 1 562 0 0
"1202" "exp1" 18 29 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 1 591 26 1
"1202" "exp1" 18 30 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 1 488 23 1
"1202" "exp1" 18 31 "graphed-probability" "pro-out" 60 40 37 67 60 40 35 65 1 495 0 0
"1202" "exp1" 18 32 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 521 33 1
"1202" "exp1" 18 33 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 519 0 0
"1202" "exp1" 18 34 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 393 0 0
"1202" "exp1" 18 35 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 2 853 0 0
"1202" "exp1" 18 36 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 496 73 1
"1202" "exp1" 18 37 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 2 802 83 1
"1202" "exp1" 18 38 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 1 1407 0 0
"1202" "exp1" 18 39 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 2 645 83 1
"1202" "exp1" 18 40 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 1092 0 0
"1202" "exp1" 18 41 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 500 23 1
"1202" "exp1" 18 42 "graphed-probability" "congruent" 70 30 66 37 70 30 65 35 1 435 66 1
"1202" "exp1" 18 43 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 548 0 0
"1202" "exp1" 18 44 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 701 0 0
"1202" "exp1" 18 45 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 675 40 1
"1202" "exp1" 18 46 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 409 0 0
"1202" "exp1" 18 47 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 2 600 0 0
"1202" "exp1" 18 48 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 575 0 0
"1202" "exp1" 18 49 "graphed-probability" "pro-prob" 70 30 36 66 70 30 35 65 1 403 36 1
"1202" "exp1" 18 50 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 399 45 1
"1202" "exp1" 18 51 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 664 0 0
"1202" "exp1" 18 52 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 584 77 1
"1202" "exp1" 18 53 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 1 979 25 1
"1202" "exp1" 18 54 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1053 40 1
"1202" "exp1" 18 55 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 697 0 0
"1202" "exp1" 18 56 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 554 0 0
"1202" "exp1" 18 57 "graphed-probability" "pro-out" 60 40 35 67 60 40 35 65 2 457 67 1
"1202" "exp1" 18 58 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 457 74 1
"1202" "exp1" 18 59 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 1 402 0 0
"1202" "exp1" 18 60 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 454 47 1
"1202" "exp1" 19 1 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 1 595 26 1
"1202" "exp1" 19 2 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 463 65 1
"1202" "exp1" 19 3 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 2 385 0 0
"1202" "exp1" 19 4 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 508 0 0
"1202" "exp1" 19 5 "graphed-probability" "pro-prob" 80 20 27 74 80 20 25 75 1 445 27 1
"1202" "exp1" 19 6 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 461 65 1
"1202" "exp1" 19 7 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 361 0 0
"1202" "exp1" 19 8 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 1 671 75 1
"1202" "exp1" 19 9 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 573 65 1
"1202" "exp1" 19 10 "graphed-probability" "pro-prob" 80 20 43 54 80 20 45 55 1 485 43 1
"1202" "exp1" 19 11 "graphed-probability" "pro-out" 60 40 34 66 60 40 35 65 1 1024 0 0
"1202" "exp1" 19 12 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 871 0 0
"1202" "exp1" 19 13 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 981 20 1
"1202" "exp1" 19 14 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 1 524 14 1
"1202" "exp1" 19 15 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 444 47 1
"1202" "exp1" 19 16 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 1 603 0 0
"1202" "exp1" 19 17 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 496 0 0
"1202" "exp1" 19 18 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 1 429 0 0
"1202" "exp1" 19 19 "graphed-probability" "pro-prob" 80 20 27 74 80 20 25 75 1 471 0 0
"1202" "exp1" 19 20 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 1 453 0 0
"1202" "exp1" 19 21 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 700 40 1
"1202" "exp1" 19 22 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 521 30 1
"1202" "exp1" 19 23 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 1 661 0 0
"1202" "exp1" 19 24 "graphed-probability" "pro-out" 70 30 26 75 70 30 25 75 1 539 26 1
"1202" "exp1" 19 25 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 612 30 1
"1202" "exp1" 19 26 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 515 0 0
"1202" "exp1" 19 27 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 1 508 14 1
"1202" "exp1" 19 28 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 1 640 0 0
"1202" "exp1" 19 29 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 1 460 25 1
"1202" "exp1" 19 30 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 1 433 37 1
"1202" "exp1" 19 31 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 2 1079 0 0
"1202" "exp1" 19 32 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 780 24 1
"1202" "exp1" 19 33 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 1 534 27 1
"1202" "exp1" 19 34 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 2 399 86 1
"1202" "exp1" 19 35 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 965 0 0
"1202" "exp1" 19 36 "graphed-probability" "congruent" 80 20 74 26 80 20 75 25 1 391 74 1
"1202" "exp1" 19 37 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 598 40 1
"1202" "exp1" 19 38 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 556 44 1
"1202" "exp1" 19 39 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 691 0 0
"1202" "exp1" 19 40 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 1157 45 1
"1202" "exp1" 19 41 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 744 20 1
"1202" "exp1" 19 42 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 489 75 1
"1202" "exp1" 19 43 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 1 984 36 1
"1202" "exp1" 19 44 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 365 0 0
"1202" "exp1" 19 45 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 481 73 1
"1202" "exp1" 19 46 "graphed-probability" "congruent" 60 40 65 36 60 40 65 35 1 373 65 1
"1202" "exp1" 19 47 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 2 725 0 0
"1202" "exp1" 19 48 "graphed-probability" "congruent" 80 20 76 25 80 20 75 25 1 476 76 1
"1202" "exp1" 19 49 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 1 718 45 1
"1202" "exp1" 19 50 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 471 63 1
"1202" "exp1" 19 51 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 1 333 36 1
"1202" "exp1" 19 52 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 1 515 0 0
"1202" "exp1" 19 53 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 578 30 1
"1202" "exp1" 19 54 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 1 381 0 0
"1202" "exp1" 19 55 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 1 547 0 0
"1202" "exp1" 19 56 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 775 80 1
"1202" "exp1" 19 57 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 2 477 0 0
"1202" "exp1" 19 58 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 479 64 1
"1202" "exp1" 19 59 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 430 77 1
"1202" "exp1" 19 60 "graphed-probability" "pro-out" 60 40 15 86 60 40 15 85 2 662 0 0
"1202" "exp1" 20 1 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 1 444 27 1
"1202" "exp1" 20 2 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 1 384 0 0
"1202" "exp1" 20 3 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 373 66 1
"1202" "exp1" 20 4 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 384 0 0
"1202" "exp1" 20 5 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 1 488 24 1
"1202" "exp1" 20 6 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 2 629 83 1
"1202" "exp1" 20 7 "graphed-probability" "pro-prob" 60 40 47 53 60 40 45 55 1 385 47 1
"1202" "exp1" 20 8 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 1 664 26 1
"1202" "exp1" 20 9 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 2 618 36 1
"1202" "exp1" 20 10 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 489 30 1
"1202" "exp1" 20 11 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 1 683 33 1
"1202" "exp1" 20 12 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 1 460 16 1
"1202" "exp1" 20 13 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 1 668 0 0
"1202" "exp1" 20 14 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 1 526 0 0
"1202" "exp1" 20 15 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 630 0 0
"1202" "exp1" 20 16 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 486 0 0
"1202" "exp1" 20 17 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 429 20 1
"1202" "exp1" 20 18 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 2 709 0 0
"1202" "exp1" 20 19 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 2 901 0 0
"1202" "exp1" 20 20 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 669 0 0
"1202" "exp1" 20 21 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 1 577 34 1
"1202" "exp1" 20 22 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 1 472 0 0
"1202" "exp1" 20 23 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 1 457 44 1
"1202" "exp1" 20 24 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 568 0 0
"1202" "exp1" 20 25 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 1 484 33 1
"1202" "exp1" 20 26 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 1 513 43 1
"1202" "exp1" 20 27 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 593 45 1
"1202" "exp1" 20 28 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 1 672 27 1
"1202" "exp1" 20 29 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 479 47 1
"1202" "exp1" 20 30 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 449 64 1
"1202" "exp1" 20 31 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 402 20 1
"1202" "exp1" 20 32 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 539 0 0
"1202" "exp1" 20 33 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 464 30 1
"1202" "exp1" 20 34 "graphed-probability" "congruent" 80 20 76 24 80 20 75 25 1 460 0 0
"1202" "exp1" 20 35 "graphed-probability" "congruent" 60 40 65 36 60 40 65 35 1 420 0 0
"1202" "exp1" 20 36 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 435 30 1
"1202" "exp1" 20 37 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 1 423 0 0
"1202" "exp1" 20 38 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 1 406 17 1
"1202" "exp1" 20 39 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 458 47 1
"1202" "exp1" 20 40 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 363 63 1
"1202" "exp1" 20 41 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 439 0 0
"1202" "exp1" 20 42 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 365 0 0
"1202" "exp1" 20 43 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 1 552 43 1
"1202" "exp1" 20 44 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 374 0 0
"1202" "exp1" 20 45 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 1 716 34 1
"1202" "exp1" 20 46 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 304 60 1
"1202" "exp1" 20 47 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 510 73 1
"1202" "exp1" 20 48 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 434 60 1
"1202" "exp1" 20 49 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 377 20 1
"1202" "exp1" 20 50 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 416 0 0
"1202" "exp1" 20 51 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 1 895 0 0
"1202" "exp1" 20 52 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 407 74 1
"1202" "exp1" 20 53 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 1 383 26 1
"1202" "exp1" 20 54 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 460 74 1
"1202" "exp1" 20 55 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 360 0 0
"1202" "exp1" 20 56 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 1 514 27 1
"1202" "exp1" 20 57 "graphed-probability" "pro-out" 60 40 14 83 60 40 15 85 2 850 83 1
"1202" "exp1" 20 58 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 1 582 26 1
"1202" "exp1" 20 59 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 2 480 0 0
"1202" "exp1" 20 60 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 439 75 1
"1203" "exp1" 1 1 "graphed-probability" "congruent" 60 40 63 35 60 40 65 35 2 477 0 0
"1203" "exp1" 1 2 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 1 492 27 1
"1203" "exp1" 1 3 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 684 63 1
"1203" "exp1" 1 4 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 2 806 36 1
"1203" "exp1" 1 5 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 611 75 1
"1203" "exp1" 1 6 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 774 0 0
"1203" "exp1" 1 7 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 621 77 1
"1203" "exp1" 1 8 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 786 0 0
"1203" "exp1" 1 9 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 1 497 0 0
"1203" "exp1" 1 10 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 506 34 1
"1203" "exp1" 1 11 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 785 76 1
"1203" "exp1" 1 12 "graphed-probability" "congruent" 60 40 64 34 60 40 65 35 1 766 64 1
"1203" "exp1" 1 13 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 686 73 1
"1203" "exp1" 1 14 "graphed-probability" "pro-prob" 80 20 44 55 80 20 45 55 1 689 0 0
"1203" "exp1" 1 15 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 775 64 1
"1203" "exp1" 1 16 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 735 77 1
"1203" "exp1" 1 17 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 1 577 0 0
"1203" "exp1" 1 18 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1281 60 1
"1203" "exp1" 1 19 "graphed-probability" "pro-out" 80 20 15 84 80 20 15 85 1 625 15 1
"1203" "exp1" 1 20 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 809 60 1
"1203" "exp1" 1 21 "graphed-probability" "pro-prob" 80 20 45 56 80 20 45 55 1 773 45 1
"1203" "exp1" 1 22 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1134 0 0
"1203" "exp1" 1 23 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 2 974 0 0
"1203" "exp1" 1 24 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 2 869 0 0
"1203" "exp1" 1 25 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 808 30 1
"1203" "exp1" 1 26 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 806 0 0
"1203" "exp1" 1 27 "graphed-probability" "pro-prob" 80 20 25 76 80 20 25 75 2 1025 0 0
"1203" "exp1" 1 28 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 1 883 34 1
"1203" "exp1" 1 29 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 2 815 85 1
"1203" "exp1" 1 30 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 965 40 1
"1203" "exp1" 1 31 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1099 40 1
"1203" "exp1" 1 32 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 2 977 0 0
"1203" "exp1" 1 33 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1386 30 1
"1203" "exp1" 1 34 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 1 645 77 1
"1203" "exp1" 1 35 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 2 1182 83 1
"1203" "exp1" 1 36 "graphed-probability" "congruent" 80 20 76 25 80 20 75 25 1 535 76 1
"1203" "exp1" 1 37 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 1 697 37 1
"1203" "exp1" 1 38 "graphed-probability" "pro-out" 80 20 17 83 80 20 15 85 1 542 17 1
"1203" "exp1" 1 39 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 1 482 27 1
"1203" "exp1" 1 40 "graphed-probability" "pro-prob" 60 40 47 53 60 40 45 55 1 526 0 0
"1203" "exp1" 1 41 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 623 20 1
"1203" "exp1" 1 42 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 1 1195 0 0
"1203" "exp1" 1 43 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 1 999 33 1
"1203" "exp1" 1 44 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 1 529 24 1
"1203" "exp1" 1 45 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 633 30 1
"1203" "exp1" 1 46 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 1 649 76 1
"1203" "exp1" 1 47 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 2 662 37 1
"1203" "exp1" 1 48 "graphed-probability" "pro-out" 60 40 37 67 60 40 35 65 1 642 37 1
"1203" "exp1" 1 49 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 811 23 1
"1203" "exp1" 1 50 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 822 87 1
"1203" "exp1" 1 51 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 603 20 1
"1203" "exp1" 1 52 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 2 792 53 1
"1203" "exp1" 1 53 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 847 45 1
"1203" "exp1" 1 54 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 1144 23 1
"1203" "exp1" 1 55 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 820 63 1
"1203" "exp1" 1 56 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 922 67 1
"1203" "exp1" 1 57 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 2 560 0 0
"1203" "exp1" 1 58 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 1 711 44 1
"1203" "exp1" 1 59 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 1 806 24 1
"1203" "exp1" 1 60 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 1 684 33 1
"1203" "exp1" 2 1 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 643 74 1
"1203" "exp1" 2 2 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 1 690 0 0
"1203" "exp1" 2 3 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 1 474 0 0
"1203" "exp1" 2 4 "graphed-probability" "pro-prob" 80 20 23 75 80 20 25 75 1 580 23 1
"1203" "exp1" 2 5 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 1 605 36 1
"1203" "exp1" 2 6 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 1 552 0 0
"1203" "exp1" 2 7 "graphed-probability" "pro-out" 70 30 25 77 70 30 25 75 1 565 25 1
"1203" "exp1" 2 8 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 1 706 35 1
"1203" "exp1" 2 9 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 1 525 0 0
"1203" "exp1" 2 10 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 1 522 43 1
"1203" "exp1" 2 11 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 497 30 1
"1203" "exp1" 2 12 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 970 67 1
"1203" "exp1" 2 13 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 2 999 0 0
"1203" "exp1" 2 14 "graphed-probability" "congruent" 60 40 64 34 60 40 65 35 1 617 64 1
"1203" "exp1" 2 15 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 1 554 33 1
"1203" "exp1" 2 16 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 679 44 1
"1203" "exp1" 2 17 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 741 64 1
"1203" "exp1" 2 18 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 711 0 0
"1203" "exp1" 2 19 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 531 65 1
"1203" "exp1" 2 20 "graphed-probability" "pro-out" 60 40 37 67 60 40 35 65 2 1019 67 1
"1203" "exp1" 2 21 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1260 0 0
"1203" "exp1" 2 22 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 1 1036 16 1
"1203" "exp1" 2 23 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 2 1019 0 0
"1203" "exp1" 2 24 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 1 617 76 1
"1203" "exp1" 2 25 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 665 66 1
"1203" "exp1" 2 26 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 1035 76 1
"1203" "exp1" 2 27 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 704 74 1
"1203" "exp1" 2 28 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 739 67 1
"1203" "exp1" 2 29 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 964 70 1
"1203" "exp1" 2 30 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 624 37 1
"1203" "exp1" 2 31 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 2 768 85 1
"1203" "exp1" 2 32 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 721 20 1
"1203" "exp1" 2 33 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 919 30 1
"1203" "exp1" 2 34 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1037 40 1
"1203" "exp1" 2 35 "graphed-probability" "pro-out" 60 40 14 83 60 40 15 85 2 919 0 0
"1203" "exp1" 2 36 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 612 20 1
"1203" "exp1" 2 37 "graphed-probability" "pro-prob" 80 20 23 75 80 20 25 75 1 458 23 1
"1203" "exp1" 2 38 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 1 563 25 1
"1203" "exp1" 2 39 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 725 73 1
"1203" "exp1" 2 40 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1052 0 0
"1203" "exp1" 2 41 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1024 0 0
"1203" "exp1" 2 42 "graphed-probability" "pro-out" 80 20 15 84 80 20 15 85 1 703 0 0
"1203" "exp1" 2 43 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 632 0 0
"1203" "exp1" 2 44 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 622 44 1
"1203" "exp1" 2 45 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 640 75 1
"1203" "exp1" 2 46 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 524 65 1
"1203" "exp1" 2 47 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 627 75 1
"1203" "exp1" 2 48 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 747 0 0
"1203" "exp1" 2 49 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 1 583 14 1
"1203" "exp1" 2 50 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 1 740 0 0
"1203" "exp1" 2 51 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 804 0 0
"1203" "exp1" 2 52 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 2 1065 0 0
"1203" "exp1" 2 53 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 717 0 0
"1203" "exp1" 2 54 "graphed-probability" "pro-prob" 80 20 23 75 80 20 25 75 1 911 23 1
"1203" "exp1" 2 55 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 733 76 1
"1203" "exp1" 2 56 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 650 40 1
"1203" "exp1" 2 57 "graphed-probability" "pro-out" 80 20 16 85 80 20 15 85 1 1235 16 1
"1203" "exp1" 2 58 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 2 1101 0 0
"1203" "exp1" 2 59 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 2 1152 0 0
"1203" "exp1" 2 60 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 1 1067 35 1
"1203" "exp1" 3 1 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 1 542 0 0
"1203" "exp1" 3 2 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 604 73 1
"1203" "exp1" 3 3 "graphed-probability" "congruent" 60 40 65 36 60 40 65 35 1 609 65 1
"1203" "exp1" 3 4 "graphed-probability" "pro-out" 80 20 17 83 80 20 15 85 2 821 0 0
"1203" "exp1" 3 5 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 963 0 0
"1203" "exp1" 3 6 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 688 74 1
"1203" "exp1" 3 7 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1030 0 0
"1203" "exp1" 3 8 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 2 953 0 0
"1203" "exp1" 3 9 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 1091 23 1
"1203" "exp1" 3 10 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1066 0 0
"1203" "exp1" 3 11 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 2 1025 0 0
"1203" "exp1" 3 12 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 720 66 1
"1203" "exp1" 3 13 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 1 881 36 1
"1203" "exp1" 3 14 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 1 1200 37 1
"1203" "exp1" 3 15 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 2 1027 0 0
"1203" "exp1" 3 16 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 781 0 0
"1203" "exp1" 3 17 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 636 76 1
"1203" "exp1" 3 18 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1026 0 0
"1203" "exp1" 3 19 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 2 683 0 0
"1203" "exp1" 3 20 "graphed-probability" "pro-out" 60 40 37 67 60 40 35 65 2 572 0 0
"1203" "exp1" 3 21 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 2 769 0 0
"1203" "exp1" 3 22 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 786 43 1
"1203" "exp1" 3 23 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 1 619 76 1
"1203" "exp1" 3 24 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 592 0 0
"1203" "exp1" 3 25 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 620 0 0
"1203" "exp1" 3 26 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 1 560 0 0
"1203" "exp1" 3 27 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 2 1013 0 0
"1203" "exp1" 3 28 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1044 60 1
"1203" "exp1" 3 29 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1059 0 0
"1203" "exp1" 3 30 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 707 0 0
"1203" "exp1" 3 31 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 1 651 67 1
"1203" "exp1" 3 32 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 1 611 17 1
"1203" "exp1" 3 33 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 724 30 1
"1203" "exp1" 3 34 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 1013 0 0
"1203" "exp1" 3 35 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 2 1075 0 0
"1203" "exp1" 3 36 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1245 0 0
"1203" "exp1" 3 37 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 2 1099 0 0
"1203" "exp1" 3 38 "graphed-probability" "pro-prob" 80 20 23 75 80 20 25 75 2 1493 75 1
"1203" "exp1" 3 39 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 638 0 0
"1203" "exp1" 3 40 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 2 1067 84 1
"1203" "exp1" 3 41 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 770 63 1
"1203" "exp1" 3 42 "graphed-probability" "congruent" 60 40 64 34 60 40 65 35 1 677 0 0
"1203" "exp1" 3 43 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 2 898 85 1
"1203" "exp1" 3 44 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 1 548 24 1
"1203" "exp1" 3 45 "graphed-probability" "pro-out" 70 30 25 77 70 30 25 75 2 682 0 0
"1203" "exp1" 3 46 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 610 0 0
"1203" "exp1" 3 47 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 708 20 1
"1203" "exp1" 3 48 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 1 567 35 1
"1203" "exp1" 3 49 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 2 1255 0 0
"1203" "exp1" 3 50 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 2 1237 0 0
"1203" "exp1" 3 51 "graphed-probability" "pro-out" 70 30 26 75 70 30 25 75 1 500 26 1
"1203" "exp1" 3 52 "graphed-probability" "congruent" 70 30 77 26 70 30 75 25 1 524 0 0
"1203" "exp1" 3 53 "graphed-probability" "congruent" 70 30 75 27 70 30 75 25 1 520 0 0
"1203" "exp1" 3 54 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 1 608 47 1
"1203" "exp1" 3 55 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 2 779 53 1
"1203" "exp1" 3 56 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 620 30 1
"1203" "exp1" 3 57 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 616 0 0
"1203" "exp1" 3 58 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 1 943 0 0
"1203" "exp1" 3 59 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 524 0 0
"1203" "exp1" 3 60 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 657 0 0
"1203" "exp1" 4 1 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 2 633 84 1
"1203" "exp1" 4 2 "graphed-probability" "pro-out" 80 20 15 83 80 20 15 85 1 543 15 1
"1203" "exp1" 4 3 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 1 790 17 1
"1203" "exp1" 4 4 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 516 73 1
"1203" "exp1" 4 5 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1164 30 1
"1203" "exp1" 4 6 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 555 66 1
"1203" "exp1" 4 7 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 1 586 33 1
"1203" "exp1" 4 8 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 1 472 0 0
"1203" "exp1" 4 9 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 511 73 1
"1203" "exp1" 4 10 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 481 46 1
"1203" "exp1" 4 11 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 469 20 1
"1203" "exp1" 4 12 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 1 590 27 1
"1203" "exp1" 4 13 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 495 64 1
"1203" "exp1" 4 14 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 1 502 23 1
"1203" "exp1" 4 15 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 1 676 0 0
"1203" "exp1" 4 16 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1032 80 1
"1203" "exp1" 4 17 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 2 829 67 1
"1203" "exp1" 4 18 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 648 0 0
"1203" "exp1" 4 19 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 496 0 0
"1203" "exp1" 4 20 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 802 0 0
"1203" "exp1" 4 21 "graphed-probability" "congruent" 70 30 64 35 70 30 65 35 1 649 64 1
"1203" "exp1" 4 22 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 904 0 0
"1203" "exp1" 4 23 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 1 1217 34 1
"1203" "exp1" 4 24 "graphed-probability" "pro-out" 80 20 15 83 80 20 15 85 2 857 0 0
"1203" "exp1" 4 25 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 2 919 0 0
"1203" "exp1" 4 26 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1189 40 1
"1203" "exp1" 4 27 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 631 0 0
"1203" "exp1" 4 28 "graphed-probability" "pro-out" 70 30 23 74 70 30 25 75 1 571 23 1
"1203" "exp1" 4 29 "graphed-probability" "pro-out" 70 30 25 74 70 30 25 75 2 852 0 0
"1203" "exp1" 4 30 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 956 40 1
"1203" "exp1" 4 31 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 744 60 1
"1203" "exp1" 4 32 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 2 1183 55 1
"1203" "exp1" 4 33 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 1408 73 1
"1203" "exp1" 4 34 "graphed-probability" "congruent" 60 40 64 37 60 40 65 35 1 755 0 0
"1203" "exp1" 4 35 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 1 975 0 0
"1203" "exp1" 4 36 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 1 509 17 1
"1203" "exp1" 4 37 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 666 0 0
"1203" "exp1" 4 38 "graphed-probability" "pro-prob" 60 40 47 55 60 40 45 55 2 1181 0 0
"1203" "exp1" 4 39 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 2 910 65 1
"1203" "exp1" 4 40 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 2 999 76 1
"1203" "exp1" 4 41 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 2 867 0 0
"1203" "exp1" 4 42 "graphed-probability" "congruent" 70 30 75 27 70 30 75 25 1 655 75 1
"1203" "exp1" 4 43 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 2 1203 0 0
"1203" "exp1" 4 44 "graphed-probability" "congruent" 80 20 73 25 80 20 75 25 1 692 73 1
"1203" "exp1" 4 45 "graphed-probability" "congruent" 60 40 65 35 60 40 65 35 1 922 65 1
"1203" "exp1" 4 46 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 752 65 1
"1203" "exp1" 4 47 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 2 985 63 1
"1203" "exp1" 4 48 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 1 953 46 1
"1203" "exp1" 4 49 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1064 80 1
"1203" "exp1" 4 50 "graphed-probability" "pro-prob" 60 40 47 53 60 40 45 55 2 1090 53 1
"1203" "exp1" 4 51 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 813 45 1
"1203" "exp1" 4 52 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 683 67 1
"1203" "exp1" 4 53 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 1 881 45 1
"1203" "exp1" 4 54 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 1060 84 1
"1203" "exp1" 4 55 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 974 0 0
"1203" "exp1" 4 56 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 987 40 1
"1203" "exp1" 4 57 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 1 1091 0 0
"1203" "exp1" 4 58 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 1 651 13 1
"1203" "exp1" 4 59 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 1 1070 45 1
"1203" "exp1" 4 60 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1113 30 1
"1203" "exp1" 5 1 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 575 63 1
"1203" "exp1" 5 2 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 481 74 1
"1203" "exp1" 5 3 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 567 37 1
"1203" "exp1" 5 4 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 2 901 0 0
"1203" "exp1" 5 5 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1176 0 0
"1203" "exp1" 5 6 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 911 44 1
"1203" "exp1" 5 7 "graphed-probability" "congruent" 70 30 63 37 70 30 65 35 1 631 0 0
"1203" "exp1" 5 8 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 675 76 1
"1203" "exp1" 5 9 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 2 644 0 0
"1203" "exp1" 5 10 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 2 783 0 0
"1203" "exp1" 5 11 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 653 47 1
"1203" "exp1" 5 12 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 1 897 17 1
"1203" "exp1" 5 13 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 1 650 0 0
"1203" "exp1" 5 14 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 2 710 0 0
"1203" "exp1" 5 15 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 635 60 1
"1203" "exp1" 5 16 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 2 1051 0 0
"1203" "exp1" 5 17 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 523 25 1
"1203" "exp1" 5 18 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 2 1101 65 1
"1203" "exp1" 5 19 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 2 778 86 1
"1203" "exp1" 5 20 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1034 30 1
"1203" "exp1" 5 21 "graphed-probability" "pro-prob" 80 20 23 75 80 20 25 75 1 1284 23 1
"1203" "exp1" 5 22 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 1 887 77 1
"1203" "exp1" 5 23 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 579 0 0
"1203" "exp1" 5 24 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 436 67 1
"1203" "exp1" 5 25 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 1 511 36 1
"1203" "exp1" 5 26 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 446 76 1
"1203" "exp1" 5 27 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 2 722 0 0
"1203" "exp1" 5 28 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 798 80 1
"1203" "exp1" 5 29 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 712 47 1
"1203" "exp1" 5 30 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 499 0 0
"1203" "exp1" 5 31 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 2 816 0 0
"1203" "exp1" 5 32 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 748 40 1
"1203" "exp1" 5 33 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 2 778 0 0
"1203" "exp1" 5 34 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 755 0 0
"1203" "exp1" 5 35 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 829 30 1
"1203" "exp1" 5 36 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 1 840 43 1
"1203" "exp1" 5 37 "graphed-probability" "pro-out" 70 30 26 75 70 30 25 75 1 848 0 0
"1203" "exp1" 5 38 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 1 668 45 1
"1203" "exp1" 5 39 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 1 479 0 0
"1203" "exp1" 5 40 "graphed-probability" "congruent" 70 30 66 34 70 30 65 35 1 492 66 1
"1203" "exp1" 5 41 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 2 891 64 1
"1203" "exp1" 5 42 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 2 747 84 1
"1203" "exp1" 5 43 "graphed-probability" "pro-out" 60 40 14 83 60 40 15 85 2 757 0 0
"1203" "exp1" 5 44 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 1 966 0 0
"1203" "exp1" 5 45 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 2 796 0 0
"1203" "exp1" 5 46 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 796 0 0
"1203" "exp1" 5 47 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 630 0 0
"1203" "exp1" 5 48 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 933 0 0
"1203" "exp1" 5 49 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 1 552 13 1
"1203" "exp1" 5 50 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 809 60 1
"1203" "exp1" 5 51 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1028 0 0
"1203" "exp1" 5 52 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 2 1122 0 0
"1203" "exp1" 5 53 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 699 73 1
"1203" "exp1" 5 54 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 2 1213 85 1
"1203" "exp1" 5 55 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1038 0 0
"1203" "exp1" 5 56 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 1140 0 0
"1203" "exp1" 5 57 "graphed-probability" "pro-prob" 70 30 34 66 70 30 35 65 2 963 0 0
"1203" "exp1" 5 58 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 917 0 0
"1203" "exp1" 5 59 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 1 1021 27 1
"1203" "exp1" 5 60 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 2 767 0 0
"1203" "exp1" 6 1 "graphed-probability" "pro-out" 80 20 16 85 80 20 15 85 1 560 16 1
"1203" "exp1" 6 2 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 334 30 1
"1203" "exp1" 6 3 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 2 429 0 0
"1203" "exp1" 6 4 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 600 80 1
"1203" "exp1" 6 5 "graphed-probability" "pro-out" 60 40 34 66 60 40 35 65 1 502 34 1
"1203" "exp1" 6 6 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 1 384 27 1
"1203" "exp1" 6 7 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 445 76 1
"1203" "exp1" 6 8 "graphed-probability" "congruent" 70 30 77 26 70 30 75 25 1 714 77 1
"1203" "exp1" 6 9 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 2 744 65 1
"1203" "exp1" 6 10 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 587 63 1
"1203" "exp1" 6 11 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 743 70 1
"1203" "exp1" 6 12 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 540 60 1
"1203" "exp1" 6 13 "graphed-probability" "pro-out" 60 40 14 83 60 40 15 85 2 495 83 1
"1203" "exp1" 6 14 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 2 589 0 0
"1203" "exp1" 6 15 "graphed-probability" "congruent" 60 40 65 35 60 40 65 35 1 540 65 1
"1203" "exp1" 6 16 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 2 521 54 1
"1203" "exp1" 6 17 "graphed-probability" "pro-prob" 70 30 37 63 70 30 35 65 2 486 63 1
"1203" "exp1" 6 18 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 590 0 0
"1203" "exp1" 6 19 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 504 64 1
"1203" "exp1" 6 20 "graphed-probability" "pro-out" 70 30 26 77 70 30 25 75 2 504 77 1
"1203" "exp1" 6 21 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 2 467 0 0
"1203" "exp1" 6 22 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 325 23 1
"1203" "exp1" 6 23 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 2 655 0 0
"1203" "exp1" 6 24 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 2 616 66 1
"1203" "exp1" 6 25 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 434 0 0
"1203" "exp1" 6 26 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 1 596 26 1
"1203" "exp1" 6 27 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 2 683 0 0
"1203" "exp1" 6 28 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 516 80 1
"1203" "exp1" 6 29 "graphed-probability" "pro-out" 70 30 26 77 70 30 25 75 2 448 77 1
"1203" "exp1" 6 30 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 485 60 1
"1203" "exp1" 6 31 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 342 75 1
"1203" "exp1" 6 32 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 2 581 65 1
"1203" "exp1" 6 33 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 511 60 1
"1203" "exp1" 6 34 "graphed-probability" "pro-out" 60 40 36 63 60 40 35 65 2 553 63 1
"1203" "exp1" 6 35 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 2 551 0 0
"1203" "exp1" 6 36 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 2 455 0 0
"1203" "exp1" 6 37 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 538 80 1
"1203" "exp1" 6 38 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 2 616 0 0
"1203" "exp1" 6 39 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 2 575 0 0
"1203" "exp1" 6 40 "graphed-probability" "pro-out" 60 40 13 83 60 40 15 85 2 460 0 0
"1203" "exp1" 6 41 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 2 461 85 1
"1203" "exp1" 6 42 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 2 519 0 0
"1203" "exp1" 6 43 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 464 63 1
"1203" "exp1" 6 44 "graphed-probability" "pro-out" 70 30 26 75 70 30 25 75 2 461 0 0
"1203" "exp1" 6 45 "graphed-probability" "congruent" 70 30 77 26 70 30 75 25 1 573 77 1
"1203" "exp1" 6 46 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 2 492 0 0
"1203" "exp1" 6 47 "graphed-probability" "pro-out" 60 40 35 66 60 40 35 65 2 521 0 0
"1203" "exp1" 6 48 "graphed-probability" "pro-prob" 80 20 43 54 80 20 45 55 2 704 54 1
"1203" "exp1" 6 49 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 2 632 0 0
"1203" "exp1" 6 50 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 784 47 1
"1203" "exp1" 6 51 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 2 891 0 0
"1203" "exp1" 6 52 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 644 74 1
"1203" "exp1" 6 53 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 533 80 1
"1203" "exp1" 6 54 "graphed-probability" "congruent" 60 40 63 35 60 40 65 35 1 452 63 1
"1203" "exp1" 6 55 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 547 75 1
"1203" "exp1" 6 56 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 562 76 1
"1203" "exp1" 6 57 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 535 0 0
"1203" "exp1" 6 58 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 648 73 1
"1203" "exp1" 6 59 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 2 622 65 1
"1203" "exp1" 6 60 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 452 70 1
"1203" "exp1" 7 1 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 2 568 87 1
"1203" "exp1" 7 2 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 2 527 0 0
"1203" "exp1" 7 3 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 450 0 0
"1203" "exp1" 7 4 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 590 63 1
"1203" "exp1" 7 5 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 2 493 0 0
"1203" "exp1" 7 6 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 2 506 0 0
"1203" "exp1" 7 7 "graphed-probability" "congruent" 60 40 63 35 60 40 65 35 1 585 63 1
"1203" "exp1" 7 8 "graphed-probability" "pro-out" 80 20 15 86 80 20 15 85 2 584 0 0
"1203" "exp1" 7 9 "graphed-probability" "pro-out" 80 20 15 83 80 20 15 85 2 495 0 0
"1203" "exp1" 7 10 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 445 0 0
"1203" "exp1" 7 11 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 501 60 1
"1203" "exp1" 7 12 "graphed-probability" "congruent" 80 20 73 27 80 20 75 25 1 455 0 0
"1203" "exp1" 7 13 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 476 0 0
"1203" "exp1" 7 14 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 2 442 0 0
"1203" "exp1" 7 15 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 2 581 0 0
"1203" "exp1" 7 16 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 2 440 0 0
"1203" "exp1" 7 17 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 422 0 0
"1203" "exp1" 7 18 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 472 80 1
"1203" "exp1" 7 19 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 2 506 0 0
"1203" "exp1" 7 20 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 2 397 0 0
"1203" "exp1" 7 21 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 500 0 0
"1203" "exp1" 7 22 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 2 622 0 0
"1203" "exp1" 7 23 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 2 569 0 0
"1203" "exp1" 7 24 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 2 454 0 0
"1203" "exp1" 7 25 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 621 0 0
"1203" "exp1" 7 26 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 1 345 27 1
"1203" "exp1" 7 27 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 2 608 54 1
"1203" "exp1" 7 28 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 553 75 1
"1203" "exp1" 7 29 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 1 516 74 1
"1203" "exp1" 7 30 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 521 60 1
"1203" "exp1" 7 31 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 2 492 0 0
"1203" "exp1" 7 32 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 466 0 0
"1203" "exp1" 7 33 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 527 0 0
"1203" "exp1" 7 34 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 2 516 63 1
"1203" "exp1" 7 35 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 2 478 0 0
"1203" "exp1" 7 36 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 442 47 1
"1203" "exp1" 7 37 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 2 724 0 0
"1203" "exp1" 7 38 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 2 647 57 1
"1203" "exp1" 7 39 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 2 543 0 0
"1203" "exp1" 7 40 "graphed-probability" "congruent" 70 30 77 26 70 30 75 25 1 400 77 1
"1203" "exp1" 7 41 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 479 0 0
"1203" "exp1" 7 42 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 2 708 85 1
"1203" "exp1" 7 43 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 456 70 1
"1203" "exp1" 7 44 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 457 66 1
"1203" "exp1" 7 45 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 2 464 0 0
"1203" "exp1" 7 46 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 2 594 53 1
"1203" "exp1" 7 47 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 540 60 1
"1203" "exp1" 7 48 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 530 74 1
"1203" "exp1" 7 49 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 1 565 37 1
"1203" "exp1" 7 50 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 486 66 1
"1203" "exp1" 7 51 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 498 74 1
"1203" "exp1" 7 52 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 2 600 84 1
"1203" "exp1" 7 53 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 489 0 0
"1203" "exp1" 7 54 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 2 518 0 0
"1203" "exp1" 7 55 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 718 66 1
"1203" "exp1" 7 56 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 2 564 0 0
"1203" "exp1" 7 57 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 467 0 0
"1203" "exp1" 7 58 "graphed-probability" "pro-out" 60 40 36 64 60 40 35 65 2 653 0 0
"1203" "exp1" 7 59 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 2 508 76 1
"1203" "exp1" 7 60 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 488 0 0
"1203" "exp1" 8 1 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 1 15 37 1
"1203" "exp1" 8 2 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 594 0 0
"1203" "exp1" 8 3 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 557 44 1
"1203" "exp1" 8 4 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 454 76 1
"1203" "exp1" 8 5 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 546 76 1
"1203" "exp1" 8 6 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 568 74 1
"1203" "exp1" 8 7 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 857 0 0
"1203" "exp1" 8 8 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 2 610 77 1
"1203" "exp1" 8 9 "graphed-probability" "pro-prob" 70 30 36 66 70 30 35 65 1 506 36 1
"1203" "exp1" 8 10 "graphed-probability" "pro-out" 70 30 26 77 70 30 25 75 2 586 77 1
"1203" "exp1" 8 11 "graphed-probability" "pro-prob" 80 20 27 74 80 20 25 75 2 612 74 1
"1203" "exp1" 8 12 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 2 599 0 0
"1203" "exp1" 8 13 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 2 568 0 0
"1203" "exp1" 8 14 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 560 0 0
"1203" "exp1" 8 15 "graphed-probability" "congruent" 70 30 64 35 70 30 65 35 1 498 64 1
"1203" "exp1" 8 16 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 2 530 0 0
"1203" "exp1" 8 17 "graphed-probability" "pro-prob" 70 30 36 63 70 30 35 65 1 619 36 1
"1203" "exp1" 8 18 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 481 67 1
"1203" "exp1" 8 19 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 2 537 0 0
"1203" "exp1" 8 20 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 2 651 0 0
"1203" "exp1" 8 21 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 2 639 0 0
"1203" "exp1" 8 22 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 517 0 0
"1203" "exp1" 8 23 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 646 60 1
"1203" "exp1" 8 24 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 2 527 0 0
"1203" "exp1" 8 25 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 590 0 0
"1203" "exp1" 8 26 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 500 0 0
"1203" "exp1" 8 27 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 435 80 1
"1203" "exp1" 8 28 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 2 659 0 0
"1203" "exp1" 8 29 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 2 596 0 0
"1203" "exp1" 8 30 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 2 461 86 1
"1203" "exp1" 8 31 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 527 0 0
"1203" "exp1" 8 32 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 503 70 1
"1203" "exp1" 8 33 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 427 0 0
"1203" "exp1" 8 34 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 1 404 25 1
"1203" "exp1" 8 35 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 652 70 1
"1203" "exp1" 8 36 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 481 77 1
"1203" "exp1" 8 37 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 2 769 0 0
"1203" "exp1" 8 38 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 2 559 63 1
"1203" "exp1" 8 39 "graphed-probability" "pro-prob" 70 30 34 66 70 30 35 65 2 533 0 0
"1203" "exp1" 8 40 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 2 435 0 0
"1203" "exp1" 8 41 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 429 65 1
"1203" "exp1" 8 42 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 1 464 0 0
"1203" "exp1" 8 43 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 562 64 1
"1203" "exp1" 8 44 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 460 0 0
"1203" "exp1" 8 45 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 507 76 1
"1203" "exp1" 8 46 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 427 0 0
"1203" "exp1" 8 47 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 2 567 56 1
"1203" "exp1" 8 48 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 479 0 0
"1203" "exp1" 8 49 "graphed-probability" "pro-out" 60 40 15 87 60 40 15 85 2 593 87 1
"1203" "exp1" 8 50 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 381 77 1
"1203" "exp1" 8 51 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 1 528 0 0
"1203" "exp1" 8 52 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 2 679 66 1
"1203" "exp1" 8 53 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 522 0 0
"1203" "exp1" 8 54 "graphed-probability" "pro-out" 70 30 26 77 70 30 25 75 2 487 0 0
"1203" "exp1" 8 55 "graphed-probability" "pro-prob" 80 20 25 74 80 20 25 75 2 459 0 0
"1203" "exp1" 8 56 "graphed-probability" "pro-out" 70 30 23 74 70 30 25 75 2 447 74 1
"1203" "exp1" 8 57 "graphed-probability" "congruent" 60 40 67 33 60 40 65 35 1 446 67 1
"1203" "exp1" 8 58 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 2 513 87 1
"1203" "exp1" 8 59 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 456 77 1
"1203" "exp1" 8 60 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 2 701 0 0
"1203" "exp1" 9 1 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 509 66 1
"1203" "exp1" 9 2 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 546 66 1
"1203" "exp1" 9 3 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 2 502 86 1
"1203" "exp1" 9 4 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 1 477 76 1
"1203" "exp1" 9 5 "graphed-probability" "pro-prob" 70 30 36 66 70 30 35 65 2 485 0 0
"1203" "exp1" 9 6 "graphed-probability" "congruent" 70 30 66 34 70 30 65 35 1 471 0 0
"1203" "exp1" 9 7 "graphed-probability" "congruent" 60 40 65 36 60 40 65 35 1 585 65 1
"1203" "exp1" 9 8 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 457 0 0
"1203" "exp1" 9 9 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 2 516 0 0
"1203" "exp1" 9 10 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 597 60 1
"1203" "exp1" 9 11 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 2 491 0 0
"1203" "exp1" 9 12 "graphed-probability" "pro-out" 70 30 23 77 70 30 25 75 2 533 0 0
"1203" "exp1" 9 13 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 665 0 0
"1203" "exp1" 9 14 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 2 542 83 1
"1203" "exp1" 9 15 "graphed-probability" "pro-prob" 80 20 43 54 80 20 45 55 1 763 43 1
"1203" "exp1" 9 16 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 2 620 0 0
"1203" "exp1" 9 17 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 2 541 55 1
"1203" "exp1" 9 18 "graphed-probability" "pro-out" 80 20 15 84 80 20 15 85 2 617 84 1
"1203" "exp1" 9 19 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 2 530 0 0
"1203" "exp1" 9 20 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 727 66 1
"1203" "exp1" 9 21 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 467 77 1
"1203" "exp1" 9 22 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 2 625 0 0
"1203" "exp1" 9 23 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 2 501 0 0
"1203" "exp1" 9 24 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 2 500 77 1
"1203" "exp1" 9 25 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 601 74 1
"1203" "exp1" 9 26 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 2 632 63 1
"1203" "exp1" 9 27 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 2 407 0 0
"1203" "exp1" 9 28 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 2 493 0 0
"1203" "exp1" 9 29 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 505 76 1
"1203" "exp1" 9 30 "graphed-probability" "pro-prob" 60 40 47 55 60 40 45 55 2 474 0 0
"1203" "exp1" 9 31 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 583 80 1
"1203" "exp1" 9 32 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 1 491 76 1
"1203" "exp1" 9 33 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 2 716 64 1
"1203" "exp1" 9 34 "graphed-probability" "pro-out" 70 30 25 74 70 30 25 75 2 480 0 0
"1203" "exp1" 9 35 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 477 70 1
"1203" "exp1" 9 36 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 2 603 0 0
"1203" "exp1" 9 37 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 2 619 0 0
"1203" "exp1" 9 38 "graphed-probability" "pro-out" 70 30 26 77 70 30 25 75 2 495 0 0
"1203" "exp1" 9 39 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 2 517 64 1
"1203" "exp1" 9 40 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 530 0 0
"1203" "exp1" 9 41 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 577 65 1
"1203" "exp1" 9 42 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 2 615 0 0
"1203" "exp1" 9 43 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 2 534 0 0
"1203" "exp1" 9 44 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 510 0 0
"1203" "exp1" 9 45 "graphed-probability" "pro-prob" 60 40 47 53 60 40 45 55 2 609 0 0
"1203" "exp1" 9 46 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 479 60 1
"1203" "exp1" 9 47 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 502 0 0
"1203" "exp1" 9 48 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 453 64 1
"1203" "exp1" 9 49 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 511 0 0
"1203" "exp1" 9 50 "graphed-probability" "congruent" 80 20 74 26 80 20 75 25 1 528 0 0
"1203" "exp1" 9 51 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 2 606 0 0
"1203" "exp1" 9 52 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 462 76 1
"1203" "exp1" 9 53 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 571 0 0
"1203" "exp1" 9 54 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 515 0 0
"1203" "exp1" 9 55 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 2 460 64 1
"1203" "exp1" 9 56 "graphed-probability" "pro-prob" 80 20 44 55 80 20 45 55 2 638 0 0
"1203" "exp1" 9 57 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 2 500 0 0
"1203" "exp1" 9 58 "graphed-probability" "pro-out" 60 40 36 64 60 40 35 65 2 519 0 0
"1203" "exp1" 9 59 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 1 588 46 1
"1203" "exp1" 9 60 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 653 0 0
"1203" "exp1" 10 1 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 2 630 0 0
"1203" "exp1" 10 2 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 2 552 75 1
"1203" "exp1" 10 3 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 2 445 0 0
"1203" "exp1" 10 4 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 484 0 0
"1203" "exp1" 10 5 "graphed-probability" "pro-prob" 80 20 43 54 80 20 45 55 2 570 0 0
"1203" "exp1" 10 6 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 2 458 0 0
"1203" "exp1" 10 7 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 463 74 1
"1203" "exp1" 10 8 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 1 460 45 1
"1203" "exp1" 10 9 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 476 65 1
"1203" "exp1" 10 10 "graphed-probability" "congruent" 60 40 63 35 60 40 65 35 1 593 0 0
"1203" "exp1" 10 11 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 2 519 0 0
"1203" "exp1" 10 12 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 2 436 84 1
"1203" "exp1" 10 13 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 2 501 0 0
"1203" "exp1" 10 14 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 513 0 0
"1203" "exp1" 10 15 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 2 539 0 0
"1203" "exp1" 10 16 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 536 65 1
"1203" "exp1" 10 17 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 428 73 1
"1203" "exp1" 10 18 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 2 486 0 0
"1203" "exp1" 10 19 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 451 0 0
"1203" "exp1" 10 20 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 2 744 54 1
"1203" "exp1" 10 21 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 620 0 0
"1203" "exp1" 10 22 "graphed-probability" "congruent" 60 40 67 33 60 40 65 35 1 483 67 1
"1203" "exp1" 10 23 "graphed-probability" "congruent" 70 30 66 34 70 30 65 35 1 450 66 1
"1203" "exp1" 10 24 "graphed-probability" "pro-out" 60 40 35 67 60 40 35 65 2 566 67 1
"1203" "exp1" 10 25 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 2 538 0 0
"1203" "exp1" 10 26 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 2 497 85 1
"1203" "exp1" 10 27 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 561 70 1
"1203" "exp1" 10 28 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 2 680 0 0
"1203" "exp1" 10 29 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 2 597 0 0
"1203" "exp1" 10 30 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 2 679 0 0
"1203" "exp1" 10 31 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 474 67 1
"1203" "exp1" 10 32 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 2 564 66 1
"1203" "exp1" 10 33 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 518 74 1
"1203" "exp1" 10 34 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 574 0 0
"1203" "exp1" 10 35 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 2 539 0 0
"1203" "exp1" 10 36 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 464 73 1
"1203" "exp1" 10 37 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 2 650 0 0
"1203" "exp1" 10 38 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 825 60 1
"1203" "exp1" 10 39 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 2 559 0 0
"1203" "exp1" 10 40 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 2 673 0 0
"1203" "exp1" 10 41 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 2 572 0 0
"1203" "exp1" 10 42 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 491 80 1
"1203" "exp1" 10 43 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 2 504 0 0
"1203" "exp1" 10 44 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 2 805 0 0
"1203" "exp1" 10 45 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 2 435 0 0
"1203" "exp1" 10 46 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 482 0 0
"1203" "exp1" 10 47 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 490 0 0
"1203" "exp1" 10 48 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 2 491 86 1
"1203" "exp1" 10 49 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 2 470 75 1
"1203" "exp1" 10 50 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 511 76 1
"1203" "exp1" 10 51 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 457 77 1
"1203" "exp1" 10 52 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 2 523 0 0
"1203" "exp1" 10 53 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 471 0 0
"1203" "exp1" 10 54 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 2 600 0 0
"1203" "exp1" 10 55 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 501 0 0
"1203" "exp1" 10 56 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 599 0 0
"1203" "exp1" 10 57 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 611 76 1
"1203" "exp1" 10 58 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 2 636 65 1
"1203" "exp1" 10 59 "graphed-probability" "congruent" 60 40 64 33 60 40 65 35 1 515 0 0
"1203" "exp1" 10 60 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 629 73 1
"1203" "exp1" 11 1 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 81 0 0
"1203" "exp1" 11 2 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 460 0 0
"1203" "exp1" 11 3 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 2 422 0 0
"1203" "exp1" 11 4 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 2 493 0 0
"1203" "exp1" 11 5 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 2 598 0 0
"1203" "exp1" 11 6 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 717 0 0
"1203" "exp1" 11 7 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 483 76 1
"1203" "exp1" 11 8 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 526 0 0
"1203" "exp1" 11 9 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 455 0 0
"1203" "exp1" 11 10 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 2 494 0 0
"1203" "exp1" 11 11 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 2 477 0 0
"1203" "exp1" 11 12 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 1 599 76 1
"1203" "exp1" 11 13 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 2 480 57 1
"1203" "exp1" 11 14 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 444 80 1
"1203" "exp1" 11 15 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 2 654 0 0
"1203" "exp1" 11 16 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 600 70 1
"1203" "exp1" 11 17 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 453 63 1
"1203" "exp1" 11 18 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 2 476 65 1
"1203" "exp1" 11 19 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 2 496 0 0
"1203" "exp1" 11 20 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 530 0 0
"1203" "exp1" 11 21 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 500 75 1
"1203" "exp1" 11 22 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 2 633 0 0
"1203" "exp1" 11 23 "graphed-probability" "pro-prob" 60 40 47 53 60 40 45 55 2 634 53 1
"1203" "exp1" 11 24 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 2 532 0 0
"1203" "exp1" 11 25 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 2 627 0 0
"1203" "exp1" 11 26 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 540 0 0
"1203" "exp1" 11 27 "graphed-probability" "congruent" 60 40 64 33 60 40 65 35 1 517 0 0
"1203" "exp1" 11 28 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 2 517 86 1
"1203" "exp1" 11 29 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 482 63 1
"1203" "exp1" 11 30 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 643 0 0
"1203" "exp1" 11 31 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 516 76 1
"1203" "exp1" 11 32 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 461 77 1
"1203" "exp1" 11 33 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 462 63 1
"1203" "exp1" 11 34 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 2 678 0 0
"1203" "exp1" 11 35 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 2 631 0 0
"1203" "exp1" 11 36 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 2 480 0 0
"1203" "exp1" 11 37 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 2 622 54 1
"1203" "exp1" 11 38 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 502 73 1
"1203" "exp1" 11 39 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 2 557 67 1
"1203" "exp1" 11 40 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 1 515 76 1
"1203" "exp1" 11 41 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 573 0 0
"1203" "exp1" 11 42 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 2 817 0 0
"1203" "exp1" 11 43 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 551 0 0
"1203" "exp1" 11 44 "graphed-probability" "pro-out" 70 30 23 74 70 30 25 75 2 675 0 0
"1203" "exp1" 11 45 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 2 618 0 0
"1203" "exp1" 11 46 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 2 761 85 1
"1203" "exp1" 11 47 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 2 700 0 0
"1203" "exp1" 11 48 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 2 694 0 0
"1203" "exp1" 11 49 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 2 679 0 0
"1203" "exp1" 11 50 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 2 570 73 1
"1203" "exp1" 11 51 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 468 0 0
"1203" "exp1" 11 52 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 525 0 0
"1203" "exp1" 11 53 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 787 67 1
"1203" "exp1" 11 54 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 2 722 0 0
"1203" "exp1" 11 55 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 2 559 0 0
"1203" "exp1" 11 56 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 2 507 77 1
"1203" "exp1" 11 57 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 482 0 0
"1203" "exp1" 11 58 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 2 509 0 0
"1203" "exp1" 11 59 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 2 713 0 0
"1203" "exp1" 11 60 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 551 0 0
"1203" "exp1" 12 1 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 674 0 0
"1203" "exp1" 12 2 "graphed-probability" "pro-prob" 80 20 23 75 80 20 25 75 2 528 75 1
"1203" "exp1" 12 3 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 450 60 1
"1203" "exp1" 12 4 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 676 0 0
"1203" "exp1" 12 5 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 482 60 1
"1203" "exp1" 12 6 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 502 0 0
"1203" "exp1" 12 7 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 1 700 24 1
"1203" "exp1" 12 8 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 2 543 0 0
"1203" "exp1" 12 9 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 2 660 0 0
"1203" "exp1" 12 10 "graphed-probability" "pro-prob" 80 20 43 56 80 20 45 55 2 609 56 1
"1203" "exp1" 12 11 "graphed-probability" "congruent" 70 30 64 35 70 30 65 35 1 458 64 1
"1203" "exp1" 12 12 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 2 626 0 0
"1203" "exp1" 12 13 "graphed-probability" "congruent" 70 30 66 34 70 30 65 35 1 644 66 1
"1203" "exp1" 12 14 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 1 520 14 1
"1203" "exp1" 12 15 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 653 0 0
"1203" "exp1" 12 16 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 2 513 84 1
"1203" "exp1" 12 17 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 2 552 75 1
"1203" "exp1" 12 18 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 2 484 0 0
"1203" "exp1" 12 19 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 536 60 1
"1203" "exp1" 12 20 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 1 565 67 1
"1203" "exp1" 12 21 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 2 697 0 0
"1203" "exp1" 12 22 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 2 498 0 0
"1203" "exp1" 12 23 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 2 562 76 1
"1203" "exp1" 12 24 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 2 687 0 0
"1203" "exp1" 12 25 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 2 690 64 1
"1203" "exp1" 12 26 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 2 720 0 0
"1203" "exp1" 12 27 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 699 0 0
"1203" "exp1" 12 28 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 689 64 1
"1203" "exp1" 12 29 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 589 0 0
"1203" "exp1" 12 30 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 2 460 0 0
"1203" "exp1" 12 31 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 582 0 0
"1203" "exp1" 12 32 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 2 670 65 1
"1203" "exp1" 12 33 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 569 76 1
"1203" "exp1" 12 34 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 504 70 1
"1203" "exp1" 12 35 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 455 67 1
"1203" "exp1" 12 36 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 454 73 1
"1203" "exp1" 12 37 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 2 878 0 0
"1203" "exp1" 12 38 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 1 569 76 1
"1203" "exp1" 12 39 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 2 551 55 1
"1203" "exp1" 12 40 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 494 0 0
"1203" "exp1" 12 41 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 2 467 77 1
"1203" "exp1" 12 42 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 495 75 1
"1203" "exp1" 12 43 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 2 475 75 1
"1203" "exp1" 12 44 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 1 429 0 0
"1203" "exp1" 12 45 "graphed-probability" "pro-out" 60 40 14 83 60 40 15 85 2 487 83 1
"1203" "exp1" 12 46 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 450 77 1
"1203" "exp1" 12 47 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 2 673 0 0
"1203" "exp1" 12 48 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 1 436 0 0
"1203" "exp1" 12 49 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 502 0 0
"1203" "exp1" 12 50 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 2 629 0 0
"1203" "exp1" 12 51 "graphed-probability" "congruent" 60 40 65 35 60 40 65 35 1 858 0 0
"1203" "exp1" 12 52 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 2 503 65 1
"1203" "exp1" 12 53 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 2 571 0 0
"1203" "exp1" 12 54 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 2 474 0 0
"1203" "exp1" 12 55 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 2 586 0 0
"1203" "exp1" 12 56 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 464 0 0
"1203" "exp1" 12 57 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 555 65 1
"1203" "exp1" 12 58 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 463 0 0
"1203" "exp1" 12 59 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 2 451 0 0
"1203" "exp1" 12 60 "graphed-probability" "congruent" 60 40 63 35 60 40 65 35 2 453 0 0
"1203" "exp1" 13 1 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 2 322 86 1
"1203" "exp1" 13 2 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 259 30 1
"1203" "exp1" 13 3 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 217 44 1
"1203" "exp1" 13 4 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 1 272 76 1
"1203" "exp1" 13 5 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 1 271 26 1
"1203" "exp1" 13 6 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 370 46 1
"1203" "exp1" 13 7 "graphed-probability" "pro-prob" 60 40 45 54 60 40 45 55 2 503 0 0
"1203" "exp1" 13 8 "graphed-probability" "pro-prob" 70 30 34 66 70 30 35 65 1 358 34 1
"1203" "exp1" 13 9 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 1 283 0 0
"1203" "exp1" 13 10 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 2 327 53 1
"1203" "exp1" 13 11 "graphed-probability" "pro-out" 60 40 14 83 60 40 15 85 1 231 0 0
"1203" "exp1" 13 12 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 1 440 23 1
"1203" "exp1" 13 13 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 1 295 27 1
"1203" "exp1" 13 14 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 2 348 0 0
"1203" "exp1" 13 15 "graphed-probability" "pro-out" 60 40 36 64 60 40 35 65 1 349 36 1
"1203" "exp1" 13 16 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 268 0 0
"1203" "exp1" 13 17 "graphed-probability" "congruent" 80 20 76 25 80 20 75 25 1 337 0 0
"1203" "exp1" 13 18 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 1 246 13 1
"1203" "exp1" 13 19 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 257 47 1
"1203" "exp1" 13 20 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 287 0 0
"1203" "exp1" 13 21 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 269 0 0
"1203" "exp1" 13 22 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 173 76 1
"1203" "exp1" 13 23 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 1 127 37 1
"1203" "exp1" 13 24 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 385 20 1
"1203" "exp1" 13 25 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 2 243 63 1
"1203" "exp1" 13 26 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 246 65 1
"1203" "exp1" 13 27 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 180 65 1
"1203" "exp1" 13 28 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 1 9 43 1
"1203" "exp1" 13 29 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 226 66 1
"1203" "exp1" 13 30 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 2 319 0 0
"1203" "exp1" 13 31 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 263 20 1
"1203" "exp1" 13 32 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 1 329 17 1
"1203" "exp1" 13 33 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 515 63 1
"1203" "exp1" 13 34 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 320 30 1
"1203" "exp1" 13 35 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 277 60 1
"1203" "exp1" 13 36 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 2 46 0 0
"1203" "exp1" 13 37 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 260 0 0
"1203" "exp1" 13 38 "graphed-probability" "pro-out" 80 20 16 85 80 20 15 85 2 290 0 0
"1203" "exp1" 13 39 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 2 243 0 0
"1203" "exp1" 13 40 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 2 362 0 0
"1203" "exp1" 13 41 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 666 76 1
"1203" "exp1" 13 42 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 1 417 26 1
"1203" "exp1" 13 43 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 2 144 65 1
"1203" "exp1" 13 44 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 2 156 0 0
"1203" "exp1" 13 45 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 2 289 0 0
"1203" "exp1" 13 46 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 643 0 0
"1203" "exp1" 13 47 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 434 0 0
"1203" "exp1" 13 48 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 273 20 1
"1203" "exp1" 13 49 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 1 415 0 0
"1203" "exp1" 13 50 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 2 285 74 1
"1203" "exp1" 13 51 "graphed-probability" "congruent" 80 20 73 27 80 20 75 25 2 241 0 0
"1203" "exp1" 13 52 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 2 71 0 0
"1203" "exp1" 13 53 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 553 60 1
"1203" "exp1" 13 54 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 2 178 0 0
"1203" "exp1" 13 55 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 441 0 0
"1203" "exp1" 13 56 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 2 368 36 1
"1203" "exp1" 13 57 "graphed-probability" "pro-out" 80 20 16 85 80 20 15 85 2 426 85 1
"1203" "exp1" 13 58 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 2 191 34 1
"1203" "exp1" 13 59 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 2 548 73 1
"1203" "exp1" 13 60 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 399 65 1
"1203" "exp1" 14 1 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 2 355 55 1
"1203" "exp1" 14 2 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 1 240 15 1
"1203" "exp1" 14 3 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 429 25 1
"1203" "exp1" 14 4 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 2 250 0 0
"1203" "exp1" 14 5 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 1 298 13 1
"1203" "exp1" 14 6 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 2 799 87 1
"1203" "exp1" 14 7 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 2 228 0 0
"1203" "exp1" 14 8 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 423 0 0
"1203" "exp1" 14 9 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 2 370 0 0
"1203" "exp1" 14 10 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 1 260 33 1
"1203" "exp1" 14 11 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 1 219 0 0
"1203" "exp1" 14 12 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 355 63 1
"1203" "exp1" 14 13 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 1 229 37 1
"1203" "exp1" 14 14 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 2 347 0 0
"1203" "exp1" 14 15 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 136 60 1
"1203" "exp1" 14 16 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 408 40 1
"1203" "exp1" 14 17 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 2 213 0 0
"1203" "exp1" 14 18 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 2 108 0 0
"1203" "exp1" 14 19 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 311 60 1
"1203" "exp1" 14 20 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 2 135 63 1
"1203" "exp1" 14 21 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 275 20 1
"1203" "exp1" 14 22 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 435 65 1
"1203" "exp1" 14 23 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 261 76 1
"1203" "exp1" 14 24 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 1 85 0 0
"1203" "exp1" 14 25 "graphed-probability" "pro-out" 80 20 17 83 80 20 15 85 2 58 0 0
"1203" "exp1" 14 26 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 2 244 0 0
"1203" "exp1" 14 27 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 1 403 47 1
"1203" "exp1" 14 28 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 1 244 0 0
"1203" "exp1" 14 29 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 459 70 1
"1203" "exp1" 14 30 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 2 309 0 0
"1203" "exp1" 14 31 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 2 306 0 0
"1203" "exp1" 14 32 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 271 0 0
"1203" "exp1" 14 33 "graphed-probability" "congruent" 60 40 63 35 60 40 65 35 2 418 0 0
"1203" "exp1" 14 34 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 816 0 0
"1203" "exp1" 14 35 "graphed-probability" "pro-prob" 80 20 25 74 80 20 25 75 1 144 25 1
"1203" "exp1" 14 36 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 2 334 0 0
"1203" "exp1" 14 37 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 429 20 1
"1203" "exp1" 14 38 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 252 20 1
"1203" "exp1" 14 39 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 314 36 1
"1203" "exp1" 14 40 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 328 44 1
"1203" "exp1" 14 41 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 1 323 0 0
"1203" "exp1" 14 42 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 1 466 15 1
"1203" "exp1" 14 43 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 1 227 23 1
"1203" "exp1" 14 44 "graphed-probability" "congruent" 80 20 75 25 80 20 75 25 1 312 75 1
"1203" "exp1" 14 45 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 149 40 1
"1203" "exp1" 14 46 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 310 0 0
"1203" "exp1" 14 47 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 1 411 35 1
"1203" "exp1" 14 48 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 266 66 1
"1203" "exp1" 14 49 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 2 66 37 1
"1203" "exp1" 14 50 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 2 314 0 0
"1203" "exp1" 14 51 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 295 0 0
"1203" "exp1" 14 52 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 2 333 0 0
"1203" "exp1" 14 53 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 194 0 0
"1203" "exp1" 14 54 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 65 0 0
"1203" "exp1" 14 55 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 18 73 1
"1203" "exp1" 14 56 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 1 394 23 1
"1203" "exp1" 14 57 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 60 64 1
"1203" "exp1" 14 58 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 1 234 13 1
"1203" "exp1" 14 59 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 2 269 25 1
"1203" "exp1" 14 60 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 2 593 0 0
"1203" "exp1" 15 1 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 2 379 0 0
"1203" "exp1" 15 2 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 477 0 0
"1203" "exp1" 15 3 "graphed-probability" "congruent" 60 40 64 33 60 40 65 35 1 194 64 1
"1203" "exp1" 15 4 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 2 384 55 1
"1203" "exp1" 15 5 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 2 463 0 0
"1203" "exp1" 15 6 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 2 457 0 0
"1203" "exp1" 15 7 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 2 320 0 0
"1203" "exp1" 15 8 "graphed-probability" "pro-out" 60 40 15 86 60 40 15 85 2 276 0 0
"1203" "exp1" 15 9 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 100 40 1
"1203" "exp1" 15 10 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 548 0 0
"1203" "exp1" 15 11 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 2 310 0 0
"1203" "exp1" 15 12 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 2 203 73 1
"1203" "exp1" 15 13 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 2 768 0 0
"1203" "exp1" 15 14 "graphed-probability" "pro-out" 70 30 26 75 70 30 25 75 1 262 0 0
"1203" "exp1" 15 15 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 2 442 0 0
"1203" "exp1" 15 16 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 565 34 1
"1203" "exp1" 15 17 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 2 368 0 0
"1203" "exp1" 15 18 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 183 0 0
"1203" "exp1" 15 19 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 2 193 0 0
"1203" "exp1" 15 20 "graphed-probability" "congruent" 70 30 77 24 70 30 75 25 1 1024 0 0
"1203" "exp1" 15 21 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 2 504 0 0
"1203" "exp1" 15 22 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 323 0 0
"1203" "exp1" 15 23 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 2 357 0 0
"1203" "exp1" 15 24 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 108 0 0
"1203" "exp1" 15 25 "graphed-probability" "pro-out" 70 30 23 77 70 30 25 75 2 355 0 0
"1203" "exp1" 15 26 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 2 530 0 0
"1203" "exp1" 15 27 "graphed-probability" "congruent" 60 40 64 37 60 40 65 35 1 321 64 1
"1203" "exp1" 15 28 "graphed-probability" "congruent" 60 40 64 33 60 40 65 35 2 291 33 1
"1203" "exp1" 15 29 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 2 97 0 0
"1203" "exp1" 15 30 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 2 53 77 1
"1203" "exp1" 15 31 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 1 171 0 0
"1203" "exp1" 15 32 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 163 20 1
"1203" "exp1" 15 33 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 1 133 14 1
"1203" "exp1" 15 34 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 267 13 1
"1203" "exp1" 15 35 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 2 340 0 0
"1203" "exp1" 15 36 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 147 63 1
"1203" "exp1" 15 37 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 2 347 0 0
"1203" "exp1" 15 38 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 2 390 26 1
"1203" "exp1" 15 39 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 2 315 0 0
"1203" "exp1" 15 40 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 137 0 0
"1203" "exp1" 15 41 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 2 475 0 0
"1203" "exp1" 15 42 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 503 46 1
"1203" "exp1" 15 43 "graphed-probability" "congruent" 80 20 77 25 80 20 75 25 2 21 25 1
"1203" "exp1" 15 44 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 388 0 0
"1203" "exp1" 15 45 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 2 372 65 1
"1203" "exp1" 15 46 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 481 0 0
"1203" "exp1" 15 47 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 1 244 13 1
"1203" "exp1" 15 48 "graphed-probability" "pro-prob" 70 30 36 66 70 30 35 65 1 455 0 0
"1203" "exp1" 15 49 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 245 0 0
"1203" "exp1" 15 50 "graphed-probability" "pro-out" 60 40 35 67 60 40 35 65 2 271 0 0
"1203" "exp1" 15 51 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 474 0 0
"1203" "exp1" 15 52 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 591 40 1
"1203" "exp1" 15 53 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 435 46 1
"1203" "exp1" 15 54 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 1 464 43 1
"1203" "exp1" 15 55 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 444 20 1
"1203" "exp1" 15 56 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 2 123 0 0
"1203" "exp1" 15 57 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 2 39 56 1
"1203" "exp1" 15 58 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 2 40 0 0
"1203" "exp1" 15 59 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 1 22 0 0
"1203" "exp1" 15 60 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 124 0 0
"1203" "exp1" 16 1 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 1059 0 0
"1203" "exp1" 16 2 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 621 0 0
"1203" "exp1" 16 3 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 401 0 0
"1203" "exp1" 16 4 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 2 763 0 0
"1203" "exp1" 16 5 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 2 485 85 1
"1203" "exp1" 16 6 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 492 60 1
"1203" "exp1" 16 7 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 470 70 1
"1203" "exp1" 16 8 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 2 520 0 0
"1203" "exp1" 16 9 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 472 0 0
"1203" "exp1" 16 10 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 427 0 0
"1203" "exp1" 16 11 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 2 386 63 1
"1203" "exp1" 16 12 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 355 74 1
"1203" "exp1" 16 13 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 356 60 1
"1203" "exp1" 16 14 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 2 399 64 1
"1203" "exp1" 16 15 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 2 495 75 1
"1203" "exp1" 16 16 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 507 0 0
"1203" "exp1" 16 17 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 2 605 0 0
"1203" "exp1" 16 18 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 475 63 1
"1203" "exp1" 16 19 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 2 493 73 1
"1203" "exp1" 16 20 "graphed-probability" "pro-out" 60 40 13 85 60 40 15 85 2 448 85 1
"1203" "exp1" 16 21 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 479 0 0
"1203" "exp1" 16 22 "graphed-probability" "pro-prob" 80 20 44 55 80 20 45 55 2 405 0 0
"1203" "exp1" 16 23 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 431 0 0
"1203" "exp1" 16 24 "graphed-probability" "pro-out" 70 30 25 74 70 30 25 75 2 521 74 1
"1203" "exp1" 16 25 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 628 64 1
"1203" "exp1" 16 26 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 490 0 0
"1203" "exp1" 16 27 "graphed-probability" "pro-out" 80 20 13 84 80 20 15 85 2 479 84 1
"1203" "exp1" 16 28 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 1 485 0 0
"1203" "exp1" 16 29 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 561 0 0
"1203" "exp1" 16 30 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 2 441 0 0
"1203" "exp1" 16 31 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 538 0 0
"1203" "exp1" 16 32 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 2 666 0 0
"1203" "exp1" 16 33 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 2 604 0 0
"1203" "exp1" 16 34 "graphed-probability" "pro-prob" 80 20 43 56 80 20 45 55 2 549 0 0
"1203" "exp1" 16 35 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 2 649 0 0
"1203" "exp1" 16 36 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 493 40 1
"1203" "exp1" 16 37 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 609 64 1
"1203" "exp1" 16 38 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 2 518 0 0
"1203" "exp1" 16 39 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 471 0 0
"1203" "exp1" 16 40 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 2 527 0 0
"1203" "exp1" 16 41 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 2 490 53 1
"1203" "exp1" 16 42 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 441 0 0
"1203" "exp1" 16 43 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 493 70 1
"1203" "exp1" 16 44 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 2 491 87 1
"1203" "exp1" 16 45 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 1 475 35 1
"1203" "exp1" 16 46 "graphed-probability" "congruent" 60 40 64 34 60 40 65 35 1 560 0 0
"1203" "exp1" 16 47 "graphed-probability" "congruent" 80 20 73 25 80 20 75 25 1 543 73 1
"1203" "exp1" 16 48 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 1 568 74 1
"1203" "exp1" 16 49 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 605 75 1
"1203" "exp1" 16 50 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 2 565 73 1
"1203" "exp1" 16 51 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 432 0 0
"1203" "exp1" 16 52 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 554 64 1
"1203" "exp1" 16 53 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 2 578 0 0
"1203" "exp1" 16 54 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 2 401 0 0
"1203" "exp1" 16 55 "graphed-probability" "pro-prob" 80 20 44 55 80 20 45 55 2 777 0 0
"1203" "exp1" 16 56 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 449 0 0
"1203" "exp1" 16 57 "graphed-probability" "pro-out" 60 40 37 67 60 40 35 65 2 708 0 0
"1203" "exp1" 16 58 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 2 440 0 0
"1203" "exp1" 16 59 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 2 474 0 0
"1203" "exp1" 16 60 "graphed-probability" "pro-out" 60 40 15 86 60 40 15 85 2 567 86 1
"1203" "exp1" 17 1 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 2 33 0 0
"1203" "exp1" 17 2 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 513 63 1
"1203" "exp1" 17 3 "graphed-probability" "congruent" 60 40 63 35 60 40 65 35 1 465 63 1
"1203" "exp1" 17 4 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 514 0 0
"1203" "exp1" 17 5 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 2 572 76 1
"1203" "exp1" 17 6 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 2 479 64 1
"1203" "exp1" 17 7 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 2 613 0 0
"1203" "exp1" 17 8 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 593 75 1
"1203" "exp1" 17 9 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 2 658 0 0
"1203" "exp1" 17 10 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 2 860 0 0
"1203" "exp1" 17 11 "graphed-probability" "pro-out" 60 40 34 66 60 40 35 65 2 684 66 1
"1203" "exp1" 17 12 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 2 812 0 0
"1203" "exp1" 17 13 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 2 749 0 0
"1203" "exp1" 17 14 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 2 771 0 0
"1203" "exp1" 17 15 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 2 969 0 0
"1203" "exp1" 17 16 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 823 0 0
"1203" "exp1" 17 17 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 2 1003 0 0
"1203" "exp1" 17 18 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 2 653 63 1
"1203" "exp1" 17 19 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 633 0 0
"1203" "exp1" 17 20 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 570 63 1
"1203" "exp1" 17 21 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 2 586 0 0
"1203" "exp1" 17 22 "graphed-probability" "pro-out" 60 40 36 63 60 40 35 65 2 786 63 1
"1203" "exp1" 17 23 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 673 73 1
"1203" "exp1" 17 24 "graphed-probability" "pro-prob" 80 20 44 56 80 20 45 55 2 601 0 0
"1203" "exp1" 17 25 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 2 471 0 0
"1203" "exp1" 17 26 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 2 913 0 0
"1203" "exp1" 17 27 "graphed-probability" "pro-prob" 70 30 36 66 70 30 35 65 2 984 0 0
"1203" "exp1" 17 28 "graphed-probability" "congruent" 80 20 73 25 80 20 75 25 1 733 73 1
"1203" "exp1" 17 29 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 710 0 0
"1203" "exp1" 17 30 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 872 30 1
"1203" "exp1" 17 31 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 663 80 1
"1203" "exp1" 17 32 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 941 60 1
"1203" "exp1" 17 33 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 2 619 0 0
"1203" "exp1" 17 34 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 584 63 1
"1203" "exp1" 17 35 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 709 65 1
"1203" "exp1" 17 36 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 620 0 0
"1203" "exp1" 17 37 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 1 429 67 1
"1203" "exp1" 17 38 "graphed-probability" "congruent" 80 20 77 24 80 20 75 25 1 397 77 1
"1203" "exp1" 17 39 "graphed-probability" "pro-out" 80 20 15 86 80 20 15 85 2 592 0 0
"1203" "exp1" 17 40 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 2 502 0 0
"1203" "exp1" 17 41 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 2 540 0 0
"1203" "exp1" 17 42 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 501 75 1
"1203" "exp1" 17 43 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 2 486 0 0
"1203" "exp1" 17 44 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 477 60 1
"1203" "exp1" 17 45 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 1 471 77 1
"1203" "exp1" 17 46 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 545 0 0
"1203" "exp1" 17 47 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 1 521 65 1
"1203" "exp1" 17 48 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 867 0 0
"1203" "exp1" 17 49 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 2 633 54 1
"1203" "exp1" 17 50 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 2 449 0 0
"1203" "exp1" 17 51 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 2 484 0 0
"1203" "exp1" 17 52 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 2 643 0 0
"1203" "exp1" 17 53 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 576 0 0
"1203" "exp1" 17 54 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 2 529 85 1
"1203" "exp1" 17 55 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 2 622 0 0
"1203" "exp1" 17 56 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 613 0 0
"1203" "exp1" 17 57 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 2 524 0 0
"1203" "exp1" 17 58 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 429 0 0
"1203" "exp1" 17 59 "graphed-probability" "pro-prob" 80 20 44 56 80 20 45 55 1 457 44 1
"1203" "exp1" 17 60 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 496 70 1
"1203" "exp1" 18 1 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 2 554 55 1
"1203" "exp1" 18 2 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 506 0 0
"1203" "exp1" 18 3 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 599 0 0
"1203" "exp1" 18 4 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 489 0 0
"1203" "exp1" 18 5 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 697 73 1
"1203" "exp1" 18 6 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 2 689 0 0
"1203" "exp1" 18 7 "graphed-probability" "pro-prob" 80 20 44 55 80 20 45 55 2 597 0 0
"1203" "exp1" 18 8 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 544 0 0
"1203" "exp1" 18 9 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 2 643 0 0
"1203" "exp1" 18 10 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 566 0 0
"1203" "exp1" 18 11 "graphed-probability" "congruent" 70 30 75 27 70 30 75 25 1 488 75 1
"1203" "exp1" 18 12 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 1 581 0 0
"1203" "exp1" 18 13 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 2 602 0 0
"1203" "exp1" 18 14 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 839 60 1
"1203" "exp1" 18 15 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 2 541 55 1
"1203" "exp1" 18 16 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 469 87 1
"1203" "exp1" 18 17 "graphed-probability" "congruent" 60 40 64 37 60 40 65 35 1 580 0 0
"1203" "exp1" 18 18 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 739 63 1
"1203" "exp1" 18 19 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 2 489 74 1
"1203" "exp1" 18 20 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 2 574 0 0
"1203" "exp1" 18 21 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 2 471 57 1
"1203" "exp1" 18 22 "graphed-probability" "pro-out" 80 20 15 84 80 20 15 85 2 541 0 0
"1203" "exp1" 18 23 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 2 869 0 0
"1203" "exp1" 18 24 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 958 66 1
"1203" "exp1" 18 25 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 2 631 0 0
"1203" "exp1" 18 26 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 569 70 1
"1203" "exp1" 18 27 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 2 503 0 0
"1203" "exp1" 18 28 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 2 698 0 0
"1203" "exp1" 18 29 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 580 75 1
"1203" "exp1" 18 30 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 2 878 0 0
"1203" "exp1" 18 31 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 529 66 1
"1203" "exp1" 18 32 "graphed-probability" "pro-out" 70 30 27 77 70 30 25 75 2 452 77 1
"1203" "exp1" 18 33 "graphed-probability" "pro-out" 70 30 27 77 70 30 25 75 2 655 77 1
"1203" "exp1" 18 34 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 2 719 0 0
"1203" "exp1" 18 35 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 611 73 1
"1203" "exp1" 18 36 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 2 713 0 0
"1203" "exp1" 18 37 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 627 0 0
"1203" "exp1" 18 38 "graphed-probability" "pro-prob" 80 20 25 76 80 20 25 75 2 502 0 0
"1203" "exp1" 18 39 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 2 617 84 1
"1203" "exp1" 18 40 "graphed-probability" "pro-prob" 60 40 47 55 60 40 45 55 2 703 55 1
"1203" "exp1" 18 41 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 626 63 1
"1203" "exp1" 18 42 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 2 494 0 0
"1203" "exp1" 18 43 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 630 74 1
"1203" "exp1" 18 44 "graphed-probability" "congruent" 70 30 63 37 70 30 65 35 1 536 63 1
"1203" "exp1" 18 45 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 689 0 0
"1203" "exp1" 18 46 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 2 661 64 1
"1203" "exp1" 18 47 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 734 77 1
"1203" "exp1" 18 48 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 2 497 76 1
"1203" "exp1" 18 49 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 429 37 1
"1203" "exp1" 18 50 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 2 464 0 0
"1203" "exp1" 18 51 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 2 462 77 1
"1203" "exp1" 18 52 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 621 60 1
"1203" "exp1" 18 53 "graphed-probability" "congruent" 80 20 76 25 80 20 75 25 1 471 76 1
"1203" "exp1" 18 54 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 2 598 0 0
"1203" "exp1" 18 55 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 2 582 36 1
"1203" "exp1" 18 56 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 634 0 0
"1203" "exp1" 18 57 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 521 0 0
"1203" "exp1" 18 58 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 2 817 0 0
"1203" "exp1" 18 59 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 2 705 85 1
"1203" "exp1" 18 60 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 2 502 0 0
"1203" "exp1" 19 1 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 2 305 0 0
"1203" "exp1" 19 2 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 856 0 0
"1203" "exp1" 19 3 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 2 648 0 0
"1203" "exp1" 19 4 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 411 0 0
"1203" "exp1" 19 5 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 2 680 0 0
"1203" "exp1" 19 6 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 315 70 1
"1203" "exp1" 19 7 "graphed-probability" "pro-prob" 80 20 45 56 80 20 45 55 2 578 0 0
"1203" "exp1" 19 8 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 539 65 1
"1203" "exp1" 19 9 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 2 517 0 0
"1203" "exp1" 19 10 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 423 0 0
"1203" "exp1" 19 11 "graphed-probability" "congruent" 60 40 64 33 60 40 65 35 1 438 64 1
"1203" "exp1" 19 12 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 2 496 65 1
"1203" "exp1" 19 13 "graphed-probability" "pro-out" 80 20 16 85 80 20 15 85 2 473 0 0
"1203" "exp1" 19 14 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 476 0 0
"1203" "exp1" 19 15 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 442 0 0
"1203" "exp1" 19 16 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 2 581 0 0
"1203" "exp1" 19 17 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 492 75 1
"1203" "exp1" 19 18 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 494 63 1
"1203" "exp1" 19 19 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 589 0 0
"1203" "exp1" 19 20 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 500 66 1
"1203" "exp1" 19 21 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 518 75 1
"1203" "exp1" 19 22 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 468 0 0
"1203" "exp1" 19 23 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 2 510 0 0
"1203" "exp1" 19 24 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 578 0 0
"1203" "exp1" 19 25 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 556 74 1
"1203" "exp1" 19 26 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 513 0 0
"1203" "exp1" 19 27 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 2 42 0 0
"1203" "exp1" 19 28 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 2 491 85 1
"1203" "exp1" 19 29 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 721 0 0
"1203" "exp1" 19 30 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 789 0 0
"1203" "exp1" 19 31 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 2 687 75 1
"1203" "exp1" 19 32 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 1 570 0 0
"1203" "exp1" 19 33 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 579 0 0
"1203" "exp1" 19 34 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 2 552 64 1
"1203" "exp1" 19 35 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 2 762 0 0
"1203" "exp1" 19 36 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 2 629 66 1
"1203" "exp1" 19 37 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 2 562 0 0
"1203" "exp1" 19 38 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 2 568 66 1
"1203" "exp1" 19 39 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 546 0 0
"1203" "exp1" 19 40 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 462 0 0
"1203" "exp1" 19 41 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 427 20 1
"1203" "exp1" 19 42 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 2 549 0 0
"1203" "exp1" 19 43 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 2 415 0 0
"1203" "exp1" 19 44 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 2 457 0 0
"1203" "exp1" 19 45 "graphed-probability" "congruent" 70 30 77 26 70 30 75 25 1 378 0 0
"1203" "exp1" 19 46 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 2 472 0 0
"1203" "exp1" 19 47 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 491 0 0
"1203" "exp1" 19 48 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 2 560 0 0
"1203" "exp1" 19 49 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 732 0 0
"1203" "exp1" 19 50 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 2 503 0 0
"1203" "exp1" 19 51 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 1 108 33 1
"1203" "exp1" 19 52 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 2 618 0 0
"1203" "exp1" 19 53 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 2 624 0 0
"1203" "exp1" 19 54 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 423 60 1
"1203" "exp1" 19 55 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 2 670 0 0
"1203" "exp1" 19 56 "graphed-probability" "pro-out" 70 30 26 75 70 30 25 75 2 812 0 0
"1203" "exp1" 19 57 "graphed-probability" "congruent" 60 40 64 33 60 40 65 35 2 1049 33 1
"1203" "exp1" 19 58 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 2 467 0 0
"1203" "exp1" 19 59 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 1 757 0 0
"1203" "exp1" 19 60 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 2 595 67 1
"1203" "exp1" 20 1 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 2 113 0 0
"1203" "exp1" 20 2 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 2 406 0 0
"1203" "exp1" 20 3 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 532 0 0
"1203" "exp1" 20 4 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 2 582 0 0
"1203" "exp1" 20 5 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 2 477 0 0
"1203" "exp1" 20 6 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 2 490 0 0
"1203" "exp1" 20 7 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 426 80 1
"1203" "exp1" 20 8 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 2 481 87 1
"1203" "exp1" 20 9 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 2 447 0 0
"1203" "exp1" 20 10 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 425 75 1
"1203" "exp1" 20 11 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 2 357 0 0
"1203" "exp1" 20 12 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 2 444 0 0
"1203" "exp1" 20 13 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 2 457 76 1
"1203" "exp1" 20 14 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 458 0 0
"1203" "exp1" 20 15 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 446 0 0
"1203" "exp1" 20 16 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 2 477 0 0
"1203" "exp1" 20 17 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 1 482 76 1
"1203" "exp1" 20 18 "graphed-probability" "congruent" 70 30 77 24 70 30 75 25 1 272 77 1
"1203" "exp1" 20 19 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 2 397 0 0
"1203" "exp1" 20 20 "graphed-probability" "congruent" 80 20 76 25 80 20 75 25 1 812 76 1
"1203" "exp1" 20 21 "graphed-probability" "congruent" 60 40 65 35 60 40 65 35 1 492 0 0
"1203" "exp1" 20 22 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 451 77 1
"1203" "exp1" 20 23 "graphed-probability" "pro-prob" 60 40 47 54 60 40 45 55 1 658 47 1
"1203" "exp1" 20 24 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 625 66 1
"1203" "exp1" 20 25 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 445 0 0
"1203" "exp1" 20 26 "graphed-probability" "pro-out" 80 20 13 84 80 20 15 85 2 625 0 0
"1203" "exp1" 20 27 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 2 517 0 0
"1203" "exp1" 20 28 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 581 0 0
"1203" "exp1" 20 29 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 511 0 0
"1203" "exp1" 20 30 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 515 0 0
"1203" "exp1" 20 31 "graphed-probability" "pro-out" 70 30 25 74 70 30 25 75 2 711 0 0
"1203" "exp1" 20 32 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 2 647 0 0
"1203" "exp1" 20 33 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 710 63 1
"1203" "exp1" 20 34 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 2 644 0 0
"1203" "exp1" 20 35 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 1 693 0 0
"1203" "exp1" 20 36 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 693 70 1
"1203" "exp1" 20 37 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 496 0 0
"1203" "exp1" 20 38 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 661 0 0
"1203" "exp1" 20 39 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 606 0 0
"1203" "exp1" 20 40 "graphed-probability" "pro-prob" 60 40 47 54 60 40 45 55 1 906 47 1
"1203" "exp1" 20 41 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 576 0 0
"1203" "exp1" 20 42 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 2 549 0 0
"1203" "exp1" 20 43 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 623 64 1
"1203" "exp1" 20 44 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 2 514 0 0
"1203" "exp1" 20 45 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 2 968 0 0
"1203" "exp1" 20 46 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 2 632 57 1
"1203" "exp1" 20 47 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 778 0 0
"1203" "exp1" 20 48 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 539 66 1
"1203" "exp1" 20 49 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 2 518 0 0
"1203" "exp1" 20 50 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 2 565 0 0
"1203" "exp1" 20 51 "graphed-probability" "pro-out" 60 40 37 67 60 40 35 65 2 573 67 1
"1203" "exp1" 20 52 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 2 617 0 0
"1203" "exp1" 20 53 "graphed-probability" "congruent" 70 30 63 37 70 30 65 35 1 498 63 1
"1203" "exp1" 20 54 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 2 543 0 0
"1203" "exp1" 20 55 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 2 515 0 0
"1203" "exp1" 20 56 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 28 0 0
"1203" "exp1" 20 57 "graphed-probability" "pro-prob" 60 40 45 54 60 40 45 55 2 586 0 0
"1203" "exp1" 20 58 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 2 484 0 0
"1203" "exp1" 20 59 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 507 0 0
"1203" "exp1" 20 60 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 2 655 0 0
"1204" "exp1" 1 1 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 1 446 46 1
"1204" "exp1" 1 2 "graphed-probability" "congruent" 60 40 67 33 60 40 65 35 1 493 0 0
"1204" "exp1" 1 3 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 1 454 14 1
"1204" "exp1" 1 4 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 466 75 1
"1204" "exp1" 1 5 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 475 65 1
"1204" "exp1" 1 6 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 488 76 1
"1204" "exp1" 1 7 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 1 568 75 1
"1204" "exp1" 1 8 "graphed-probability" "pro-out" 70 30 26 75 70 30 25 75 1 640 0 0
"1204" "exp1" 1 9 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 524 0 0
"1204" "exp1" 1 10 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 934 40 1
"1204" "exp1" 1 11 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 1 497 27 1
"1204" "exp1" 1 12 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 1 554 13 1
"1204" "exp1" 1 13 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 1 797 27 1
"1204" "exp1" 1 14 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 746 0 0
"1204" "exp1" 1 15 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 1 490 0 0
"1204" "exp1" 1 16 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 510 73 1
"1204" "exp1" 1 17 "graphed-probability" "congruent" 70 30 63 37 70 30 65 35 1 440 0 0
"1204" "exp1" 1 18 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 1 389 23 1
"1204" "exp1" 1 19 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 408 30 1
"1204" "exp1" 1 20 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 1 724 37 1
"1204" "exp1" 1 21 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 578 20 1
"1204" "exp1" 1 22 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 447 20 1
"1204" "exp1" 1 23 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 571 34 1
"1204" "exp1" 1 24 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 1 527 16 1
"1204" "exp1" 1 25 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 1 729 16 1
"1204" "exp1" 1 26 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 868 0 0
"1204" "exp1" 1 27 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 738 40 1
"1204" "exp1" 1 28 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 639 24 1
"1204" "exp1" 1 29 "graphed-probability" "congruent" 70 30 63 37 70 30 65 35 1 830 63 1
"1204" "exp1" 1 30 "graphed-probability" "pro-out" 60 40 14 83 60 40 15 85 1 705 14 1
"1204" "exp1" 1 31 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 1165 64 1
"1204" "exp1" 1 32 "graphed-probability" "pro-out" 60 40 34 66 60 40 35 65 2 885 66 1
"1204" "exp1" 1 33 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 586 66 1
"1204" "exp1" 1 34 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1089 0 0
"1204" "exp1" 1 35 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 834 0 0
"1204" "exp1" 1 36 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 621 47 1
"1204" "exp1" 1 37 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 2 970 55 1
"1204" "exp1" 1 38 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 1 1329 27 1
"1204" "exp1" 1 39 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 563 73 1
"1204" "exp1" 1 40 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 1 1101 0 0
"1204" "exp1" 1 41 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 1201 45 1
"1204" "exp1" 1 42 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 505 47 1
"1204" "exp1" 1 43 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 1 721 0 0
"1204" "exp1" 1 44 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 847 30 1
"1204" "exp1" 1 45 "graphed-probability" "pro-out" 60 40 36 64 60 40 35 65 1 1053 0 0
"1204" "exp1" 1 46 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 666 0 0
"1204" "exp1" 1 47 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 2 878 0 0
"1204" "exp1" 1 48 "graphed-probability" "pro-out" 60 40 14 83 60 40 15 85 2 995 0 0
"1204" "exp1" 1 49 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 816 67 1
"1204" "exp1" 1 50 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 1 555 24 1
"1204" "exp1" 1 51 "graphed-probability" "pro-out" 60 40 37 67 60 40 35 65 2 807 67 1
"1204" "exp1" 1 52 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 1 820 44 1
"1204" "exp1" 1 53 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 1188 0 0
"1204" "exp1" 1 54 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 905 0 0
"1204" "exp1" 1 55 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 1 1504 27 1
"1204" "exp1" 1 56 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 633 0 0
"1204" "exp1" 1 57 "graphed-probability" "pro-out" 80 20 15 83 80 20 15 85 1 766 15 1
"1204" "exp1" 1 58 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 502 0 0
"1204" "exp1" 1 59 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 1 634 33 1
"1204" "exp1" 1 60 "graphed-probability" "pro-prob" 60 40 45 54 60 40 45 55 2 977 0 0
"1204" "exp1" 2 1 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 456 24 1
"1204" "exp1" 2 2 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 1 465 0 0
"1204" "exp1" 2 3 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 2 778 0 0
"1204" "exp1" 2 4 "graphed-probability" "congruent" 60 40 65 36 60 40 65 35 1 592 0 0
"1204" "exp1" 2 5 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 630 30 1
"1204" "exp1" 2 6 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 474 65 1
"1204" "exp1" 2 7 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 1 558 0 0
"1204" "exp1" 2 8 "graphed-probability" "pro-out" 80 20 13 84 80 20 15 85 1 491 13 1
"1204" "exp1" 2 9 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 1 1027 0 0
"1204" "exp1" 2 10 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 887 0 0
"1204" "exp1" 2 11 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 1 503 27 1
"1204" "exp1" 2 12 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 1 654 46 1
"1204" "exp1" 2 13 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 1 1020 25 1
"1204" "exp1" 2 14 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 2 916 65 1
"1204" "exp1" 2 15 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 485 77 1
"1204" "exp1" 2 16 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 567 0 0
"1204" "exp1" 2 17 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 1 566 17 1
"1204" "exp1" 2 18 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1180 30 1
"1204" "exp1" 2 19 "graphed-probability" "pro-out" 70 30 23 74 70 30 25 75 1 806 23 1
"1204" "exp1" 2 20 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 494 46 1
"1204" "exp1" 2 21 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 640 20 1
"1204" "exp1" 2 22 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 495 77 1
"1204" "exp1" 2 23 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 666 20 1
"1204" "exp1" 2 24 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 608 40 1
"1204" "exp1" 2 25 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 756 0 0
"1204" "exp1" 2 26 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 2 1345 0 0
"1204" "exp1" 2 27 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 548 74 1
"1204" "exp1" 2 28 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 2 1513 0 0
"1204" "exp1" 2 29 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 804 0 0
"1204" "exp1" 2 30 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 637 0 0
"1204" "exp1" 2 31 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 1 649 33 1
"1204" "exp1" 2 32 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 1 584 35 1
"1204" "exp1" 2 33 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 2 961 0 0
"1204" "exp1" 2 34 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 576 0 0
"1204" "exp1" 2 35 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 615 0 0
"1204" "exp1" 2 36 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 1 698 0 0
"1204" "exp1" 2 37 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 999 63 1
"1204" "exp1" 2 38 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 551 73 1
"1204" "exp1" 2 39 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 1 942 24 1
"1204" "exp1" 2 40 "graphed-probability" "congruent" 80 20 76 24 80 20 75 25 1 664 76 1
"1204" "exp1" 2 41 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 788 65 1
"1204" "exp1" 2 42 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 1 598 37 1
"1204" "exp1" 2 43 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 578 34 1
"1204" "exp1" 2 44 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 1 681 16 1
"1204" "exp1" 2 45 "graphed-probability" "pro-prob" 80 20 43 54 80 20 45 55 1 574 43 1
"1204" "exp1" 2 46 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1096 0 0
"1204" "exp1" 2 47 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1360 70 1
"1204" "exp1" 2 48 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 1238 0 0
"1204" "exp1" 2 49 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 516 47 1
"1204" "exp1" 2 50 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 589 0 0
"1204" "exp1" 2 51 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1083 60 1
"1204" "exp1" 2 52 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 1 696 34 1
"1204" "exp1" 2 53 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1023 30 1
"1204" "exp1" 2 54 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 2 1041 0 0
"1204" "exp1" 2 55 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 1 1045 24 1
"1204" "exp1" 2 56 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 2 697 0 0
"1204" "exp1" 2 57 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1421 0 0
"1204" "exp1" 2 58 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 1 659 0 0
"1204" "exp1" 2 59 "graphed-probability" "pro-out" 60 40 15 86 60 40 15 85 2 1356 0 0
"1204" "exp1" 2 60 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 595 74 1
"1204" "exp1" 3 1 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 1 530 24 1
"1204" "exp1" 3 2 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 468 0 0
"1204" "exp1" 3 3 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 2 1102 0 0
"1204" "exp1" 3 4 "graphed-probability" "congruent" 70 30 66 37 70 30 65 35 1 458 66 1
"1204" "exp1" 3 5 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 466 44 1
"1204" "exp1" 3 6 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 479 0 0
"1204" "exp1" 3 7 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 1 561 26 1
"1204" "exp1" 3 8 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 2 969 0 0
"1204" "exp1" 3 9 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 1 578 27 1
"1204" "exp1" 3 10 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 679 0 0
"1204" "exp1" 3 11 "graphed-probability" "pro-out" 80 20 13 84 80 20 15 85 1 618 13 1
"1204" "exp1" 3 12 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 661 0 0
"1204" "exp1" 3 13 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 912 30 1
"1204" "exp1" 3 14 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 2 739 0 0
"1204" "exp1" 3 15 "graphed-probability" "pro-prob" 60 40 44 54 60 40 45 55 1 1050 44 1
"1204" "exp1" 3 16 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 650 0 0
"1204" "exp1" 3 17 "graphed-probability" "pro-out" 60 40 15 87 60 40 15 85 1 1250 0 0
"1204" "exp1" 3 18 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 1 577 25 1
"1204" "exp1" 3 19 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 810 30 1
"1204" "exp1" 3 20 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 782 74 1
"1204" "exp1" 3 21 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1077 30 1
"1204" "exp1" 3 22 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 767 76 1
"1204" "exp1" 3 23 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 1 685 45 1
"1204" "exp1" 3 24 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 574 74 1
"1204" "exp1" 3 25 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 635 74 1
"1204" "exp1" 3 26 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 850 40 1
"1204" "exp1" 3 27 "graphed-probability" "pro-out" 60 40 37 65 60 40 35 65 2 1552 0 0
"1204" "exp1" 3 28 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 2 716 0 0
"1204" "exp1" 3 29 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 778 67 1
"1204" "exp1" 3 30 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 594 74 1
"1204" "exp1" 3 31 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 484 20 1
"1204" "exp1" 3 32 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 782 0 0
"1204" "exp1" 3 33 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 801 75 1
"1204" "exp1" 3 34 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1121 40 1
"1204" "exp1" 3 35 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 1 1044 16 1
"1204" "exp1" 3 36 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1015 0 0
"1204" "exp1" 3 37 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 537 24 1
"1204" "exp1" 3 38 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 562 0 0
"1204" "exp1" 3 39 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 1 699 23 1
"1204" "exp1" 3 40 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 2 1082 0 0
"1204" "exp1" 3 41 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 1 1073 43 1
"1204" "exp1" 3 42 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 524 0 0
"1204" "exp1" 3 43 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 1025 64 1
"1204" "exp1" 3 44 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 947 20 1
"1204" "exp1" 3 45 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 822 75 1
"1204" "exp1" 3 46 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 1 910 34 1
"1204" "exp1" 3 47 "graphed-probability" "congruent" 60 40 64 37 60 40 65 35 1 609 64 1
"1204" "exp1" 3 48 "graphed-probability" "pro-prob" 80 20 44 55 80 20 45 55 1 597 44 1
"1204" "exp1" 3 49 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 485 74 1
"1204" "exp1" 3 50 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 1 557 37 1
"1204" "exp1" 3 51 "graphed-probability" "pro-prob" 70 30 36 66 70 30 35 65 1 482 36 1
"1204" "exp1" 3 52 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 1 456 27 1
"1204" "exp1" 3 53 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 586 45 1
"1204" "exp1" 3 54 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 1 537 24 1
"1204" "exp1" 3 55 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 482 20 1
"1204" "exp1" 3 56 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 1 500 43 1
"1204" "exp1" 3 57 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 508 64 1
"1204" "exp1" 3 58 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 536 0 0
"1204" "exp1" 3 59 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 1 524 14 1
"1204" "exp1" 3 60 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 2 962 0 0
"1204" "exp1" 4 1 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 2 1143 0 0
"1204" "exp1" 4 2 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1019 0 0
"1204" "exp1" 4 3 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 1 677 24 1
"1204" "exp1" 4 4 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 802 40 1
"1204" "exp1" 4 5 "graphed-probability" "pro-prob" 60 40 47 54 60 40 45 55 1 910 47 1
"1204" "exp1" 4 6 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 766 34 1
"1204" "exp1" 4 7 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 635 67 1
"1204" "exp1" 4 8 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 649 30 1
"1204" "exp1" 4 9 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 567 23 1
"1204" "exp1" 4 10 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 764 40 1
"1204" "exp1" 4 11 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 484 77 1
"1204" "exp1" 4 12 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 1 572 46 1
"1204" "exp1" 4 13 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 461 0 0
"1204" "exp1" 4 14 "graphed-probability" "pro-prob" 80 20 44 56 80 20 45 55 1 519 44 1
"1204" "exp1" 4 15 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 1 524 0 0
"1204" "exp1" 4 16 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 482 75 1
"1204" "exp1" 4 17 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 710 0 0
"1204" "exp1" 4 18 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 1 488 16 1
"1204" "exp1" 4 19 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 2 947 56 1
"1204" "exp1" 4 20 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 590 25 1
"1204" "exp1" 4 21 "graphed-probability" "congruent" 70 30 66 34 70 30 65 35 1 730 66 1
"1204" "exp1" 4 22 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 462 0 0
"1204" "exp1" 4 23 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 517 63 1
"1204" "exp1" 4 24 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 1 503 0 0
"1204" "exp1" 4 25 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 724 20 1
"1204" "exp1" 4 26 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 1 510 0 0
"1204" "exp1" 4 27 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 2 952 0 0
"1204" "exp1" 4 28 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 817 20 1
"1204" "exp1" 4 29 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 823 40 1
"1204" "exp1" 4 30 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 1 596 26 1
"1204" "exp1" 4 31 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 622 0 0
"1204" "exp1" 4 32 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 2 1401 85 1
"1204" "exp1" 4 33 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 554 0 0
"1204" "exp1" 4 34 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 774 30 1
"1204" "exp1" 4 35 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 830 0 0
"1204" "exp1" 4 36 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 747 0 0
"1204" "exp1" 4 37 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 902 60 1
"1204" "exp1" 4 38 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 1 561 23 1
"1204" "exp1" 4 39 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 610 45 1
"1204" "exp1" 4 40 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 1 667 0 0
"1204" "exp1" 4 41 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 599 0 0
"1204" "exp1" 4 42 "graphed-probability" "pro-prob" 70 30 36 66 70 30 35 65 1 726 36 1
"1204" "exp1" 4 43 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 1 772 36 1
"1204" "exp1" 4 44 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 804 0 0
"1204" "exp1" 4 45 "graphed-probability" "congruent" 80 20 77 24 80 20 75 25 1 589 0 0
"1204" "exp1" 4 46 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 1 740 33 1
"1204" "exp1" 4 47 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 1 773 0 0
"1204" "exp1" 4 48 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 544 75 1
"1204" "exp1" 4 49 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 1 683 33 1
"1204" "exp1" 4 50 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 1 537 13 1
"1204" "exp1" 4 51 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 517 20 1
"1204" "exp1" 4 52 "graphed-probability" "congruent" 60 40 65 35 60 40 65 35 1 942 65 1
"1204" "exp1" 4 53 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 1 616 0 0
"1204" "exp1" 4 54 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 1 567 33 1
"1204" "exp1" 4 55 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 584 20 1
"1204" "exp1" 4 56 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 513 45 1
"1204" "exp1" 4 57 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 546 66 1
"1204" "exp1" 4 58 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 1 435 0 0
"1204" "exp1" 4 59 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 517 30 1
"1204" "exp1" 4 60 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 1 578 17 1
"1204" "exp1" 5 1 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 1 662 0 0
"1204" "exp1" 5 2 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 412 74 1
"1204" "exp1" 5 3 "graphed-probability" "pro-out" 70 30 23 74 70 30 25 75 1 380 0 0
"1204" "exp1" 5 4 "graphed-probability" "pro-out" 60 40 36 64 60 40 35 65 1 427 0 0
"1204" "exp1" 5 5 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 478 30 1
"1204" "exp1" 5 6 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 742 60 1
"1204" "exp1" 5 7 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 430 60 1
"1204" "exp1" 5 8 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 438 30 1
"1204" "exp1" 5 9 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 2 770 0 0
"1204" "exp1" 5 10 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 531 47 1
"1204" "exp1" 5 11 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 420 24 1
"1204" "exp1" 5 12 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 436 24 1
"1204" "exp1" 5 13 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 451 73 1
"1204" "exp1" 5 14 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 434 0 0
"1204" "exp1" 5 15 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 627 65 1
"1204" "exp1" 5 16 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 437 47 1
"1204" "exp1" 5 17 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 2 818 86 1
"1204" "exp1" 5 18 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 624 44 1
"1204" "exp1" 5 19 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 582 20 1
"1204" "exp1" 5 20 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 1 438 26 1
"1204" "exp1" 5 21 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 470 0 0
"1204" "exp1" 5 22 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 1 485 0 0
"1204" "exp1" 5 23 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 495 20 1
"1204" "exp1" 5 24 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 2 924 0 0
"1204" "exp1" 5 25 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 589 65 1
"1204" "exp1" 5 26 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 579 43 1
"1204" "exp1" 5 27 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 1 561 0 0
"1204" "exp1" 5 28 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 2 805 54 1
"1204" "exp1" 5 29 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 2 586 64 1
"1204" "exp1" 5 30 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1048 60 1
"1204" "exp1" 5 31 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 1 495 0 0
"1204" "exp1" 5 32 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 617 0 0
"1204" "exp1" 5 33 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 1 521 35 1
"1204" "exp1" 5 34 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 1 514 33 1
"1204" "exp1" 5 35 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 2 494 0 0
"1204" "exp1" 5 36 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 1 828 36 1
"1204" "exp1" 5 37 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 1 531 15 1
"1204" "exp1" 5 38 "graphed-probability" "pro-out" 70 30 25 74 70 30 25 75 1 662 25 1
"1204" "exp1" 5 39 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 557 75 1
"1204" "exp1" 5 40 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 2 1202 86 1
"1204" "exp1" 5 41 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 2 849 86 1
"1204" "exp1" 5 42 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 910 40 1
"1204" "exp1" 5 43 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 1 1336 45 1
"1204" "exp1" 5 44 "graphed-probability" "congruent" 60 40 64 34 60 40 65 35 1 532 64 1
"1204" "exp1" 5 45 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 876 0 0
"1204" "exp1" 5 46 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 541 75 1
"1204" "exp1" 5 47 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 502 30 1
"1204" "exp1" 5 48 "graphed-probability" "pro-prob" 70 30 37 63 70 30 35 65 1 435 37 1
"1204" "exp1" 5 49 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 1 458 65 1
"1204" "exp1" 5 50 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 500 20 1
"1204" "exp1" 5 51 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 446 0 0
"1204" "exp1" 5 52 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 1 560 46 1
"1204" "exp1" 5 53 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 1 489 23 1
"1204" "exp1" 5 54 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 565 0 0
"1204" "exp1" 5 55 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 1 501 44 1
"1204" "exp1" 5 56 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 652 0 0
"1204" "exp1" 5 57 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 424 74 1
"1204" "exp1" 5 58 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 657 0 0
"1204" "exp1" 5 59 "graphed-probability" "pro-out" 80 20 15 84 80 20 15 85 1 755 15 1
"1204" "exp1" 5 60 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 503 74 1
"1204" "exp1" 6 1 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 424 30 1
"1204" "exp1" 6 2 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 495 44 1
"1204" "exp1" 6 3 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 1 468 47 1
"1204" "exp1" 6 4 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 685 40 1
"1204" "exp1" 6 5 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 1 612 25 1
"1204" "exp1" 6 6 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 479 20 1
"1204" "exp1" 6 7 "graphed-probability" "pro-prob" 60 40 47 55 60 40 45 55 1 520 47 1
"1204" "exp1" 6 8 "graphed-probability" "pro-out" 70 30 26 77 70 30 25 75 1 567 0 0
"1204" "exp1" 6 9 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 1 502 44 1
"1204" "exp1" 6 10 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 1 495 45 1
"1204" "exp1" 6 11 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 777 0 0
"1204" "exp1" 6 12 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 2 607 0 0
"1204" "exp1" 6 13 "graphed-probability" "congruent" 70 30 63 37 70 30 65 35 1 755 63 1
"1204" "exp1" 6 14 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 1 682 0 0
"1204" "exp1" 6 15 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 2 1016 83 1
"1204" "exp1" 6 16 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 1 662 17 1
"1204" "exp1" 6 17 "graphed-probability" "congruent" 60 40 65 36 60 40 65 35 1 588 65 1
"1204" "exp1" 6 18 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 461 65 1
"1204" "exp1" 6 19 "graphed-probability" "congruent" 80 20 75 25 80 20 75 25 1 516 75 1
"1204" "exp1" 6 20 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 1 555 24 1
"1204" "exp1" 6 21 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 923 63 1
"1204" "exp1" 6 22 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 646 0 0
"1204" "exp1" 6 23 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 537 20 1
"1204" "exp1" 6 24 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 622 40 1
"1204" "exp1" 6 25 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 1 575 76 1
"1204" "exp1" 6 26 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 1 910 16 1
"1204" "exp1" 6 27 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 539 47 1
"1204" "exp1" 6 28 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 667 0 0
"1204" "exp1" 6 29 "graphed-probability" "pro-prob" 80 20 44 56 80 20 45 55 1 536 44 1
"1204" "exp1" 6 30 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 549 30 1
"1204" "exp1" 6 31 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 1 594 23 1
"1204" "exp1" 6 32 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 584 20 1
"1204" "exp1" 6 33 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 485 0 0
"1204" "exp1" 6 34 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 1 1119 27 1
"1204" "exp1" 6 35 "graphed-probability" "congruent" 80 20 77 25 80 20 75 25 1 700 0 0
"1204" "exp1" 6 36 "graphed-probability" "congruent" 70 30 63 37 70 30 65 35 1 570 0 0
"1204" "exp1" 6 37 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 484 23 1
"1204" "exp1" 6 38 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 503 73 1
"1204" "exp1" 6 39 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 389 0 0
"1204" "exp1" 6 40 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 1 520 13 1
"1204" "exp1" 6 41 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 431 24 1
"1204" "exp1" 6 42 "graphed-probability" "pro-prob" 70 30 36 66 70 30 35 65 1 449 0 0
"1204" "exp1" 6 43 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 586 34 1
"1204" "exp1" 6 44 "graphed-probability" "pro-out" 80 20 15 86 80 20 15 85 1 487 15 1
"1204" "exp1" 6 45 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 527 77 1
"1204" "exp1" 6 46 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 460 0 0
"1204" "exp1" 6 47 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 2 861 0 0
"1204" "exp1" 6 48 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 479 30 1
"1204" "exp1" 6 49 "graphed-probability" "pro-out" 60 40 13 85 60 40 15 85 2 632 0 0
"1204" "exp1" 6 50 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 1 604 76 1
"1204" "exp1" 6 51 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 1 1028 33 1
"1204" "exp1" 6 52 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 1 766 33 1
"1204" "exp1" 6 53 "graphed-probability" "pro-prob" 80 20 44 55 80 20 45 55 1 502 44 1
"1204" "exp1" 6 54 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 536 20 1
"1204" "exp1" 6 55 "graphed-probability" "pro-out" 60 40 15 87 60 40 15 85 2 800 0 0
"1204" "exp1" 6 56 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 1 528 0 0
"1204" "exp1" 6 57 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 508 74 1
"1204" "exp1" 6 58 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 688 30 1
"1204" "exp1" 6 59 "graphed-probability" "pro-out" 60 40 14 83 60 40 15 85 2 616 0 0
"1204" "exp1" 6 60 "graphed-probability" "pro-out" 60 40 35 66 60 40 35 65 1 609 0 0
"1204" "exp1" 7 1 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 585 64 1
"1204" "exp1" 7 2 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 491 64 1
"1204" "exp1" 7 3 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 365 0 0
"1204" "exp1" 7 4 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 1 522 0 0
"1204" "exp1" 7 5 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 1 404 43 1
"1204" "exp1" 7 6 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 1 410 14 1
"1204" "exp1" 7 7 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 847 0 0
"1204" "exp1" 7 8 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 1 547 14 1
"1204" "exp1" 7 9 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 554 74 1
"1204" "exp1" 7 10 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 408 0 0
"1204" "exp1" 7 11 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 1 491 0 0
"1204" "exp1" 7 12 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 2 517 0 0
"1204" "exp1" 7 13 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 483 20 1
"1204" "exp1" 7 14 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 493 30 1
"1204" "exp1" 7 15 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 1 769 0 0
"1204" "exp1" 7 16 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 1026 37 1
"1204" "exp1" 7 17 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 718 0 0
"1204" "exp1" 7 18 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 526 74 1
"1204" "exp1" 7 19 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 1 746 0 0
"1204" "exp1" 7 20 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 448 47 1
"1204" "exp1" 7 21 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 547 0 0
"1204" "exp1" 7 22 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 639 0 0
"1204" "exp1" 7 23 "graphed-probability" "congruent" 70 30 77 24 70 30 75 25 1 490 0 0
"1204" "exp1" 7 24 "graphed-probability" "pro-prob" 80 20 45 56 80 20 45 55 1 544 45 1
"1204" "exp1" 7 25 "graphed-probability" "pro-prob" 80 20 25 74 80 20 25 75 1 558 25 1
"1204" "exp1" 7 26 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 1 473 27 1
"1204" "exp1" 7 27 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 1 496 65 1
"1204" "exp1" 7 28 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 474 0 0
"1204" "exp1" 7 29 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 471 30 1
"1204" "exp1" 7 30 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 1 700 0 0
"1204" "exp1" 7 31 "graphed-probability" "pro-out" 70 30 26 75 70 30 25 75 2 864 0 0
"1204" "exp1" 7 32 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 1 571 24 1
"1204" "exp1" 7 33 "graphed-probability" "pro-out" 60 40 36 63 60 40 35 65 1 532 36 1
"1204" "exp1" 7 34 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 2 829 0 0
"1204" "exp1" 7 35 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 1 557 76 1
"1204" "exp1" 7 36 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 465 0 0
"1204" "exp1" 7 37 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 1 596 0 0
"1204" "exp1" 7 38 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 1 1077 27 1
"1204" "exp1" 7 39 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 540 0 0
"1204" "exp1" 7 40 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 2 945 0 0
"1204" "exp1" 7 41 "graphed-probability" "pro-prob" 70 30 36 63 70 30 35 65 1 822 36 1
"1204" "exp1" 7 42 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 759 40 1
"1204" "exp1" 7 43 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 1 588 65 1
"1204" "exp1" 7 44 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 1 536 0 0
"1204" "exp1" 7 45 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1212 60 1
"1204" "exp1" 7 46 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 1 950 43 1
"1204" "exp1" 7 47 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 593 0 0
"1204" "exp1" 7 48 "graphed-probability" "pro-prob" 60 40 45 54 60 40 45 55 1 1137 45 1
"1204" "exp1" 7 49 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 914 36 1
"1204" "exp1" 7 50 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 748 0 0
"1204" "exp1" 7 51 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 1 488 14 1
"1204" "exp1" 7 52 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 571 64 1
"1204" "exp1" 7 53 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 1 633 16 1
"1204" "exp1" 7 54 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 536 30 1
"1204" "exp1" 7 55 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 1 576 27 1
"1204" "exp1" 7 56 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 1 1207 33 1
"1204" "exp1" 7 57 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 1 707 0 0
"1204" "exp1" 7 58 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 705 20 1
"1204" "exp1" 7 59 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 691 0 0
"1204" "exp1" 7 60 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 736 0 0
"1204" "exp1" 8 1 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 549 0 0
"1204" "exp1" 8 2 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 1 640 25 1
"1204" "exp1" 8 3 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 1 441 77 1
"1204" "exp1" 8 4 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 419 30 1
"1204" "exp1" 8 5 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 425 0 0
"1204" "exp1" 8 6 "graphed-probability" "congruent" 70 30 75 27 70 30 75 25 1 445 0 0
"1204" "exp1" 8 7 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 483 40 1
"1204" "exp1" 8 8 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 665 35 1
"1204" "exp1" 8 9 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 461 0 0
"1204" "exp1" 8 10 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 457 0 0
"1204" "exp1" 8 11 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 535 63 1
"1204" "exp1" 8 12 "graphed-probability" "pro-prob" 60 40 45 54 60 40 45 55 1 481 45 1
"1204" "exp1" 8 13 "graphed-probability" "congruent" 70 30 77 26 70 30 75 25 1 523 77 1
"1204" "exp1" 8 14 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 1 470 27 1
"1204" "exp1" 8 15 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 1 525 33 1
"1204" "exp1" 8 16 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 535 36 1
"1204" "exp1" 8 17 "graphed-probability" "pro-prob" 80 20 27 74 80 20 25 75 1 477 27 1
"1204" "exp1" 8 18 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 2 641 86 1
"1204" "exp1" 8 19 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 447 20 1
"1204" "exp1" 8 20 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 532 30 1
"1204" "exp1" 8 21 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 1 556 0 0
"1204" "exp1" 8 22 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 968 0 0
"1204" "exp1" 8 23 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 1 605 35 1
"1204" "exp1" 8 24 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 1 1067 46 1
"1204" "exp1" 8 25 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 801 60 1
"1204" "exp1" 8 26 "graphed-probability" "pro-out" 60 40 14 83 60 40 15 85 2 1332 0 0
"1204" "exp1" 8 27 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 1 755 0 0
"1204" "exp1" 8 28 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 1 555 27 1
"1204" "exp1" 8 29 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 1 968 0 0
"1204" "exp1" 8 30 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 1 520 0 0
"1204" "exp1" 8 31 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 2 1115 0 0
"1204" "exp1" 8 32 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 448 77 1
"1204" "exp1" 8 33 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 717 0 0
"1204" "exp1" 8 34 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 526 75 1
"1204" "exp1" 8 35 "graphed-probability" "pro-prob" 80 20 43 54 80 20 45 55 1 557 0 0
"1204" "exp1" 8 36 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 558 65 1
"1204" "exp1" 8 37 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 1 467 15 1
"1204" "exp1" 8 38 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 519 34 1
"1204" "exp1" 8 39 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 650 63 1
"1204" "exp1" 8 40 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 499 65 1
"1204" "exp1" 8 41 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 469 30 1
"1204" "exp1" 8 42 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 2 788 0 0
"1204" "exp1" 8 43 "graphed-probability" "pro-prob" 80 20 25 76 80 20 25 75 1 498 25 1
"1204" "exp1" 8 44 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 403 47 1
"1204" "exp1" 8 45 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 536 20 1
"1204" "exp1" 8 46 "graphed-probability" "pro-prob" 80 20 27 74 80 20 25 75 1 413 27 1
"1204" "exp1" 8 47 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 1 521 16 1
"1204" "exp1" 8 48 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 1 577 0 0
"1204" "exp1" 8 49 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 1 901 0 0
"1204" "exp1" 8 50 "graphed-probability" "congruent" 60 40 65 36 60 40 65 35 1 627 0 0
"1204" "exp1" 8 51 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 2 756 55 1
"1204" "exp1" 8 52 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 1 591 46 1
"1204" "exp1" 8 53 "graphed-probability" "congruent" 80 20 77 25 80 20 75 25 1 464 0 0
"1204" "exp1" 8 54 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 604 0 0
"1204" "exp1" 8 55 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 1 640 0 0
"1204" "exp1" 8 56 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 790 60 1
"1204" "exp1" 8 57 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1361 0 0
"1204" "exp1" 8 58 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 1 898 26 1
"1204" "exp1" 8 59 "graphed-probability" "congruent" 60 40 64 34 60 40 65 35 1 1179 64 1
"1204" "exp1" 8 60 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 641 20 1
"1204" "exp1" 9 1 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 1 559 0 0
"1204" "exp1" 9 2 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 534 20 1
"1204" "exp1" 9 3 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 1 492 0 0
"1204" "exp1" 9 4 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 494 44 1
"1204" "exp1" 9 5 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 2 578 0 0
"1204" "exp1" 9 6 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 480 30 1
"1204" "exp1" 9 7 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 467 0 0
"1204" "exp1" 9 8 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 1 517 0 0
"1204" "exp1" 9 9 "graphed-probability" "congruent" 60 40 65 36 60 40 65 35 1 469 65 1
"1204" "exp1" 9 10 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 492 74 1
"1204" "exp1" 9 11 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 1 568 15 1
"1204" "exp1" 9 12 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 476 73 1
"1204" "exp1" 9 13 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 485 20 1
"1204" "exp1" 9 14 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 2 843 0 0
"1204" "exp1" 9 15 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 1 573 27 1
"1204" "exp1" 9 16 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 588 0 0
"1204" "exp1" 9 17 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 1 725 23 1
"1204" "exp1" 9 18 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 1 456 0 0
"1204" "exp1" 9 19 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 506 30 1
"1204" "exp1" 9 20 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 433 37 1
"1204" "exp1" 9 21 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 2 687 65 1
"1204" "exp1" 9 22 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 1 512 0 0
"1204" "exp1" 9 23 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 676 20 1
"1204" "exp1" 9 24 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 2 686 0 0
"1204" "exp1" 9 25 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 1 712 37 1
"1204" "exp1" 9 26 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 698 63 1
"1204" "exp1" 9 27 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 1 513 13 1
"1204" "exp1" 9 28 "graphed-probability" "pro-prob" 60 40 45 54 60 40 45 55 2 672 0 0
"1204" "exp1" 9 29 "graphed-probability" "congruent" 80 20 77 24 80 20 75 25 1 449 77 1
"1204" "exp1" 9 30 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 1 491 26 1
"1204" "exp1" 9 31 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 1 612 33 1
"1204" "exp1" 9 32 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 537 46 1
"1204" "exp1" 9 33 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 614 74 1
"1204" "exp1" 9 34 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 1 503 27 1
"1204" "exp1" 9 35 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 587 0 0
"1204" "exp1" 9 36 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 1 551 16 1
"1204" "exp1" 9 37 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 529 67 1
"1204" "exp1" 9 38 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 1 457 0 0
"1204" "exp1" 9 39 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 1 547 0 0
"1204" "exp1" 9 40 "graphed-probability" "pro-prob" 80 20 44 55 80 20 45 55 1 526 44 1
"1204" "exp1" 9 41 "graphed-probability" "congruent" 60 40 67 33 60 40 65 35 1 477 67 1
"1204" "exp1" 9 42 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 2 828 0 0
"1204" "exp1" 9 43 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 672 0 0
"1204" "exp1" 9 44 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 693 77 1
"1204" "exp1" 9 45 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 663 47 1
"1204" "exp1" 9 46 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 827 0 0
"1204" "exp1" 9 47 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 449 63 1
"1204" "exp1" 9 48 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 654 0 0
"1204" "exp1" 9 49 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 2 781 86 1
"1204" "exp1" 9 50 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 486 0 0
"1204" "exp1" 9 51 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 434 24 1
"1204" "exp1" 9 52 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 517 0 0
"1204" "exp1" 9 53 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 491 64 1
"1204" "exp1" 9 54 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 413 30 1
"1204" "exp1" 9 55 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 421 0 0
"1204" "exp1" 9 56 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 1 427 0 0
"1204" "exp1" 9 57 "graphed-probability" "pro-out" 70 30 23 74 70 30 25 75 1 488 23 1
"1204" "exp1" 9 58 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 1 724 67 1
"1204" "exp1" 9 59 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 515 20 1
"1204" "exp1" 9 60 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 1 528 35 1
"1204" "exp1" 10 1 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 1 466 37 1
"1204" "exp1" 10 2 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 470 30 1
"1204" "exp1" 10 3 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 443 20 1
"1204" "exp1" 10 4 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 504 0 0
"1204" "exp1" 10 5 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 463 44 1
"1204" "exp1" 10 6 "graphed-probability" "congruent" 60 40 65 35 60 40 65 35 1 581 0 0
"1204" "exp1" 10 7 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 496 20 1
"1204" "exp1" 10 8 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 496 30 1
"1204" "exp1" 10 9 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 1 519 0 0
"1204" "exp1" 10 10 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 494 30 1
"1204" "exp1" 10 11 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 457 0 0
"1204" "exp1" 10 12 "graphed-probability" "pro-out" 80 20 15 84 80 20 15 85 1 648 15 1
"1204" "exp1" 10 13 "graphed-probability" "pro-prob" 80 20 45 56 80 20 45 55 1 429 45 1
"1204" "exp1" 10 14 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 428 0 0
"1204" "exp1" 10 15 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 2 941 67 1
"1204" "exp1" 10 16 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 514 60 1
"1204" "exp1" 10 17 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 490 0 0
"1204" "exp1" 10 18 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 521 0 0
"1204" "exp1" 10 19 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 2 960 0 0
"1204" "exp1" 10 20 "graphed-probability" "pro-out" 60 40 37 67 60 40 35 65 2 649 0 0
"1204" "exp1" 10 21 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 2 812 83 1
"1204" "exp1" 10 22 "graphed-probability" "congruent" 60 40 65 36 60 40 65 35 1 585 65 1
"1204" "exp1" 10 23 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 2 1017 83 1
"1204" "exp1" 10 24 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 1 547 27 1
"1204" "exp1" 10 25 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 607 0 0
"1204" "exp1" 10 26 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 1 880 46 1
"1204" "exp1" 10 27 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 1 482 13 1
"1204" "exp1" 10 28 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 820 66 1
"1204" "exp1" 10 29 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 1 528 26 1
"1204" "exp1" 10 30 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 2 678 0 0
"1204" "exp1" 10 31 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 532 0 0
"1204" "exp1" 10 32 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 2 640 0 0
"1204" "exp1" 10 33 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 677 74 1
"1204" "exp1" 10 34 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1414 0 0
"1204" "exp1" 10 35 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 1 492 0 0
"1204" "exp1" 10 36 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 1 761 14 1
"1204" "exp1" 10 37 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 510 24 1
"1204" "exp1" 10 38 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 562 0 0
"1204" "exp1" 10 39 "graphed-probability" "pro-out" 60 40 13 83 60 40 15 85 2 670 0 0
"1204" "exp1" 10 40 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 572 75 1
"1204" "exp1" 10 41 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 625 60 1
"1204" "exp1" 10 42 "graphed-probability" "congruent" 80 20 76 25 80 20 75 25 1 451 76 1
"1204" "exp1" 10 43 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 1 421 25 1
"1204" "exp1" 10 44 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 1 445 13 1
"1204" "exp1" 10 45 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 1 508 46 1
"1204" "exp1" 10 46 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1016 0 0
"1204" "exp1" 10 47 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 509 34 1
"1204" "exp1" 10 48 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 2 708 64 1
"1204" "exp1" 10 49 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 488 65 1
"1204" "exp1" 10 50 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 2 650 0 0
"1204" "exp1" 10 51 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 504 0 0
"1204" "exp1" 10 52 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 518 73 1
"1204" "exp1" 10 53 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 1 534 16 1
"1204" "exp1" 10 54 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 515 20 1
"1204" "exp1" 10 55 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 601 63 1
"1204" "exp1" 10 56 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 1 443 0 0
"1204" "exp1" 10 57 "graphed-probability" "congruent" 80 20 73 25 80 20 75 25 1 426 73 1
"1204" "exp1" 10 58 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 1 538 27 1
"1204" "exp1" 10 59 "graphed-probability" "congruent" 60 40 63 33 60 40 65 35 1 452 0 0
"1204" "exp1" 10 60 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 507 73 1
"1204" "exp1" 11 1 "graphed-probability" "pro-prob" 80 20 25 74 80 20 25 75 1 789 25 1
"1204" "exp1" 11 2 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 1 501 77 1
"1204" "exp1" 11 3 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 1 408 36 1
"1204" "exp1" 11 4 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 482 44 1
"1204" "exp1" 11 5 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 467 20 1
"1204" "exp1" 11 6 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 529 33 1
"1204" "exp1" 11 7 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 1 465 35 1
"1204" "exp1" 11 8 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 1 437 15 1
"1204" "exp1" 11 9 "graphed-probability" "pro-prob" 60 40 47 55 60 40 45 55 1 543 0 0
"1204" "exp1" 11 10 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 695 0 0
"1204" "exp1" 11 11 "graphed-probability" "pro-out" 70 30 23 77 70 30 25 75 2 753 0 0
"1204" "exp1" 11 12 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 466 20 1
"1204" "exp1" 11 13 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 551 23 1
"1204" "exp1" 11 14 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 2 1019 0 0
"1204" "exp1" 11 15 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 1 489 26 1
"1204" "exp1" 11 16 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 1 549 0 0
"1204" "exp1" 11 17 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 1 468 0 0
"1204" "exp1" 11 18 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 462 0 0
"1204" "exp1" 11 19 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 667 60 1
"1204" "exp1" 11 20 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 515 0 0
"1204" "exp1" 11 21 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 858 60 1
"1204" "exp1" 11 22 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 538 43 1
"1204" "exp1" 11 23 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 523 73 1
"1204" "exp1" 11 24 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 2 776 0 0
"1204" "exp1" 11 25 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 942 60 1
"1204" "exp1" 11 26 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 740 64 1
"1204" "exp1" 11 27 "graphed-probability" "pro-out" 60 40 35 66 60 40 35 65 2 719 0 0
"1204" "exp1" 11 28 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 472 65 1
"1204" "exp1" 11 29 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 688 0 0
"1204" "exp1" 11 30 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 1 1052 0 0
"1204" "exp1" 11 31 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 721 0 0
"1204" "exp1" 11 32 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 418 65 1
"1204" "exp1" 11 33 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 479 47 1
"1204" "exp1" 11 34 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 543 65 1
"1204" "exp1" 11 35 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 438 74 1
"1204" "exp1" 11 36 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 1 566 25 1
"1204" "exp1" 11 37 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 594 63 1
"1204" "exp1" 11 38 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 1 627 13 1
"1204" "exp1" 11 39 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 1 644 0 0
"1204" "exp1" 11 40 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 719 20 1
"1204" "exp1" 11 41 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 1035 77 1
"1204" "exp1" 11 42 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 515 84 1
"1204" "exp1" 11 43 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 472 74 1
"1204" "exp1" 11 44 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 447 40 1
"1204" "exp1" 11 45 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 2 902 63 1
"1204" "exp1" 11 46 "graphed-probability" "pro-prob" 70 30 36 63 70 30 35 65 1 638 36 1
"1204" "exp1" 11 47 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 533 74 1
"1204" "exp1" 11 48 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 1 700 24 1
"1204" "exp1" 11 49 "graphed-probability" "pro-prob" 70 30 37 63 70 30 35 65 1 474 37 1
"1204" "exp1" 11 50 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 434 0 0
"1204" "exp1" 11 51 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 1 874 25 1
"1204" "exp1" 11 52 "graphed-probability" "congruent" 70 30 77 26 70 30 75 25 1 570 77 1
"1204" "exp1" 11 53 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 545 0 0
"1204" "exp1" 11 54 "graphed-probability" "congruent" 60 40 64 37 60 40 65 35 1 419 64 1
"1204" "exp1" 11 55 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 471 45 1
"1204" "exp1" 11 56 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 1 585 43 1
"1204" "exp1" 11 57 "graphed-probability" "pro-out" 60 40 36 63 60 40 35 65 2 827 0 0
"1204" "exp1" 11 58 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 1 587 23 1
"1204" "exp1" 11 59 "graphed-probability" "pro-prob" 60 40 47 54 60 40 45 55 1 540 0 0
"1204" "exp1" 11 60 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 437 13 1
"1204" "exp1" 12 1 "graphed-probability" "pro-prob" 70 30 36 66 70 30 35 65 1 466 0 0
"1204" "exp1" 12 2 "graphed-probability" "pro-prob" 60 40 47 55 60 40 45 55 1 461 47 1
"1204" "exp1" 12 3 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 2 873 0 0
"1204" "exp1" 12 4 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 462 0 0
"1204" "exp1" 12 5 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 1 454 26 1
"1204" "exp1" 12 6 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 371 0 0
"1204" "exp1" 12 7 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 2 713 0 0
"1204" "exp1" 12 8 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 810 67 1
"1204" "exp1" 12 9 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 424 0 0
"1204" "exp1" 12 10 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 531 20 1
"1204" "exp1" 12 11 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 1 423 0 0
"1204" "exp1" 12 12 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 529 30 1
"1204" "exp1" 12 13 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 608 0 0
"1204" "exp1" 12 14 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 1 395 0 0
"1204" "exp1" 12 15 "graphed-probability" "congruent" 70 30 77 24 70 30 75 25 1 581 77 1
"1204" "exp1" 12 16 "graphed-probability" "congruent" 70 30 77 24 70 30 75 25 1 515 77 1
"1204" "exp1" 12 17 "graphed-probability" "pro-prob" 60 40 45 54 60 40 45 55 1 462 0 0
"1204" "exp1" 12 18 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 423 36 1
"1204" "exp1" 12 19 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 407 35 1
"1204" "exp1" 12 20 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 1 513 0 0
"1204" "exp1" 12 21 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 1 542 16 1
"1204" "exp1" 12 22 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 438 74 1
"1204" "exp1" 12 23 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 1 722 14 1
"1204" "exp1" 12 24 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 495 0 0
"1204" "exp1" 12 25 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 1 494 0 0
"1204" "exp1" 12 26 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 447 30 1
"1204" "exp1" 12 27 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 714 60 1
"1204" "exp1" 12 28 "graphed-probability" "pro-out" 60 40 15 87 60 40 15 85 2 697 0 0
"1204" "exp1" 12 29 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 626 0 0
"1204" "exp1" 12 30 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 1 512 76 1
"1204" "exp1" 12 31 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 501 20 1
"1204" "exp1" 12 32 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 1 506 75 1
"1204" "exp1" 12 33 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 1 415 0 0
"1204" "exp1" 12 34 "graphed-probability" "pro-prob" 80 20 45 56 80 20 45 55 1 389 45 1
"1204" "exp1" 12 35 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 728 60 1
"1204" "exp1" 12 36 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 1 1038 45 1
"1204" "exp1" 12 37 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 461 65 1
"1204" "exp1" 12 38 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 1 663 0 0
"1204" "exp1" 12 39 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 640 43 1
"1204" "exp1" 12 40 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 457 0 0
"1204" "exp1" 12 41 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 1 713 0 0
"1204" "exp1" 12 42 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 2 562 0 0
"1204" "exp1" 12 43 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 521 20 1
"1204" "exp1" 12 44 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 459 0 0
"1204" "exp1" 12 45 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 1202 64 1
"1204" "exp1" 12 46 "graphed-probability" "congruent" 60 40 64 34 60 40 65 35 1 585 64 1
"1204" "exp1" 12 47 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 554 0 0
"1204" "exp1" 12 48 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 1 544 25 1
"1204" "exp1" 12 49 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 442 40 1
"1204" "exp1" 12 50 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 631 0 0
"1204" "exp1" 12 51 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 770 67 1
"1204" "exp1" 12 52 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 1 670 24 1
"1204" "exp1" 12 53 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 495 23 1
"1204" "exp1" 12 54 "graphed-probability" "pro-out" 70 30 23 74 70 30 25 75 1 651 0 0
"1204" "exp1" 12 55 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 813 46 1
"1204" "exp1" 12 56 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 1 856 0 0
"1204" "exp1" 12 57 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 2 828 65 1
"1204" "exp1" 12 58 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 2 607 85 1
"1204" "exp1" 12 59 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 1 572 0 0
"1204" "exp1" 12 60 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 2 752 65 1
"1204" "exp1" 13 1 "graphed-probability" "congruent" 60 40 63 33 60 40 65 35 1 578 0 0
"1204" "exp1" 13 2 "graphed-probability" "congruent" 80 20 76 25 80 20 75 25 1 441 0 0
"1204" "exp1" 13 3 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 361 64 1
"1204" "exp1" 13 4 "graphed-probability" "pro-out" 60 40 13 83 60 40 15 85 2 427 83 1
"1204" "exp1" 13 5 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 2 524 0 0
"1204" "exp1" 13 6 "graphed-probability" "pro-prob" 60 40 44 54 60 40 45 55 1 372 44 1
"1204" "exp1" 13 7 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 1 473 24 1
"1204" "exp1" 13 8 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 2 537 63 1
"1204" "exp1" 13 9 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 1 508 33 1
"1204" "exp1" 13 10 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 2 834 0 0
"1204" "exp1" 13 11 "graphed-probability" "pro-out" 80 20 16 85 80 20 15 85 1 618 16 1
"1204" "exp1" 13 12 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 768 20 1
"1204" "exp1" 13 13 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 598 24 1
"1204" "exp1" 13 14 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 481 0 0
"1204" "exp1" 13 15 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 447 25 1
"1204" "exp1" 13 16 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 524 0 0
"1204" "exp1" 13 17 "graphed-probability" "pro-out" 60 40 36 63 60 40 35 65 1 628 36 1
"1204" "exp1" 13 18 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 637 0 0
"1204" "exp1" 13 19 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 1058 34 1
"1204" "exp1" 13 20 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 753 0 0
"1204" "exp1" 13 21 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 509 30 1
"1204" "exp1" 13 22 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 474 73 1
"1204" "exp1" 13 23 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 2 746 56 1
"1204" "exp1" 13 24 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 581 75 1
"1204" "exp1" 13 25 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 432 46 1
"1204" "exp1" 13 26 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 689 0 0
"1204" "exp1" 13 27 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 476 0 0
"1204" "exp1" 13 28 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 1 924 0 0
"1204" "exp1" 13 29 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 1 620 25 1
"1204" "exp1" 13 30 "graphed-probability" "congruent" 70 30 77 26 70 30 75 25 1 520 77 1
"1204" "exp1" 13 31 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 1 429 27 1
"1204" "exp1" 13 32 "graphed-probability" "pro-out" 70 30 26 75 70 30 25 75 1 653 26 1
"1204" "exp1" 13 33 "graphed-probability" "pro-out" 60 40 35 66 60 40 35 65 2 726 66 1
"1204" "exp1" 13 34 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 804 75 1
"1204" "exp1" 13 35 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 741 20 1
"1204" "exp1" 13 36 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 1 523 15 1
"1204" "exp1" 13 37 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 1 442 46 1
"1204" "exp1" 13 38 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 431 0 0
"1204" "exp1" 13 39 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 1083 0 0
"1204" "exp1" 13 40 "graphed-probability" "pro-prob" 60 40 47 54 60 40 45 55 1 508 47 1
"1204" "exp1" 13 41 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 483 47 1
"1204" "exp1" 13 42 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 1 511 27 1
"1204" "exp1" 13 43 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 877 0 0
"1204" "exp1" 13 44 "graphed-probability" "pro-prob" 70 30 36 63 70 30 35 65 1 526 0 0
"1204" "exp1" 13 45 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 1 565 14 1
"1204" "exp1" 13 46 "graphed-probability" "congruent" 80 20 77 25 80 20 75 25 1 738 77 1
"1204" "exp1" 13 47 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 577 30 1
"1204" "exp1" 13 48 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 436 0 0
"1204" "exp1" 13 49 "graphed-probability" "pro-prob" 70 30 36 66 70 30 35 65 1 382 36 1
"1204" "exp1" 13 50 "graphed-probability" "pro-out" 70 30 25 77 70 30 25 75 1 654 25 1
"1204" "exp1" 13 51 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 826 20 1
"1204" "exp1" 13 52 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 2 754 0 0
"1204" "exp1" 13 53 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 509 74 1
"1204" "exp1" 13 54 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 503 30 1
"1204" "exp1" 13 55 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 1 538 14 1
"1204" "exp1" 13 56 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 537 20 1
"1204" "exp1" 13 57 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 808 60 1
"1204" "exp1" 13 58 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 529 0 0
"1204" "exp1" 13 59 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 1 461 16 1
"1204" "exp1" 13 60 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 716 60 1
"1204" "exp1" 14 1 "graphed-probability" "pro-prob" 60 40 47 55 60 40 45 55 2 772 0 0
"1204" "exp1" 14 2 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 577 0 0
"1204" "exp1" 14 3 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 474 77 1
"1204" "exp1" 14 4 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 573 20 1
"1204" "exp1" 14 5 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 1 436 35 1
"1204" "exp1" 14 6 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 437 0 0
"1204" "exp1" 14 7 "graphed-probability" "pro-prob" 80 20 44 55 80 20 45 55 1 434 0 0
"1204" "exp1" 14 8 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 436 77 1
"1204" "exp1" 14 9 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 1 451 17 1
"1204" "exp1" 14 10 "graphed-probability" "pro-out" 60 40 36 64 60 40 35 65 2 677 0 0
"1204" "exp1" 14 11 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 398 65 1
"1204" "exp1" 14 12 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 1 585 0 0
"1204" "exp1" 14 13 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 1 597 0 0
"1204" "exp1" 14 14 "graphed-probability" "congruent" 60 40 65 35 60 40 65 35 1 676 65 1
"1204" "exp1" 14 15 "graphed-probability" "pro-out" 70 30 27 77 70 30 25 75 1 467 0 0
"1204" "exp1" 14 16 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 2 753 36 1
"1204" "exp1" 14 17 "graphed-probability" "congruent" 80 20 77 24 80 20 75 25 1 540 77 1
"1204" "exp1" 14 18 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 1 474 77 1
"1204" "exp1" 14 19 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 726 0 0
"1204" "exp1" 14 20 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1439 30 1
"1204" "exp1" 14 21 "graphed-probability" "pro-out" 60 40 35 67 60 40 35 65 2 786 67 1
"1204" "exp1" 14 22 "graphed-probability" "pro-out" 60 40 15 87 60 40 15 85 2 678 0 0
"1204" "exp1" 14 23 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 631 67 1
"1204" "exp1" 14 24 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 1 534 16 1
"1204" "exp1" 14 25 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 550 0 0
"1204" "exp1" 14 26 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 1446 76 1
"1204" "exp1" 14 27 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 591 0 0
"1204" "exp1" 14 28 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 672 30 1
"1204" "exp1" 14 29 "graphed-probability" "pro-prob" 80 20 25 74 80 20 25 75 1 921 25 1
"1204" "exp1" 14 30 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 2 1119 85 1
"1204" "exp1" 14 31 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 587 0 0
"1204" "exp1" 14 32 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 2 727 0 0
"1204" "exp1" 14 33 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 761 36 1
"1204" "exp1" 14 34 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 884 20 1
"1204" "exp1" 14 35 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 652 0 0
"1204" "exp1" 14 36 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 2 764 0 0
"1204" "exp1" 14 37 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 1 826 26 1
"1204" "exp1" 14 38 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1116 0 0
"1204" "exp1" 14 39 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 918 67 1
"1204" "exp1" 14 40 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 2 798 85 1
"1204" "exp1" 14 41 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 556 63 1
"1204" "exp1" 14 42 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 813 0 0
"1204" "exp1" 14 43 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 574 20 1
"1204" "exp1" 14 44 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 578 0 0
"1204" "exp1" 14 45 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 1 604 77 1
"1204" "exp1" 14 46 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 1 479 0 0
"1204" "exp1" 14 47 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 1 864 34 1
"1204" "exp1" 14 48 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 745 60 1
"1204" "exp1" 14 49 "graphed-probability" "pro-out" 70 30 23 74 70 30 25 75 1 497 23 1
"1204" "exp1" 14 50 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 2 1035 56 1
"1204" "exp1" 14 51 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 943 24 1
"1204" "exp1" 14 52 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 1 457 23 1
"1204" "exp1" 14 53 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 944 60 1
"1204" "exp1" 14 54 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 544 24 1
"1204" "exp1" 14 55 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 469 0 0
"1204" "exp1" 14 56 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 503 46 1
"1204" "exp1" 14 57 "graphed-probability" "congruent" 60 40 63 35 60 40 65 35 1 528 63 1
"1204" "exp1" 14 58 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 1 540 43 1
"1204" "exp1" 14 59 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 2 781 0 0
"1204" "exp1" 14 60 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 1 535 46 1
"1204" "exp1" 15 1 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 656 0 0
"1204" "exp1" 15 2 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 770 0 0
"1204" "exp1" 15 3 "graphed-probability" "congruent" 80 20 76 24 80 20 75 25 1 424 76 1
"1204" "exp1" 15 4 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 1 482 13 1
"1204" "exp1" 15 5 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 1 986 74 1
"1204" "exp1" 15 6 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 970 20 1
"1204" "exp1" 15 7 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 604 0 0
"1204" "exp1" 15 8 "graphed-probability" "pro-out" 60 40 14 83 60 40 15 85 2 938 0 0
"1204" "exp1" 15 9 "graphed-probability" "pro-out" 70 30 25 74 70 30 25 75 1 759 25 1
"1204" "exp1" 15 10 "graphed-probability" "congruent" 80 20 75 25 80 20 75 25 1 429 75 1
"1204" "exp1" 15 11 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 1 552 24 1
"1204" "exp1" 15 12 "graphed-probability" "pro-prob" 60 40 47 54 60 40 45 55 2 740 54 1
"1204" "exp1" 15 13 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 574 23 1
"1204" "exp1" 15 14 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 1 708 0 0
"1204" "exp1" 15 15 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 495 75 1
"1204" "exp1" 15 16 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 1 556 0 0
"1204" "exp1" 15 17 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 603 74 1
"1204" "exp1" 15 18 "graphed-probability" "congruent" 80 20 77 25 80 20 75 25 1 665 77 1
"1204" "exp1" 15 19 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 1 1246 27 1
"1204" "exp1" 15 20 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 590 67 1
"1204" "exp1" 15 21 "graphed-probability" "pro-prob" 80 20 43 54 80 20 45 55 1 525 0 0
"1204" "exp1" 15 22 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 572 44 1
"1204" "exp1" 15 23 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 1 1015 13 1
"1204" "exp1" 15 24 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 631 64 1
"1204" "exp1" 15 25 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 1 884 15 1
"1204" "exp1" 15 26 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 1 503 24 1
"1204" "exp1" 15 27 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 486 67 1
"1204" "exp1" 15 28 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 1 524 0 0
"1204" "exp1" 15 29 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 758 65 1
"1204" "exp1" 15 30 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 655 0 0
"1204" "exp1" 15 31 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 2 898 0 0
"1204" "exp1" 15 32 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 893 36 1
"1204" "exp1" 15 33 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 1 788 26 1
"1204" "exp1" 15 34 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 2 851 0 0
"1204" "exp1" 15 35 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 818 0 0
"1204" "exp1" 15 36 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 1 518 0 0
"1204" "exp1" 15 37 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 522 0 0
"1204" "exp1" 15 38 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 2 767 0 0
"1204" "exp1" 15 39 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 2 603 85 1
"1204" "exp1" 15 40 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 404 0 0
"1204" "exp1" 15 41 "graphed-probability" "pro-out" 80 20 15 83 80 20 15 85 1 879 0 0
"1204" "exp1" 15 42 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 1 749 33 1
"1204" "exp1" 15 43 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 563 20 1
"1204" "exp1" 15 44 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 2 742 0 0
"1204" "exp1" 15 45 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 1 539 46 1
"1204" "exp1" 15 46 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 521 47 1
"1204" "exp1" 15 47 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 462 75 1
"1204" "exp1" 15 48 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 419 20 1
"1204" "exp1" 15 49 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 1 462 0 0
"1204" "exp1" 15 50 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 507 0 0
"1204" "exp1" 15 51 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 764 0 0
"1204" "exp1" 15 52 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 1 573 34 1
"1204" "exp1" 15 53 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 2 622 65 1
"1204" "exp1" 15 54 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 2 669 0 0
"1204" "exp1" 15 55 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 639 0 0
"1204" "exp1" 15 56 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 1 583 16 1
"1204" "exp1" 15 57 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 654 40 1
"1204" "exp1" 15 58 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 690 70 1
"1204" "exp1" 15 59 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 556 65 1
"1204" "exp1" 15 60 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 1 693 44 1
"1204" "exp1" 16 1 "graphed-probability" "congruent" 60 40 63 35 60 40 65 35 1 566 0 0
"1204" "exp1" 16 2 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 1 555 0 0
"1204" "exp1" 16 3 "graphed-probability" "congruent" 70 30 77 24 70 30 75 25 1 521 0 0
"1204" "exp1" 16 4 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 566 40 1
"1204" "exp1" 16 5 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 385 30 1
"1204" "exp1" 16 6 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 1 497 35 1
"1204" "exp1" 16 7 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 2 648 0 0
"1204" "exp1" 16 8 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 581 0 0
"1204" "exp1" 16 9 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 1 605 26 1
"1204" "exp1" 16 10 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 2 613 0 0
"1204" "exp1" 16 11 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 497 60 1
"1204" "exp1" 16 12 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 1 977 33 1
"1204" "exp1" 16 13 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 2 599 65 1
"1204" "exp1" 16 14 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 631 43 1
"1204" "exp1" 16 15 "graphed-probability" "pro-out" 80 20 15 83 80 20 15 85 1 410 0 0
"1204" "exp1" 16 16 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 461 20 1
"1204" "exp1" 16 17 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 1 466 23 1
"1204" "exp1" 16 18 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 1 409 0 0
"1204" "exp1" 16 19 "graphed-probability" "pro-out" 70 30 26 75 70 30 25 75 1 533 0 0
"1204" "exp1" 16 20 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 1 492 77 1
"1204" "exp1" 16 21 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 1 415 26 1
"1204" "exp1" 16 22 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 438 20 1
"1204" "exp1" 16 23 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 723 73 1
"1204" "exp1" 16 24 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 909 0 0
"1204" "exp1" 16 25 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 598 0 0
"1204" "exp1" 16 26 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 2 742 0 0
"1204" "exp1" 16 27 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 630 0 0
"1204" "exp1" 16 28 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 1 477 14 1
"1204" "exp1" 16 29 "graphed-probability" "pro-prob" 60 40 45 54 60 40 45 55 1 479 0 0
"1204" "exp1" 16 30 "graphed-probability" "pro-prob" 80 20 43 54 80 20 45 55 1 468 43 1
"1204" "exp1" 16 31 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 1 474 76 1
"1204" "exp1" 16 32 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 527 66 1
"1204" "exp1" 16 33 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 537 0 0
"1204" "exp1" 16 34 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 441 0 0
"1204" "exp1" 16 35 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 691 65 1
"1204" "exp1" 16 36 "graphed-probability" "congruent" 70 30 77 24 70 30 75 25 1 657 0 0
"1204" "exp1" 16 37 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 854 60 1
"1204" "exp1" 16 38 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 2 561 0 0
"1204" "exp1" 16 39 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 1 635 24 1
"1204" "exp1" 16 40 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 1 466 24 1
"1204" "exp1" 16 41 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 1 571 34 1
"1204" "exp1" 16 42 "graphed-probability" "congruent" 80 20 73 25 80 20 75 25 1 738 0 0
"1204" "exp1" 16 43 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 511 0 0
"1204" "exp1" 16 44 "graphed-probability" "pro-prob" 80 20 43 54 80 20 45 55 1 527 43 1
"1204" "exp1" 16 45 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 1 476 0 0
"1204" "exp1" 16 46 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 491 84 1
"1204" "exp1" 16 47 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 2 820 0 0
"1204" "exp1" 16 48 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 1 781 46 1
"1204" "exp1" 16 49 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 469 20 1
"1204" "exp1" 16 50 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 414 36 1
"1204" "exp1" 16 51 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 346 87 1
"1204" "exp1" 16 52 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 444 67 1
"1204" "exp1" 16 53 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 444 37 1
"1204" "exp1" 16 54 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 1 360 14 1
"1204" "exp1" 16 55 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 422 0 0
"1204" "exp1" 16 56 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 2 573 0 0
"1204" "exp1" 16 57 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 436 0 0
"1204" "exp1" 16 58 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 315 63 1
"1204" "exp1" 16 59 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 329 64 1
"1204" "exp1" 16 60 "graphed-probability" "congruent" 70 30 66 34 70 30 65 35 1 300 0 0
"1204" "exp1" 17 1 "graphed-probability" "pro-out" 70 30 26 75 70 30 25 75 1 679 26 1
"1204" "exp1" 17 2 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 1 412 16 1
"1204" "exp1" 17 3 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 552 74 1
"1204" "exp1" 17 4 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 444 0 0
"1204" "exp1" 17 5 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 1 412 36 1
"1204" "exp1" 17 6 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 386 67 1
"1204" "exp1" 17 7 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 370 20 1
"1204" "exp1" 17 8 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 587 66 1
"1204" "exp1" 17 9 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 406 40 1
"1204" "exp1" 17 10 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 449 20 1
"1204" "exp1" 17 11 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 1 377 26 1
"1204" "exp1" 17 12 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 816 0 0
"1204" "exp1" 17 13 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 433 63 1
"1204" "exp1" 17 14 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 474 64 1
"1204" "exp1" 17 15 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 1 1065 43 1
"1204" "exp1" 17 16 "graphed-probability" "pro-out" 60 40 13 85 60 40 15 85 2 585 0 0
"1204" "exp1" 17 17 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 453 0 0
"1204" "exp1" 17 18 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 460 44 1
"1204" "exp1" 17 19 "graphed-probability" "pro-out" 60 40 35 67 60 40 35 65 2 635 67 1
"1204" "exp1" 17 20 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 1 540 13 1
"1204" "exp1" 17 21 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 1 562 0 0
"1204" "exp1" 17 22 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 1 468 13 1
"1204" "exp1" 17 23 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 541 63 1
"1204" "exp1" 17 24 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 1 435 34 1
"1204" "exp1" 17 25 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 487 30 1
"1204" "exp1" 17 26 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 483 30 1
"1204" "exp1" 17 27 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 458 0 0
"1204" "exp1" 17 28 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 1 426 26 1
"1204" "exp1" 17 29 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 345 46 1
"1204" "exp1" 17 30 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 510 23 1
"1204" "exp1" 17 31 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 622 0 0
"1204" "exp1" 17 32 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 389 46 1
"1204" "exp1" 17 33 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 445 76 1
"1204" "exp1" 17 34 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 1 595 35 1
"1204" "exp1" 17 35 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 287 0 0
"1204" "exp1" 17 36 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 535 0 0
"1204" "exp1" 17 37 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 2 291 23 1
"1204" "exp1" 17 38 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 704 20 1
"1204" "exp1" 17 39 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 535 0 0
"1204" "exp1" 17 40 "graphed-probability" "pro-prob" 80 20 44 56 80 20 45 55 1 457 44 1
"1204" "exp1" 17 41 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 547 23 1
"1204" "exp1" 17 42 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 1 405 26 1
"1204" "exp1" 17 43 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 404 74 1
"1204" "exp1" 17 44 "graphed-probability" "pro-out" 60 40 15 86 60 40 15 85 2 734 86 1
"1204" "exp1" 17 45 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 443 77 1
"1204" "exp1" 17 46 "graphed-probability" "pro-out" 60 40 15 87 60 40 15 85 2 681 0 0
"1204" "exp1" 17 47 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 1 532 46 1
"1204" "exp1" 17 48 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 1 395 43 1
"1204" "exp1" 17 49 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 721 34 1
"1204" "exp1" 17 50 "graphed-probability" "congruent" 70 30 77 24 70 30 75 25 1 639 77 1
"1204" "exp1" 17 51 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 2 893 0 0
"1204" "exp1" 17 52 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 447 63 1
"1204" "exp1" 17 53 "graphed-probability" "pro-out" 70 30 26 77 70 30 25 75 1 480 26 1
"1204" "exp1" 17 54 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 512 40 1
"1204" "exp1" 17 55 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 433 0 0
"1204" "exp1" 17 56 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 1 875 36 1
"1204" "exp1" 17 57 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 1 479 16 1
"1204" "exp1" 17 58 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 1 576 0 0
"1204" "exp1" 17 59 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 1 503 25 1
"1204" "exp1" 17 60 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 603 30 1
"1204" "exp1" 18 1 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 2 904 84 1
"1204" "exp1" 18 2 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 1 563 25 1
"1204" "exp1" 18 3 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 1 420 0 0
"1204" "exp1" 18 4 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 454 35 1
"1204" "exp1" 18 5 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 407 77 1
"1204" "exp1" 18 6 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 1 366 23 1
"1204" "exp1" 18 7 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 373 20 1
"1204" "exp1" 18 8 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 416 0 0
"1204" "exp1" 18 9 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 639 63 1
"1204" "exp1" 18 10 "graphed-probability" "pro-prob" 80 20 23 75 80 20 25 75 1 438 23 1
"1204" "exp1" 18 11 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 424 0 0
"1204" "exp1" 18 12 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 339 0 0
"1204" "exp1" 18 13 "graphed-probability" "pro-out" 80 20 15 86 80 20 15 85 2 371 86 1
"1204" "exp1" 18 14 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 464 30 1
"1204" "exp1" 18 15 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 1 453 0 0
"1204" "exp1" 18 16 "graphed-probability" "congruent" 70 30 63 37 70 30 65 35 1 446 63 1
"1204" "exp1" 18 17 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 1 394 17 1
"1204" "exp1" 18 18 "graphed-probability" "congruent" 80 20 76 24 80 20 75 25 1 450 76 1
"1204" "exp1" 18 19 "graphed-probability" "pro-out" 60 40 35 66 60 40 35 65 2 754 66 1
"1204" "exp1" 18 20 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 483 0 0
"1204" "exp1" 18 21 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 546 0 0
"1204" "exp1" 18 22 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 459 0 0
"1204" "exp1" 18 23 "graphed-probability" "pro-out" 60 40 14 83 60 40 15 85 2 743 83 1
"1204" "exp1" 18 24 "graphed-probability" "pro-prob" 80 20 25 74 80 20 25 75 1 491 25 1
"1204" "exp1" 18 25 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 571 0 0
"1204" "exp1" 18 26 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 1 909 14 1
"1204" "exp1" 18 27 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 809 47 1
"1204" "exp1" 18 28 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 660 20 1
"1204" "exp1" 18 29 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 1 858 0 0
"1204" "exp1" 18 30 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 1 573 23 1
"1204" "exp1" 18 31 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 597 43 1
"1204" "exp1" 18 32 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 1 556 14 1
"1204" "exp1" 18 33 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 2 932 53 1
"1204" "exp1" 18 34 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 815 60 1
"1204" "exp1" 18 35 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 459 77 1
"1204" "exp1" 18 36 "graphed-probability" "congruent" 80 20 76 24 80 20 75 25 1 521 76 1
"1204" "exp1" 18 37 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 457 65 1
"1204" "exp1" 18 38 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 1 516 27 1
"1204" "exp1" 18 39 "graphed-probability" "pro-out" 70 30 27 77 70 30 25 75 1 628 0 0
"1204" "exp1" 18 40 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 1 1175 46 1
"1204" "exp1" 18 41 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 735 66 1
"1204" "exp1" 18 42 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 549 75 1
"1204" "exp1" 18 43 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 1 862 45 1
"1204" "exp1" 18 44 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 1 1249 46 1
"1204" "exp1" 18 45 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 852 0 0
"1204" "exp1" 18 46 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 923 34 1
"1204" "exp1" 18 47 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 682 0 0
"1204" "exp1" 18 48 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 2 1013 0 0
"1204" "exp1" 18 49 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 639 74 1
"1204" "exp1" 18 50 "graphed-probability" "pro-prob" 70 30 34 66 70 30 35 65 1 972 34 1
"1204" "exp1" 18 51 "graphed-probability" "pro-out" 60 40 36 63 60 40 35 65 2 502 63 1
"1204" "exp1" 18 52 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 573 20 1
"1204" "exp1" 18 53 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 1 525 17 1
"1204" "exp1" 18 54 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 456 77 1
"1204" "exp1" 18 55 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 465 65 1
"1204" "exp1" 18 56 "graphed-probability" "pro-prob" 80 20 23 75 80 20 25 75 1 457 23 1
"1204" "exp1" 18 57 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 360 0 0
"1204" "exp1" 18 58 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 2 747 0 0
"1204" "exp1" 18 59 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 1 432 43 1
"1204" "exp1" 18 60 "graphed-probability" "congruent" 60 40 64 37 60 40 65 35 1 523 0 0
"1204" "exp1" 19 1 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 2 580 67 1
"1204" "exp1" 19 2 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 1 853 43 1
"1204" "exp1" 19 3 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 1 451 67 1
"1204" "exp1" 19 4 "graphed-probability" "pro-out" 70 30 27 77 70 30 25 75 1 416 27 1
"1204" "exp1" 19 5 "graphed-probability" "pro-out" 70 30 27 77 70 30 25 75 1 375 0 0
"1204" "exp1" 19 6 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 1 456 45 1
"1204" "exp1" 19 7 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 412 76 1
"1204" "exp1" 19 8 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 1 396 0 0
"1204" "exp1" 19 9 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 558 0 0
"1204" "exp1" 19 10 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 412 45 1
"1204" "exp1" 19 11 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 528 40 1
"1204" "exp1" 19 12 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 451 30 1
"1204" "exp1" 19 13 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 459 40 1
"1204" "exp1" 19 14 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 466 67 1
"1204" "exp1" 19 15 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 420 0 0
"1204" "exp1" 19 16 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 388 66 1
"1204" "exp1" 19 17 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 424 0 0
"1204" "exp1" 19 18 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 1 482 26 1
"1204" "exp1" 19 19 "graphed-probability" "pro-prob" 70 30 36 63 70 30 35 65 1 404 36 1
"1204" "exp1" 19 20 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 396 20 1
"1204" "exp1" 19 21 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 2 502 83 1
"1204" "exp1" 19 22 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 1 389 16 1
"1204" "exp1" 19 23 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 2 541 0 0
"1204" "exp1" 19 24 "graphed-probability" "congruent" 70 30 75 27 70 30 75 25 1 452 75 1
"1204" "exp1" 19 25 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 1 505 17 1
"1204" "exp1" 19 26 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 417 36 1
"1204" "exp1" 19 27 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 1 490 0 0
"1204" "exp1" 19 28 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 1 463 45 1
"1204" "exp1" 19 29 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 1 932 46 1
"1204" "exp1" 19 30 "graphed-probability" "congruent" 80 20 73 25 80 20 75 25 1 419 73 1
"1204" "exp1" 19 31 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 416 0 0
"1204" "exp1" 19 32 "graphed-probability" "pro-prob" 80 20 25 74 80 20 25 75 1 368 25 1
"1204" "exp1" 19 33 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 356 74 1
"1204" "exp1" 19 34 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 645 64 1
"1204" "exp1" 19 35 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 392 40 1
"1204" "exp1" 19 36 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 351 47 1
"1204" "exp1" 19 37 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 655 20 1
"1204" "exp1" 19 38 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 373 0 0
"1204" "exp1" 19 39 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 1 504 34 1
"1204" "exp1" 19 40 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 1 329 34 1
"1204" "exp1" 19 41 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 1 444 35 1
"1204" "exp1" 19 42 "graphed-probability" "congruent" 60 40 63 33 60 40 65 35 1 515 63 1
"1204" "exp1" 19 43 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 702 73 1
"1204" "exp1" 19 44 "graphed-probability" "pro-prob" 80 20 43 56 80 20 45 55 1 412 43 1
"1204" "exp1" 19 45 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 571 0 0
"1204" "exp1" 19 46 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 399 0 0
"1204" "exp1" 19 47 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 1 305 26 1
"1204" "exp1" 19 48 "graphed-probability" "pro-prob" 80 20 43 56 80 20 45 55 1 340 0 0
"1204" "exp1" 19 49 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 346 73 1
"1204" "exp1" 19 50 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 2 469 0 0
"1204" "exp1" 19 51 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 458 67 1
"1204" "exp1" 19 52 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 305 0 0
"1204" "exp1" 19 53 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 395 63 1
"1204" "exp1" 19 54 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 2 983 0 0
"1204" "exp1" 19 55 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 2 489 66 1
"1204" "exp1" 19 56 "graphed-probability" "pro-out" 70 30 23 77 70 30 25 75 1 492 23 1
"1204" "exp1" 19 57 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 527 30 1
"1204" "exp1" 19 58 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 606 60 1
"1204" "exp1" 19 59 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 1 431 17 1
"1204" "exp1" 19 60 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 2 593 0 0
"1204" "exp1" 20 1 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 825 0 0
"1204" "exp1" 20 2 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 439 24 1
"1204" "exp1" 20 3 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 457 74 1
"1204" "exp1" 20 4 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 387 67 1
"1204" "exp1" 20 5 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 455 0 0
"1204" "exp1" 20 6 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 404 67 1
"1204" "exp1" 20 7 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 1 513 0 0
"1204" "exp1" 20 8 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 1 644 0 0
"1204" "exp1" 20 9 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 1 431 0 0
"1204" "exp1" 20 10 "graphed-probability" "congruent" 80 20 77 24 80 20 75 25 1 468 77 1
"1204" "exp1" 20 11 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 1 656 0 0
"1204" "exp1" 20 12 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 422 0 0
"1204" "exp1" 20 13 "graphed-probability" "pro-prob" 70 30 36 63 70 30 35 65 1 489 0 0
"1204" "exp1" 20 14 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 395 0 0
"1204" "exp1" 20 15 "graphed-probability" "pro-out" 60 40 15 86 60 40 15 85 1 523 15 1
"1204" "exp1" 20 16 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 1 674 16 1
"1204" "exp1" 20 17 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 1 704 35 1
"1204" "exp1" 20 18 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 2 908 0 0
"1204" "exp1" 20 19 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 484 75 1
"1204" "exp1" 20 20 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 2 1002 0 0
"1204" "exp1" 20 21 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 1 546 27 1
"1204" "exp1" 20 22 "graphed-probability" "pro-out" 80 20 16 85 80 20 15 85 1 499 16 1
"1204" "exp1" 20 23 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 514 20 1
"1204" "exp1" 20 24 "graphed-probability" "pro-out" 60 40 36 64 60 40 35 65 1 556 36 1
"1204" "exp1" 20 25 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 547 60 1
"1204" "exp1" 20 26 "graphed-probability" "pro-prob" 80 20 45 56 80 20 45 55 1 557 0 0
"1204" "exp1" 20 27 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 693 0 0
"1204" "exp1" 20 28 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 550 0 0
"1204" "exp1" 20 29 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 1 1449 43 1
"1204" "exp1" 20 30 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 724 23 1
"1204" "exp1" 20 31 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 786 0 0
"1204" "exp1" 20 32 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 1 577 17 1
"1204" "exp1" 20 33 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 388 20 1
"1204" "exp1" 20 34 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 567 0 0
"1204" "exp1" 20 35 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 524 30 1
"1204" "exp1" 20 36 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 1 528 0 0
"1204" "exp1" 20 37 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 726 77 1
"1204" "exp1" 20 38 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 1329 35 1
"1204" "exp1" 20 39 "graphed-probability" "congruent" 80 20 74 26 80 20 75 25 1 461 74 1
"1204" "exp1" 20 40 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 474 0 0
"1204" "exp1" 20 41 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 1 510 35 1
"1204" "exp1" 20 42 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 654 60 1
"1204" "exp1" 20 43 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 590 0 0
"1204" "exp1" 20 44 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 2 760 0 0
"1204" "exp1" 20 45 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 2 571 85 1
"1204" "exp1" 20 46 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1169 30 1
"1204" "exp1" 20 47 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 786 0 0
"1204" "exp1" 20 48 "graphed-probability" "pro-out" 70 30 23 74 70 30 25 75 2 880 0 0
"1204" "exp1" 20 49 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 729 0 0
"1204" "exp1" 20 50 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 1 1141 0 0
"1204" "exp1" 20 51 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 2 1342 0 0
"1204" "exp1" 20 52 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 674 30 1
"1204" "exp1" 20 53 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 449 74 1
"1204" "exp1" 20 54 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 1 432 45 1
"1204" "exp1" 20 55 "graphed-probability" "congruent" 60 40 64 34 60 40 65 35 1 882 0 0
"1204" "exp1" 20 56 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 1 1061 0 0
"1204" "exp1" 20 57 "graphed-probability" "pro-out" 70 30 25 77 70 30 25 75 1 1169 25 1
"1204" "exp1" 20 58 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 516 0 0
"1204" "exp1" 20 59 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 2 771 0 0
"1204" "exp1" 20 60 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 2 662 0 0
"1205" "exp1" 1 1 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 1 729 43 1
"1205" "exp1" 1 2 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 613 47 1
"1205" "exp1" 1 3 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 1 658 0 0
"1205" "exp1" 1 4 "graphed-probability" "pro-out" 60 40 14 83 60 40 15 85 2 686 83 1
"1205" "exp1" 1 5 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1425 40 1
"1205" "exp1" 1 6 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 591 76 1
"1205" "exp1" 1 7 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 1 1059 0 0
"1205" "exp1" 1 8 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 1 725 43 1
"1205" "exp1" 1 9 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1943 20 1
"1205" "exp1" 1 10 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 1 1092 13 1
"1205" "exp1" 1 11 "graphed-probability" "pro-out" 60 40 35 66 60 40 35 65 1 574 35 1
"1205" "exp1" 1 12 "graphed-probability" "pro-prob" 70 30 37 63 70 30 35 65 1 621 37 1
"1205" "exp1" 1 13 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 1121 35 1
"1205" "exp1" 1 14 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 1 752 36 1
"1205" "exp1" 1 15 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 915 30 1
"1205" "exp1" 1 16 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 718 0 0
"1205" "exp1" 1 17 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 2 3378 63 1
"1205" "exp1" 1 18 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 1 957 25 1
"1205" "exp1" 1 19 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 977 0 0
"1205" "exp1" 1 20 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 1 986 25 1
"1205" "exp1" 1 21 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 976 35 1
"1205" "exp1" 1 22 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 672 63 1
"1205" "exp1" 1 23 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 1 818 24 1
"1205" "exp1" 1 24 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 927 0 0
"1205" "exp1" 1 25 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 689 67 1
"1205" "exp1" 1 26 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 560 63 1
"1205" "exp1" 1 27 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 1 721 76 1
"1205" "exp1" 1 28 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 1 566 24 1
"1205" "exp1" 1 29 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 751 0 0
"1205" "exp1" 1 30 "graphed-probability" "congruent" 70 30 66 37 70 30 65 35 1 3020 0 0
"1205" "exp1" 1 31 "graphed-probability" "pro-prob" 80 20 43 56 80 20 45 55 1 7189 0 0
"1205" "exp1" 1 32 "graphed-probability" "congruent" 80 20 73 25 80 20 75 25 1 4310 73 1
"1205" "exp1" 1 33 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 1 624 0 0
"1205" "exp1" 1 34 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1170 0 0
"1205" "exp1" 1 35 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 1 3220 47 1
"1205" "exp1" 1 36 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1360 0 0
"1205" "exp1" 1 37 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 573 74 1
"1205" "exp1" 1 38 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 1 943 13 1
"1205" "exp1" 1 39 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 1 575 26 1
"1205" "exp1" 1 40 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 562 40 1
"1205" "exp1" 1 41 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 2 1514 84 1
"1205" "exp1" 1 42 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1619 20 1
"1205" "exp1" 1 43 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 835 20 1
"1205" "exp1" 1 44 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 476 75 1
"1205" "exp1" 1 45 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 553 0 0
"1205" "exp1" 1 46 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1259 0 0
"1205" "exp1" 1 47 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 1 1470 34 1
"1205" "exp1" 1 48 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 537 0 0
"1205" "exp1" 1 49 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 691 30 1
"1205" "exp1" 1 50 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 1023 0 0
"1205" "exp1" 1 51 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 1 1578 0 0
"1205" "exp1" 1 52 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 1697 13 1
"1205" "exp1" 1 53 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 2 2408 0 0
"1205" "exp1" 1 54 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 2 630 85 1
"1205" "exp1" 1 55 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 1 766 75 1
"1205" "exp1" 1 56 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1203 40 1
"1205" "exp1" 1 57 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 778 47 1
"1205" "exp1" 1 58 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 1 921 67 1
"1205" "exp1" 1 59 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 1 890 16 1
"1205" "exp1" 1 60 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 804 0 0
"1205" "exp1" 2 1 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 700 0 0
"1205" "exp1" 2 2 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1738 40 1
"1205" "exp1" 2 3 "graphed-probability" "congruent" 80 20 77 24 80 20 75 25 1 933 77 1
"1205" "exp1" 2 4 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 2064 0 0
"1205" "exp1" 2 5 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 669 73 1
"1205" "exp1" 2 6 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 1 690 27 1
"1205" "exp1" 2 7 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 716 66 1
"1205" "exp1" 2 8 "graphed-probability" "pro-prob" 70 30 36 63 70 30 35 65 1 577 36 1
"1205" "exp1" 2 9 "graphed-probability" "pro-prob" 80 20 43 56 80 20 45 55 1 549 43 1
"1205" "exp1" 2 10 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 1 838 34 1
"1205" "exp1" 2 11 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 1 553 24 1
"1205" "exp1" 2 12 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 682 47 1
"1205" "exp1" 2 13 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 1 1029 27 1
"1205" "exp1" 2 14 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 684 0 0
"1205" "exp1" 2 15 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 837 35 1
"1205" "exp1" 2 16 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 779 20 1
"1205" "exp1" 2 17 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1590 0 0
"1205" "exp1" 2 18 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 1 1816 0 0
"1205" "exp1" 2 19 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 1 546 16 1
"1205" "exp1" 2 20 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 532 73 1
"1205" "exp1" 2 21 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 1 540 75 1
"1205" "exp1" 2 22 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 537 75 1
"1205" "exp1" 2 23 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 560 0 0
"1205" "exp1" 2 24 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 2 1362 0 0
"1205" "exp1" 2 25 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 1784 45 1
"1205" "exp1" 2 26 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 980 30 1
"1205" "exp1" 2 27 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 1 788 14 1
"1205" "exp1" 2 28 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 2226 0 0
"1205" "exp1" 2 29 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 705 0 0
"1205" "exp1" 2 30 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1277 30 1
"1205" "exp1" 2 31 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 698 65 1
"1205" "exp1" 2 32 "graphed-probability" "pro-out" 70 30 23 74 70 30 25 75 1 934 0 0
"1205" "exp1" 2 33 "graphed-probability" "pro-out" 80 20 16 85 80 20 15 85 1 958 16 1
"1205" "exp1" 2 34 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 1901 44 1
"1205" "exp1" 2 35 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 1 1147 0 0
"1205" "exp1" 2 36 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 1 4155 0 0
"1205" "exp1" 2 37 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 606 64 1
"1205" "exp1" 2 38 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 2 3481 66 1
"1205" "exp1" 2 39 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1206 30 1
"1205" "exp1" 2 40 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 580 66 1
"1205" "exp1" 2 41 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 678 0 0
"1205" "exp1" 2 42 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1817 30 1
"1205" "exp1" 2 43 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 1 614 0 0
"1205" "exp1" 2 44 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 2 1673 84 1
"1205" "exp1" 2 45 "graphed-probability" "pro-prob" 80 20 23 75 80 20 25 75 1 697 23 1
"1205" "exp1" 2 46 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 930 0 0
"1205" "exp1" 2 47 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 2 1102 87 1
"1205" "exp1" 2 48 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 2 3788 65 1
"1205" "exp1" 2 49 "graphed-probability" "pro-prob" 80 20 25 74 80 20 25 75 1 1029 0 0
"1205" "exp1" 2 50 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 588 75 1
"1205" "exp1" 2 51 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 1750 34 1
"1205" "exp1" 2 52 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 1306 36 1
"1205" "exp1" 2 53 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 652 46 1
"1205" "exp1" 2 54 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 516 67 1
"1205" "exp1" 2 55 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 2715 40 1
"1205" "exp1" 2 56 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 1 551 14 1
"1205" "exp1" 2 57 "graphed-probability" "pro-prob" 80 20 25 76 80 20 25 75 1 939 25 1
"1205" "exp1" 2 58 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 1105 0 0
"1205" "exp1" 2 59 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 1 856 25 1
"1205" "exp1" 2 60 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 2 2225 0 0
"1205" "exp1" 3 1 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 2000 60 1
"1205" "exp1" 3 2 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 1 780 43 1
"1205" "exp1" 3 3 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 1 2466 43 1
"1205" "exp1" 3 4 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 2 1146 0 0
"1205" "exp1" 3 5 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 1 3145 16 1
"1205" "exp1" 3 6 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 2 1338 86 1
"1205" "exp1" 3 7 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 8945 40 1
"1205" "exp1" 3 8 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 1242 75 1
"1205" "exp1" 3 9 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 788 63 1
"1205" "exp1" 3 10 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 1 1212 17 1
"1205" "exp1" 3 11 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 1 568 36 1
"1205" "exp1" 3 12 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 767 74 1
"1205" "exp1" 3 13 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 595 0 0
"1205" "exp1" 3 14 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 1 950 46 1
"1205" "exp1" 3 15 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 1 707 76 1
"1205" "exp1" 3 16 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 739 74 1
"1205" "exp1" 3 17 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 1 529 26 1
"1205" "exp1" 3 18 "graphed-probability" "pro-prob" 60 40 47 54 60 40 45 55 1 2529 0 0
"1205" "exp1" 3 19 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1348 30 1
"1205" "exp1" 3 20 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1994 40 1
"1205" "exp1" 3 21 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1182 30 1
"1205" "exp1" 3 22 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 966 44 1
"1205" "exp1" 3 23 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 1046 67 1
"1205" "exp1" 3 24 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 1 1105 17 1
"1205" "exp1" 3 25 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 1 879 0 0
"1205" "exp1" 3 26 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 608 0 0
"1205" "exp1" 3 27 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 886 0 0
"1205" "exp1" 3 28 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1136 20 1
"1205" "exp1" 3 29 "graphed-probability" "congruent" 70 30 77 26 70 30 75 25 1 984 77 1
"1205" "exp1" 3 30 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 650 0 0
"1205" "exp1" 3 31 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 841 0 0
"1205" "exp1" 3 32 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 977 20 1
"1205" "exp1" 3 33 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 2 2508 0 0
"1205" "exp1" 3 34 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 986 20 1
"1205" "exp1" 3 35 "graphed-probability" "pro-prob" 60 40 45 54 60 40 45 55 1 2040 45 1
"1205" "exp1" 3 36 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 1107 63 1
"1205" "exp1" 3 37 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 787 47 1
"1205" "exp1" 3 38 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 1 1485 16 1
"1205" "exp1" 3 39 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 1539 87 1
"1205" "exp1" 3 40 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1553 20 1
"1205" "exp1" 3 41 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 2 1004 0 0
"1205" "exp1" 3 42 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 1 910 0 0
"1205" "exp1" 3 43 "graphed-probability" "pro-prob" 80 20 27 74 80 20 25 75 1 1532 0 0
"1205" "exp1" 3 44 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 1 1580 37 1
"1205" "exp1" 3 45 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 699 0 0
"1205" "exp1" 3 46 "graphed-probability" "pro-out" 60 40 34 66 60 40 35 65 1 1820 0 0
"1205" "exp1" 3 47 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 654 65 1
"1205" "exp1" 3 48 "graphed-probability" "pro-prob" 80 20 25 76 80 20 25 75 1 2216 25 1
"1205" "exp1" 3 49 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 970 0 0
"1205" "exp1" 3 50 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 2787 30 1
"1205" "exp1" 3 51 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 1 730 37 1
"1205" "exp1" 3 52 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 765 0 0
"1205" "exp1" 3 53 "graphed-probability" "pro-out" 60 40 37 65 60 40 35 65 1 939 37 1
"1205" "exp1" 3 54 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 1 1981 25 1
"1205" "exp1" 3 55 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 1 1142 0 0
"1205" "exp1" 3 56 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 1 709 26 1
"1205" "exp1" 3 57 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 2 1453 0 0
"1205" "exp1" 3 58 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 1 522 36 1
"1205" "exp1" 3 59 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 516 0 0
"1205" "exp1" 3 60 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 1 606 0 0
"1205" "exp1" 4 1 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 1 794 24 1
"1205" "exp1" 4 2 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 1 405 27 1
"1205" "exp1" 4 3 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1213 40 1
"1205" "exp1" 4 4 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 993 0 0
"1205" "exp1" 4 5 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 2 2928 0 0
"1205" "exp1" 4 6 "graphed-probability" "pro-prob" 80 20 44 56 80 20 45 55 1 4165 44 1
"1205" "exp1" 4 7 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 5096 47 1
"1205" "exp1" 4 8 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 2 4462 0 0
"1205" "exp1" 4 9 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 1758 45 1
"1205" "exp1" 4 10 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1234 0 0
"1205" "exp1" 4 11 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 622 77 1
"1205" "exp1" 4 12 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 631 0 0
"1205" "exp1" 4 13 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 670 40 1
"1205" "exp1" 4 14 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 493 75 1
"1205" "exp1" 4 15 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 447 30 1
"1205" "exp1" 4 16 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 1 640 0 0
"1205" "exp1" 4 17 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 1 452 14 1
"1205" "exp1" 4 18 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 1 560 17 1
"1205" "exp1" 4 19 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 605 0 0
"1205" "exp1" 4 20 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 1 1729 0 0
"1205" "exp1" 4 21 "graphed-probability" "pro-prob" 70 30 37 63 70 30 35 65 1 1893 37 1
"1205" "exp1" 4 22 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 902 35 1
"1205" "exp1" 4 23 "graphed-probability" "congruent" 60 40 64 34 60 40 65 35 1 1760 64 1
"1205" "exp1" 4 24 "graphed-probability" "pro-out" 70 30 23 77 70 30 25 75 1 2042 23 1
"1205" "exp1" 4 25 "graphed-probability" "pro-out" 80 20 15 83 80 20 15 85 1 1163 15 1
"1205" "exp1" 4 26 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 976 20 1
"1205" "exp1" 4 27 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 1 691 24 1
"1205" "exp1" 4 28 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 2 2599 67 1
"1205" "exp1" 4 29 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 2 1548 86 1
"1205" "exp1" 4 30 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 606 30 1
"1205" "exp1" 4 31 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 768 45 1
"1205" "exp1" 4 32 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 740 0 0
"1205" "exp1" 4 33 "graphed-probability" "pro-out" 60 40 36 63 60 40 35 65 1 3679 36 1
"1205" "exp1" 4 34 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 856 73 1
"1205" "exp1" 4 35 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 810 20 1
"1205" "exp1" 4 36 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 1 2075 0 0
"1205" "exp1" 4 37 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 2 1163 0 0
"1205" "exp1" 4 38 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1506 40 1
"1205" "exp1" 4 39 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 1 678 0 0
"1205" "exp1" 4 40 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 943 0 0
"1205" "exp1" 4 41 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 644 0 0
"1205" "exp1" 4 42 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 1 630 0 0
"1205" "exp1" 4 43 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 1 666 0 0
"1205" "exp1" 4 44 "graphed-probability" "congruent" 60 40 67 33 60 40 65 35 1 612 67 1
"1205" "exp1" 4 45 "graphed-probability" "pro-prob" 60 40 47 55 60 40 45 55 1 453 0 0
"1205" "exp1" 4 46 "graphed-probability" "pro-prob" 80 20 25 76 80 20 25 75 1 566 25 1
"1205" "exp1" 4 47 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 1 493 44 1
"1205" "exp1" 4 48 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 1 483 43 1
"1205" "exp1" 4 49 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 471 64 1
"1205" "exp1" 4 50 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 535 67 1
"1205" "exp1" 4 51 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 557 75 1
"1205" "exp1" 4 52 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 698 66 1
"1205" "exp1" 4 53 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 692 40 1
"1205" "exp1" 4 54 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 535 20 1
"1205" "exp1" 4 55 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 545 76 1
"1205" "exp1" 4 56 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 1 459 76 1
"1205" "exp1" 4 57 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 1 388 24 1
"1205" "exp1" 4 58 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 505 45 1
"1205" "exp1" 4 59 "graphed-probability" "pro-out" 60 40 37 65 60 40 35 65 1 1624 0 0
"1205" "exp1" 4 60 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 622 64 1
"1205" "exp1" 5 1 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 758 40 1
"1205" "exp1" 5 2 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 614 20 1
"1205" "exp1" 5 3 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 1 499 0 0
"1205" "exp1" 5 4 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 1 381 24 1
"1205" "exp1" 5 5 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 682 0 0
"1205" "exp1" 5 6 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 1 619 43 1
"1205" "exp1" 5 7 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 473 65 1
"1205" "exp1" 5 8 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1439 0 0
"1205" "exp1" 5 9 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 1 461 24 1
"1205" "exp1" 5 10 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 1 525 0 0
"1205" "exp1" 5 11 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 487 0 0
"1205" "exp1" 5 12 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 470 0 0
"1205" "exp1" 5 13 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 1 481 25 1
"1205" "exp1" 5 14 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 930 20 1
"1205" "exp1" 5 15 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 1 801 27 1
"1205" "exp1" 5 16 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 649 30 1
"1205" "exp1" 5 17 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 1 1733 44 1
"1205" "exp1" 5 18 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 1 1185 0 0
"1205" "exp1" 5 19 "graphed-probability" "pro-prob" 70 30 36 66 70 30 35 65 1 677 0 0
"1205" "exp1" 5 20 "graphed-probability" "congruent" 60 40 67 33 60 40 65 35 1 558 0 0
"1205" "exp1" 5 21 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 614 13 1
"1205" "exp1" 5 22 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 1 1177 46 1
"1205" "exp1" 5 23 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 1 1611 34 1
"1205" "exp1" 5 24 "graphed-probability" "pro-prob" 80 20 45 56 80 20 45 55 1 563 45 1
"1205" "exp1" 5 25 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 437 75 1
"1205" "exp1" 5 26 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 1 496 77 1
"1205" "exp1" 5 27 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 1 1177 16 1
"1205" "exp1" 5 28 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 808 40 1
"1205" "exp1" 5 29 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 515 74 1
"1205" "exp1" 5 30 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 1 424 24 1
"1205" "exp1" 5 31 "graphed-probability" "pro-out" 60 40 15 86 60 40 15 85 1 636 0 0
"1205" "exp1" 5 32 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 550 76 1
"1205" "exp1" 5 33 "graphed-probability" "pro-prob" 60 40 47 54 60 40 45 55 1 515 47 1
"1205" "exp1" 5 34 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 1 473 0 0
"1205" "exp1" 5 35 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 483 0 0
"1205" "exp1" 5 36 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 486 0 0
"1205" "exp1" 5 37 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 472 66 1
"1205" "exp1" 5 38 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 433 0 0
"1205" "exp1" 5 39 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 452 34 1
"1205" "exp1" 5 40 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 429 0 0
"1205" "exp1" 5 41 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 1 504 15 1
"1205" "exp1" 5 42 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 460 0 0
"1205" "exp1" 5 43 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 1 491 34 1
"1205" "exp1" 5 44 "graphed-probability" "congruent" 70 30 77 26 70 30 75 25 1 383 0 0
"1205" "exp1" 5 45 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 445 23 1
"1205" "exp1" 5 46 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 498 47 1
"1205" "exp1" 5 47 "graphed-probability" "pro-out" 60 40 15 87 60 40 15 85 1 494 15 1
"1205" "exp1" 5 48 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 461 30 1
"1205" "exp1" 5 49 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 1117 84 1
"1205" "exp1" 5 50 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 1 657 76 1
"1205" "exp1" 5 51 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 2 1494 83 1
"1205" "exp1" 5 52 "graphed-probability" "pro-out" 60 40 36 63 60 40 35 65 1 1566 36 1
"1205" "exp1" 5 53 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 648 20 1
"1205" "exp1" 5 54 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 676 74 1
"1205" "exp1" 5 55 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1336 0 0
"1205" "exp1" 5 56 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 784 0 0
"1205" "exp1" 5 57 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1086 40 1
"1205" "exp1" 5 58 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 1 1266 14 1
"1205" "exp1" 5 59 "graphed-probability" "pro-prob" 70 30 34 66 70 30 35 65 1 530 0 0
"1205" "exp1" 5 60 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 815 65 1
"1205" "exp1" 6 1 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 600 74 1
"1205" "exp1" 6 2 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 550 0 0
"1205" "exp1" 6 3 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 923 30 1
"1205" "exp1" 6 4 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 726 0 0
"1205" "exp1" 6 5 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 573 20 1
"1205" "exp1" 6 6 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 1 582 35 1
"1205" "exp1" 6 7 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 2 2966 0 0
"1205" "exp1" 6 8 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 1 675 14 1
"1205" "exp1" 6 9 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 1 746 23 1
"1205" "exp1" 6 10 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1523 40 1
"1205" "exp1" 6 11 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 1 676 0 0
"1205" "exp1" 6 12 "graphed-probability" "pro-prob" 80 20 23 75 80 20 25 75 1 1019 23 1
"1205" "exp1" 6 13 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 2 1255 85 1
"1205" "exp1" 6 14 "graphed-probability" "pro-out" 60 40 34 66 60 40 35 65 1 1146 0 0
"1205" "exp1" 6 15 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 1 681 24 1
"1205" "exp1" 6 16 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 717 0 0
"1205" "exp1" 6 17 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 2 828 0 0
"1205" "exp1" 6 18 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1337 0 0
"1205" "exp1" 6 19 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 1 647 35 1
"1205" "exp1" 6 20 "graphed-probability" "pro-prob" 80 20 43 54 80 20 45 55 1 526 0 0
"1205" "exp1" 6 21 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 496 77 1
"1205" "exp1" 6 22 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 483 76 1
"1205" "exp1" 6 23 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 1 588 76 1
"1205" "exp1" 6 24 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 1 469 74 1
"1205" "exp1" 6 25 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 970 20 1
"1205" "exp1" 6 26 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 2 805 67 1
"1205" "exp1" 6 27 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 477 75 1
"1205" "exp1" 6 28 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 554 0 0
"1205" "exp1" 6 29 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 1 1560 44 1
"1205" "exp1" 6 30 "graphed-probability" "congruent" 80 20 75 25 80 20 75 25 1 573 75 1
"1205" "exp1" 6 31 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 2 939 0 0
"1205" "exp1" 6 32 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 1632 0 0
"1205" "exp1" 6 33 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1647 30 1
"1205" "exp1" 6 34 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 1 586 26 1
"1205" "exp1" 6 35 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 708 66 1
"1205" "exp1" 6 36 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 487 45 1
"1205" "exp1" 6 37 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 1 552 0 0
"1205" "exp1" 6 38 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 812 63 1
"1205" "exp1" 6 39 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 1 1335 17 1
"1205" "exp1" 6 40 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1762 40 1
"1205" "exp1" 6 41 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 2 2004 0 0
"1205" "exp1" 6 42 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 799 64 1
"1205" "exp1" 6 43 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 1 768 67 1
"1205" "exp1" 6 44 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 2 891 0 0
"1205" "exp1" 6 45 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1035 40 1
"1205" "exp1" 6 46 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 5462 0 0
"1205" "exp1" 6 47 "graphed-probability" "pro-out" 70 30 26 77 70 30 25 75 2 2521 0 0
"1205" "exp1" 6 48 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 1175 0 0
"1205" "exp1" 6 49 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 2033 0 0
"1205" "exp1" 6 50 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 1 876 67 1
"1205" "exp1" 6 51 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 1 1397 0 0
"1205" "exp1" 6 52 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 983 23 1
"1205" "exp1" 6 53 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 588 0 0
"1205" "exp1" 6 54 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 1 862 44 1
"1205" "exp1" 6 55 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 532 66 1
"1205" "exp1" 6 56 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 590 64 1
"1205" "exp1" 6 57 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 1 1232 0 0
"1205" "exp1" 6 58 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 621 0 0
"1205" "exp1" 6 59 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 672 36 1
"1205" "exp1" 6 60 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 1 1308 17 1
"1205" "exp1" 7 1 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 1537 45 1
"1205" "exp1" 7 2 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 2321 65 1
"1205" "exp1" 7 3 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 2035 20 1
"1205" "exp1" 7 4 "graphed-probability" "congruent" 80 20 74 26 80 20 75 25 1 1462 0 0
"1205" "exp1" 7 5 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 1 1183 37 1
"1205" "exp1" 7 6 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 915 0 0
"1205" "exp1" 7 7 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 2 3137 0 0
"1205" "exp1" 7 8 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1256 40 1
"1205" "exp1" 7 9 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 810 0 0
"1205" "exp1" 7 10 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 3540 0 0
"1205" "exp1" 7 11 "graphed-probability" "pro-prob" 80 20 23 75 80 20 25 75 1 2711 23 1
"1205" "exp1" 7 12 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 4956 0 0
"1205" "exp1" 7 13 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 3387 0 0
"1205" "exp1" 7 14 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 1 1153 65 1
"1205" "exp1" 7 15 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 1 2934 34 1
"1205" "exp1" 7 16 "graphed-probability" "pro-out" 70 30 23 74 70 30 25 75 2 5150 74 1
"1205" "exp1" 7 17 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 1373 74 1
"1205" "exp1" 7 18 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 2 1010 83 1
"1205" "exp1" 7 19 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 2 663 0 0
"1205" "exp1" 7 20 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 934 73 1
"1205" "exp1" 7 21 "graphed-probability" "pro-out" 70 30 25 74 70 30 25 75 1 4523 25 1
"1205" "exp1" 7 22 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 1125 63 1
"1205" "exp1" 7 23 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 1092 36 1
"1205" "exp1" 7 24 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 1 587 26 1
"1205" "exp1" 7 25 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 2 844 86 1
"1205" "exp1" 7 26 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 1 1210 35 1
"1205" "exp1" 7 27 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 1 489 17 1
"1205" "exp1" 7 28 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1026 0 0
"1205" "exp1" 7 29 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 723 66 1
"1205" "exp1" 7 30 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 668 76 1
"1205" "exp1" 7 31 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 560 0 0
"1205" "exp1" 7 32 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 2 6076 64 1
"1205" "exp1" 7 33 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 1140 67 1
"1205" "exp1" 7 34 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 1401 25 1
"1205" "exp1" 7 35 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 1 666 77 1
"1205" "exp1" 7 36 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 8656 73 1
"1205" "exp1" 7 37 "graphed-probability" "pro-out" 70 30 23 77 70 30 25 75 1 744 23 1
"1205" "exp1" 7 38 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 2 1721 64 1
"1205" "exp1" 7 39 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1271 0 0
"1205" "exp1" 7 40 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 2 3514 0 0
"1205" "exp1" 7 41 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 1 857 13 1
"1205" "exp1" 7 42 "graphed-probability" "pro-prob" 60 40 47 53 60 40 45 55 1 3306 47 1
"1205" "exp1" 7 43 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 1 871 43 1
"1205" "exp1" 7 44 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 1 2253 13 1
"1205" "exp1" 7 45 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 946 0 0
"1205" "exp1" 7 46 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 1 1770 25 1
"1205" "exp1" 7 47 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 986 0 0
"1205" "exp1" 7 48 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 1 1028 44 1
"1205" "exp1" 7 49 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 1 1238 33 1
"1205" "exp1" 7 50 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 498 74 1
"1205" "exp1" 7 51 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1078 30 1
"1205" "exp1" 7 52 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 591 47 1
"1205" "exp1" 7 53 "graphed-probability" "pro-prob" 80 20 23 75 80 20 25 75 1 529 23 1
"1205" "exp1" 7 54 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 1 553 0 0
"1205" "exp1" 7 55 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 744 67 1
"1205" "exp1" 7 56 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 699 0 0
"1205" "exp1" 7 57 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 964 40 1
"1205" "exp1" 7 58 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 1 625 46 1
"1205" "exp1" 7 59 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 1 432 0 0
"1205" "exp1" 7 60 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 1 1882 35 1
"1205" "exp1" 8 1 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 1 1099 0 0
"1205" "exp1" 8 2 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 1 561 76 1
"1205" "exp1" 8 3 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 511 20 1
"1205" "exp1" 8 4 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 486 66 1
"1205" "exp1" 8 5 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 1077 36 1
"1205" "exp1" 8 6 "graphed-probability" "pro-out" 60 40 14 83 60 40 15 85 2 1149 0 0
"1205" "exp1" 8 7 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 633 0 0
"1205" "exp1" 8 8 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 1 806 0 0
"1205" "exp1" 8 9 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 771 24 1
"1205" "exp1" 8 10 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 916 0 0
"1205" "exp1" 8 11 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 1 734 0 0
"1205" "exp1" 8 12 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 650 0 0
"1205" "exp1" 8 13 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 1 1130 44 1
"1205" "exp1" 8 14 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 871 30 1
"1205" "exp1" 8 15 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 616 25 1
"1205" "exp1" 8 16 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 623 0 0
"1205" "exp1" 8 17 "graphed-probability" "pro-prob" 70 30 36 66 70 30 35 65 1 560 0 0
"1205" "exp1" 8 18 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 1 579 46 1
"1205" "exp1" 8 19 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1075 40 1
"1205" "exp1" 8 20 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 2 2705 67 1
"1205" "exp1" 8 21 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 2 806 0 0
"1205" "exp1" 8 22 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 860 75 1
"1205" "exp1" 8 23 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1169 30 1
"1205" "exp1" 8 24 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1237 0 0
"1205" "exp1" 8 25 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 571 77 1
"1205" "exp1" 8 26 "graphed-probability" "pro-out" 60 40 36 64 60 40 35 65 2 1545 0 0
"1205" "exp1" 8 27 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 587 0 0
"1205" "exp1" 8 28 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 2 1069 0 0
"1205" "exp1" 8 29 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 946 0 0
"1205" "exp1" 8 30 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 740 45 1
"1205" "exp1" 8 31 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 2 1296 0 0
"1205" "exp1" 8 32 "graphed-probability" "pro-prob" 60 40 47 53 60 40 45 55 1 1398 0 0
"1205" "exp1" 8 33 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 1315 64 1
"1205" "exp1" 8 34 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 1 1268 0 0
"1205" "exp1" 8 35 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 789 74 1
"1205" "exp1" 8 36 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 554 47 1
"1205" "exp1" 8 37 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 585 33 1
"1205" "exp1" 8 38 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 1 1156 15 1
"1205" "exp1" 8 39 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 954 0 0
"1205" "exp1" 8 40 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 848 66 1
"1205" "exp1" 8 41 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 2 4064 0 0
"1205" "exp1" 8 42 "graphed-probability" "pro-out" 70 30 26 77 70 30 25 75 2 3203 0 0
"1205" "exp1" 8 43 "graphed-probability" "pro-out" 70 30 23 77 70 30 25 75 2 783 0 0
"1205" "exp1" 8 44 "graphed-probability" "pro-out" 60 40 15 87 60 40 15 85 2 1000 0 0
"1205" "exp1" 8 45 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 886 77 1
"1205" "exp1" 8 46 "graphed-probability" "pro-out" 80 20 16 85 80 20 15 85 2 1531 0 0
"1205" "exp1" 8 47 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 3455 80 1
"1205" "exp1" 8 48 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 1583 47 1
"1205" "exp1" 8 49 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 2040 0 0
"1205" "exp1" 8 50 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1796 0 0
"1205" "exp1" 8 51 "graphed-probability" "congruent" 70 30 63 37 70 30 65 35 1 720 63 1
"1205" "exp1" 8 52 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1452 20 1
"1205" "exp1" 8 53 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 839 30 1
"1205" "exp1" 8 54 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 1160 0 0
"1205" "exp1" 8 55 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 797 0 0
"1205" "exp1" 8 56 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 1 831 46 1
"1205" "exp1" 8 57 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 936 0 0
"1205" "exp1" 8 58 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 549 74 1
"1205" "exp1" 8 59 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 2 1316 0 0
"1205" "exp1" 8 60 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 1 1266 24 1
"1205" "exp1" 9 1 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 1 627 14 1
"1205" "exp1" 9 2 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 514 20 1
"1205" "exp1" 9 3 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 719 0 0
"1205" "exp1" 9 4 "graphed-probability" "pro-prob" 80 20 45 56 80 20 45 55 1 547 45 1
"1205" "exp1" 9 5 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 666 0 0
"1205" "exp1" 9 6 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 667 66 1
"1205" "exp1" 9 7 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 978 20 1
"1205" "exp1" 9 8 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 1 474 35 1
"1205" "exp1" 9 9 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 1 699 0 0
"1205" "exp1" 9 10 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 2 1564 0 0
"1205" "exp1" 9 11 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 749 0 0
"1205" "exp1" 9 12 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 857 70 1
"1205" "exp1" 9 13 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 1206 47 1
"1205" "exp1" 9 14 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 1012 74 1
"1205" "exp1" 9 15 "graphed-probability" "congruent" 80 20 76 24 80 20 75 25 1 585 76 1
"1205" "exp1" 9 16 "graphed-probability" "congruent" 80 20 77 24 80 20 75 25 1 1362 77 1
"1205" "exp1" 9 17 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1358 40 1
"1205" "exp1" 9 18 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 2 1562 85 1
"1205" "exp1" 9 19 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 681 63 1
"1205" "exp1" 9 20 "graphed-probability" "pro-out" 80 20 17 83 80 20 15 85 1 1112 17 1
"1205" "exp1" 9 21 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 961 87 1
"1205" "exp1" 9 22 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 571 13 1
"1205" "exp1" 9 23 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 1 1167 37 1
"1205" "exp1" 9 24 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 1 985 16 1
"1205" "exp1" 9 25 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 810 30 1
"1205" "exp1" 9 26 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 1 1074 0 0
"1205" "exp1" 9 27 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 788 20 1
"1205" "exp1" 9 28 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 783 40 1
"1205" "exp1" 9 29 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 559 75 1
"1205" "exp1" 9 30 "graphed-probability" "congruent" 80 20 73 25 80 20 75 25 1 697 73 1
"1205" "exp1" 9 31 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 509 36 1
"1205" "exp1" 9 32 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 814 0 0
"1205" "exp1" 9 33 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 433 36 1
"1205" "exp1" 9 34 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 437 23 1
"1205" "exp1" 9 35 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 1 497 0 0
"1205" "exp1" 9 36 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 502 64 1
"1205" "exp1" 9 37 "graphed-probability" "congruent" 60 40 63 33 60 40 65 35 1 421 0 0
"1205" "exp1" 9 38 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 1 914 0 0
"1205" "exp1" 9 39 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 2 784 85 1
"1205" "exp1" 9 40 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 580 30 1
"1205" "exp1" 9 41 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 1 1208 44 1
"1205" "exp1" 9 42 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 1837 64 1
"1205" "exp1" 9 43 "graphed-probability" "congruent" 80 20 77 25 80 20 75 25 1 529 0 0
"1205" "exp1" 9 44 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 616 20 1
"1205" "exp1" 9 45 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 493 30 1
"1205" "exp1" 9 46 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 1 551 46 1
"1205" "exp1" 9 47 "graphed-probability" "pro-out" 70 30 23 74 70 30 25 75 1 453 23 1
"1205" "exp1" 9 48 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 573 0 0
"1205" "exp1" 9 49 "graphed-probability" "pro-prob" 80 20 43 56 80 20 45 55 1 476 0 0
"1205" "exp1" 9 50 "graphed-probability" "pro-out" 60 40 35 66 60 40 35 65 1 662 35 1
"1205" "exp1" 9 51 "graphed-probability" "pro-prob" 70 30 34 66 70 30 35 65 1 490 34 1
"1205" "exp1" 9 52 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 1 548 33 1
"1205" "exp1" 9 53 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 1 578 0 0
"1205" "exp1" 9 54 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 1 695 27 1
"1205" "exp1" 9 55 "graphed-probability" "congruent" 60 40 67 33 60 40 65 35 1 637 67 1
"1205" "exp1" 9 56 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 2 1228 0 0
"1205" "exp1" 9 57 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 1 504 26 1
"1205" "exp1" 9 58 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 444 64 1
"1205" "exp1" 9 59 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 1 524 46 1
"1205" "exp1" 9 60 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 449 40 1
"1205" "exp1" 10 1 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 948 0 0
"1205" "exp1" 10 2 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 503 40 1
"1205" "exp1" 10 3 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 1 1312 0 0
"1205" "exp1" 10 4 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 626 20 1
"1205" "exp1" 10 5 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 1 846 13 1
"1205" "exp1" 10 6 "graphed-probability" "congruent" 70 30 77 24 70 30 75 25 1 481 77 1
"1205" "exp1" 10 7 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 1 775 0 0
"1205" "exp1" 10 8 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 1 470 16 1
"1205" "exp1" 10 9 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 499 74 1
"1205" "exp1" 10 10 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 2 1058 0 0
"1205" "exp1" 10 11 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 526 64 1
"1205" "exp1" 10 12 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 487 30 1
"1205" "exp1" 10 13 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 1 418 0 0
"1205" "exp1" 10 14 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 606 34 1
"1205" "exp1" 10 15 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 586 65 1
"1205" "exp1" 10 16 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 782 30 1
"1205" "exp1" 10 17 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 1 723 34 1
"1205" "exp1" 10 18 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 1 838 17 1
"1205" "exp1" 10 19 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 568 0 0
"1205" "exp1" 10 20 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 760 0 0
"1205" "exp1" 10 21 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 1 716 0 0
"1205" "exp1" 10 22 "graphed-probability" "pro-out" 60 40 37 65 60 40 35 65 1 592 37 1
"1205" "exp1" 10 23 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 627 0 0
"1205" "exp1" 10 24 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 603 20 1
"1205" "exp1" 10 25 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 484 45 1
"1205" "exp1" 10 26 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 550 0 0
"1205" "exp1" 10 27 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 540 20 1
"1205" "exp1" 10 28 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 1 731 26 1
"1205" "exp1" 10 29 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 2 919 85 1
"1205" "exp1" 10 30 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 485 25 1
"1205" "exp1" 10 31 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 694 75 1
"1205" "exp1" 10 32 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 586 0 0
"1205" "exp1" 10 33 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 644 30 1
"1205" "exp1" 10 34 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 501 75 1
"1205" "exp1" 10 35 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 1 670 37 1
"1205" "exp1" 10 36 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 1 970 27 1
"1205" "exp1" 10 37 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 1 1135 45 1
"1205" "exp1" 10 38 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 1289 66 1
"1205" "exp1" 10 39 "graphed-probability" "congruent" 70 30 64 35 70 30 65 35 1 573 64 1
"1205" "exp1" 10 40 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 2 1018 0 0
"1205" "exp1" 10 41 "graphed-probability" "pro-prob" 80 20 25 76 80 20 25 75 1 911 25 1
"1205" "exp1" 10 42 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 1 975 43 1
"1205" "exp1" 10 43 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 842 30 1
"1205" "exp1" 10 44 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 1 494 25 1
"1205" "exp1" 10 45 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 1 1026 25 1
"1205" "exp1" 10 46 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1533 40 1
"1205" "exp1" 10 47 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 560 0 0
"1205" "exp1" 10 48 "graphed-probability" "pro-prob" 80 20 44 56 80 20 45 55 1 476 44 1
"1205" "exp1" 10 49 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 547 20 1
"1205" "exp1" 10 50 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 1 479 33 1
"1205" "exp1" 10 51 "graphed-probability" "pro-out" 80 20 16 85 80 20 15 85 1 841 16 1
"1205" "exp1" 10 52 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 938 87 1
"1205" "exp1" 10 53 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 594 0 0
"1205" "exp1" 10 54 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 422 47 1
"1205" "exp1" 10 55 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 995 40 1
"1205" "exp1" 10 56 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 766 65 1
"1205" "exp1" 10 57 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 532 0 0
"1205" "exp1" 10 58 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 1 463 0 0
"1205" "exp1" 10 59 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 480 73 1
"1205" "exp1" 10 60 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 1 540 0 0
"1205" "exp1" 11 1 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 625 44 1
"1205" "exp1" 11 2 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 560 34 1
"1205" "exp1" 11 3 "graphed-probability" "pro-out" 60 40 15 87 60 40 15 85 2 1126 0 0
"1205" "exp1" 11 4 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 1 495 26 1
"1205" "exp1" 11 5 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 1 533 24 1
"1205" "exp1" 11 6 "graphed-probability" "pro-prob" 80 20 27 74 80 20 25 75 1 537 27 1
"1205" "exp1" 11 7 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 787 0 0
"1205" "exp1" 11 8 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 512 34 1
"1205" "exp1" 11 9 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 1 852 37 1
"1205" "exp1" 11 10 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 474 0 0
"1205" "exp1" 11 11 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 631 0 0
"1205" "exp1" 11 12 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 442 66 1
"1205" "exp1" 11 13 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 530 44 1
"1205" "exp1" 11 14 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 704 20 1
"1205" "exp1" 11 15 "graphed-probability" "pro-out" 70 30 27 77 70 30 25 75 1 1134 0 0
"1205" "exp1" 11 16 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 732 20 1
"1205" "exp1" 11 17 "graphed-probability" "pro-out" 60 40 34 66 60 40 35 65 1 1146 34 1
"1205" "exp1" 11 18 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 618 64 1
"1205" "exp1" 11 19 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 545 77 1
"1205" "exp1" 11 20 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 498 0 0
"1205" "exp1" 11 21 "graphed-probability" "pro-prob" 80 20 44 55 80 20 45 55 1 510 44 1
"1205" "exp1" 11 22 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 790 65 1
"1205" "exp1" 11 23 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 527 36 1
"1205" "exp1" 11 24 "graphed-probability" "pro-prob" 60 40 47 55 60 40 45 55 1 908 47 1
"1205" "exp1" 11 25 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 1 835 0 0
"1205" "exp1" 11 26 "graphed-probability" "congruent" 80 20 76 24 80 20 75 25 1 497 76 1
"1205" "exp1" 11 27 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 531 66 1
"1205" "exp1" 11 28 "graphed-probability" "pro-out" 80 20 17 83 80 20 15 85 1 455 17 1
"1205" "exp1" 11 29 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 690 40 1
"1205" "exp1" 11 30 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 1 625 0 0
"1205" "exp1" 11 31 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 623 30 1
"1205" "exp1" 11 32 "graphed-probability" "pro-out" 80 20 16 85 80 20 15 85 1 941 16 1
"1205" "exp1" 11 33 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 1 840 37 1
"1205" "exp1" 11 34 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 485 0 0
"1205" "exp1" 11 35 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 1 718 23 1
"1205" "exp1" 11 36 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 575 20 1
"1205" "exp1" 11 37 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 1 728 16 1
"1205" "exp1" 11 38 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 598 20 1
"1205" "exp1" 11 39 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 725 0 0
"1205" "exp1" 11 40 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 1588 63 1
"1205" "exp1" 11 41 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 1 508 0 0
"1205" "exp1" 11 42 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 1 504 27 1
"1205" "exp1" 11 43 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 1 1005 0 0
"1205" "exp1" 11 44 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1117 0 0
"1205" "exp1" 11 45 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 2 948 87 1
"1205" "exp1" 11 46 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 969 30 1
"1205" "exp1" 11 47 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 1 959 35 1
"1205" "exp1" 11 48 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 1183 87 1
"1205" "exp1" 11 49 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 2 969 0 0
"1205" "exp1" 11 50 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 1129 74 1
"1205" "exp1" 11 51 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 941 67 1
"1205" "exp1" 11 52 "graphed-probability" "congruent" 80 20 73 25 80 20 75 25 1 828 73 1
"1205" "exp1" 11 53 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 802 0 0
"1205" "exp1" 11 54 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 1 943 45 1
"1205" "exp1" 11 55 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 826 66 1
"1205" "exp1" 11 56 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 468 23 1
"1205" "exp1" 11 57 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 1 844 0 0
"1205" "exp1" 11 58 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 815 0 0
"1205" "exp1" 11 59 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 484 44 1
"1205" "exp1" 11 60 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 601 0 0
"1205" "exp1" 12 1 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 730 30 1
"1205" "exp1" 12 2 "graphed-probability" "pro-out" 70 30 25 74 70 30 25 75 1 480 25 1
"1205" "exp1" 12 3 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 485 44 1
"1205" "exp1" 12 4 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 681 65 1
"1205" "exp1" 12 5 "graphed-probability" "pro-out" 60 40 15 87 60 40 15 85 2 999 0 0
"1205" "exp1" 12 6 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1025 40 1
"1205" "exp1" 12 7 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 1 810 0 0
"1205" "exp1" 12 8 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 1 620 35 1
"1205" "exp1" 12 9 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 1 648 0 0
"1205" "exp1" 12 10 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 601 24 1
"1205" "exp1" 12 11 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 1264 64 1
"1205" "exp1" 12 12 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 1 500 24 1
"1205" "exp1" 12 13 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 657 0 0
"1205" "exp1" 12 14 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 492 75 1
"1205" "exp1" 12 15 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 505 20 1
"1205" "exp1" 12 16 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 1 569 0 0
"1205" "exp1" 12 17 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 601 0 0
"1205" "exp1" 12 18 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 2 943 0 0
"1205" "exp1" 12 19 "graphed-probability" "pro-out" 60 40 37 67 60 40 35 65 1 766 0 0
"1205" "exp1" 12 20 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 511 0 0
"1205" "exp1" 12 21 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 619 45 1
"1205" "exp1" 12 22 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 530 0 0
"1205" "exp1" 12 23 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 1 551 0 0
"1205" "exp1" 12 24 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 604 75 1
"1205" "exp1" 12 25 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 1 466 13 1
"1205" "exp1" 12 26 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 1 744 17 1
"1205" "exp1" 12 27 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 1 871 0 0
"1205" "exp1" 12 28 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 1 658 43 1
"1205" "exp1" 12 29 "graphed-probability" "congruent" 70 30 77 26 70 30 75 25 1 595 77 1
"1205" "exp1" 12 30 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 594 30 1
"1205" "exp1" 12 31 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 682 0 0
"1205" "exp1" 12 32 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 2 954 0 0
"1205" "exp1" 12 33 "graphed-probability" "pro-prob" 80 20 23 75 80 20 25 75 1 714 23 1
"1205" "exp1" 12 34 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 758 0 0
"1205" "exp1" 12 35 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1077 40 1
"1205" "exp1" 12 36 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 2 991 0 0
"1205" "exp1" 12 37 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 927 76 1
"1205" "exp1" 12 38 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 1 951 0 0
"1205" "exp1" 12 39 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 537 0 0
"1205" "exp1" 12 40 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 1 566 26 1
"1205" "exp1" 12 41 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 1219 0 0
"1205" "exp1" 12 42 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 844 20 1
"1205" "exp1" 12 43 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 603 0 0
"1205" "exp1" 12 44 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1030 20 1
"1205" "exp1" 12 45 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 1 1470 0 0
"1205" "exp1" 12 46 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1371 40 1
"1205" "exp1" 12 47 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 574 20 1
"1205" "exp1" 12 48 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 1 1215 0 0
"1205" "exp1" 12 49 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 858 46 1
"1205" "exp1" 12 50 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 866 30 1
"1205" "exp1" 12 51 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 1 976 17 1
"1205" "exp1" 12 52 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 680 63 1
"1205" "exp1" 12 53 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 1 991 0 0
"1205" "exp1" 12 54 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 830 45 1
"1205" "exp1" 12 55 "graphed-probability" "congruent" 60 40 63 33 60 40 65 35 1 666 0 0
"1205" "exp1" 12 56 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 1 774 0 0
"1205" "exp1" 12 57 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 653 66 1
"1205" "exp1" 12 58 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 1 636 43 1
"1205" "exp1" 12 59 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 603 36 1
"1205" "exp1" 12 60 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 1 463 43 1
"1205" "exp1" 13 1 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 532 0 0
"1205" "exp1" 13 2 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 1 515 0 0
"1205" "exp1" 13 3 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 1 392 43 1
"1205" "exp1" 13 4 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 1 539 0 0
"1205" "exp1" 13 5 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 1 672 0 0
"1205" "exp1" 13 6 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 1 492 43 1
"1205" "exp1" 13 7 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 582 36 1
"1205" "exp1" 13 8 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 530 0 0
"1205" "exp1" 13 9 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 455 0 0
"1205" "exp1" 13 10 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 533 20 1
"1205" "exp1" 13 11 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 476 20 1
"1205" "exp1" 13 12 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 499 0 0
"1205" "exp1" 13 13 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 1 1050 14 1
"1205" "exp1" 13 14 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 698 74 1
"1205" "exp1" 13 15 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 716 0 0
"1205" "exp1" 13 16 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 744 73 1
"1205" "exp1" 13 17 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 2 890 0 0
"1205" "exp1" 13 18 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 655 30 1
"1205" "exp1" 13 19 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 549 73 1
"1205" "exp1" 13 20 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 1 919 33 1
"1205" "exp1" 13 21 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 1 890 16 1
"1205" "exp1" 13 22 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 779 66 1
"1205" "exp1" 13 23 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 1 923 14 1
"1205" "exp1" 13 24 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 660 40 1
"1205" "exp1" 13 25 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 426 0 0
"1205" "exp1" 13 26 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 625 0 0
"1205" "exp1" 13 27 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 507 0 0
"1205" "exp1" 13 28 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 1 439 33 1
"1205" "exp1" 13 29 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1023 40 1
"1205" "exp1" 13 30 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 1 436 26 1
"1205" "exp1" 13 31 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 497 40 1
"1205" "exp1" 13 32 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 592 63 1
"1205" "exp1" 13 33 "graphed-probability" "congruent" 80 20 76 25 80 20 75 25 1 460 76 1
"1205" "exp1" 13 34 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 398 75 1
"1205" "exp1" 13 35 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 1 387 0 0
"1205" "exp1" 13 36 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 454 47 1
"1205" "exp1" 13 37 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 452 0 0
"1205" "exp1" 13 38 "graphed-probability" "pro-prob" 80 20 44 55 80 20 45 55 1 423 44 1
"1205" "exp1" 13 39 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 1 796 36 1
"1205" "exp1" 13 40 "graphed-probability" "congruent" 60 40 63 35 60 40 65 35 1 432 0 0
"1205" "exp1" 13 41 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 1 474 23 1
"1205" "exp1" 13 42 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 1 563 43 1
"1205" "exp1" 13 43 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 631 0 0
"1205" "exp1" 13 44 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 1 605 23 1
"1205" "exp1" 13 45 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 889 20 1
"1205" "exp1" 13 46 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 1 606 0 0
"1205" "exp1" 13 47 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 1 468 26 1
"1205" "exp1" 13 48 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 549 30 1
"1205" "exp1" 13 49 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 1 1049 0 0
"1205" "exp1" 13 50 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 1 1052 17 1
"1205" "exp1" 13 51 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 2 1025 0 0
"1205" "exp1" 13 52 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 611 24 1
"1205" "exp1" 13 53 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 1 671 65 1
"1205" "exp1" 13 54 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 1 791 76 1
"1205" "exp1" 13 55 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 821 30 1
"1205" "exp1" 13 56 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 2 1179 87 1
"1205" "exp1" 13 57 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 1 986 46 1
"1205" "exp1" 13 58 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1706 0 0
"1205" "exp1" 13 59 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 532 73 1
"1205" "exp1" 13 60 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 1 510 37 1
"1205" "exp1" 14 1 "graphed-probability" "pro-out" 60 40 37 67 60 40 35 65 1 892 37 1
"1205" "exp1" 14 2 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 546 0 0
"1205" "exp1" 14 3 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 492 33 1
"1205" "exp1" 14 4 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 1 659 43 1
"1205" "exp1" 14 5 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 881 0 0
"1205" "exp1" 14 6 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 801 65 1
"1205" "exp1" 14 7 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 639 25 1
"1205" "exp1" 14 8 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 500 0 0
"1205" "exp1" 14 9 "graphed-probability" "congruent" 70 30 66 37 70 30 65 35 1 879 0 0
"1205" "exp1" 14 10 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 1 423 26 1
"1205" "exp1" 14 11 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 1 820 13 1
"1205" "exp1" 14 12 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 1 475 33 1
"1205" "exp1" 14 13 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 1 922 0 0
"1205" "exp1" 14 14 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 2 928 83 1
"1205" "exp1" 14 15 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 1 688 0 0
"1205" "exp1" 14 16 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1575 0 0
"1205" "exp1" 14 17 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 1 544 0 0
"1205" "exp1" 14 18 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 1 860 0 0
"1205" "exp1" 14 19 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 1 732 45 1
"1205" "exp1" 14 20 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 1 824 37 1
"1205" "exp1" 14 21 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 485 77 1
"1205" "exp1" 14 22 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 534 0 0
"1205" "exp1" 14 23 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 440 73 1
"1205" "exp1" 14 24 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 528 0 0
"1205" "exp1" 14 25 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 468 0 0
"1205" "exp1" 14 26 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 1 824 0 0
"1205" "exp1" 14 27 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1003 0 0
"1205" "exp1" 14 28 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 2 2083 0 0
"1205" "exp1" 14 29 "graphed-probability" "congruent" 60 40 65 35 60 40 65 35 2 609 0 0
"1205" "exp1" 14 30 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 2 1493 0 0
"1205" "exp1" 14 31 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 2 804 56 1
"1205" "exp1" 14 32 "graphed-probability" "pro-out" 80 20 15 84 80 20 15 85 2 1448 0 0
"1205" "exp1" 14 33 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 989 0 0
"1205" "exp1" 14 34 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 1 774 26 1
"1205" "exp1" 14 35 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 2 1518 0 0
"1205" "exp1" 14 36 "graphed-probability" "pro-prob" 80 20 43 54 80 20 45 55 1 1515 0 0
"1205" "exp1" 14 37 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 2832 0 0
"1205" "exp1" 14 38 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 1 1613 0 0
"1205" "exp1" 14 39 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 1 580 24 1
"1205" "exp1" 14 40 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 734 76 1
"1205" "exp1" 14 41 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 1 863 33 1
"1205" "exp1" 14 42 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 669 0 0
"1205" "exp1" 14 43 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 848 20 1
"1205" "exp1" 14 44 "graphed-probability" "pro-prob" 80 20 44 55 80 20 45 55 1 560 44 1
"1205" "exp1" 14 45 "graphed-probability" "pro-out" 60 40 13 83 60 40 15 85 2 1131 0 0
"1205" "exp1" 14 46 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 779 0 0
"1205" "exp1" 14 47 "graphed-probability" "congruent" 80 20 77 25 80 20 75 25 1 758 77 1
"1205" "exp1" 14 48 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 738 0 0
"1205" "exp1" 14 49 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 764 47 1
"1205" "exp1" 14 50 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 793 30 1
"1205" "exp1" 14 51 "graphed-probability" "congruent" 70 30 64 35 70 30 65 35 1 770 0 0
"1205" "exp1" 14 52 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 2232 0 0
"1205" "exp1" 14 53 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 573 0 0
"1205" "exp1" 14 54 "graphed-probability" "pro-out" 70 30 23 74 70 30 25 75 2 1816 0 0
"1205" "exp1" 14 55 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 556 74 1
"1205" "exp1" 14 56 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1612 0 0
"1205" "exp1" 14 57 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 869 0 0
"1205" "exp1" 14 58 "graphed-probability" "pro-out" 70 30 25 77 70 30 25 75 1 1525 25 1
"1205" "exp1" 14 59 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 640 65 1
"1205" "exp1" 14 60 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 791 46 1
"1205" "exp1" 15 1 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 1 480 0 0
"1205" "exp1" 15 2 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 1 485 24 1
"1205" "exp1" 15 3 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 412 65 1
"1205" "exp1" 15 4 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 1 449 0 0
"1205" "exp1" 15 5 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 460 47 1
"1205" "exp1" 15 6 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 1 671 0 0
"1205" "exp1" 15 7 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 1 1104 15 1
"1205" "exp1" 15 8 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 496 75 1
"1205" "exp1" 15 9 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 449 63 1
"1205" "exp1" 15 10 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 670 0 0
"1205" "exp1" 15 11 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 516 0 0
"1205" "exp1" 15 12 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 463 0 0
"1205" "exp1" 15 13 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 580 0 0
"1205" "exp1" 15 14 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 1 966 16 1
"1205" "exp1" 15 15 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 1 977 0 0
"1205" "exp1" 15 16 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 693 20 1
"1205" "exp1" 15 17 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 960 40 1
"1205" "exp1" 15 18 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 591 40 1
"1205" "exp1" 15 19 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 1 504 0 0
"1205" "exp1" 15 20 "graphed-probability" "congruent" 60 40 65 35 60 40 65 35 1 591 0 0
"1205" "exp1" 15 21 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 510 35 1
"1205" "exp1" 15 22 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 2 1057 0 0
"1205" "exp1" 15 23 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 1 577 24 1
"1205" "exp1" 15 24 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 1 1162 14 1
"1205" "exp1" 15 25 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 852 0 0
"1205" "exp1" 15 26 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 993 23 1
"1205" "exp1" 15 27 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 567 0 0
"1205" "exp1" 15 28 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 699 0 0
"1205" "exp1" 15 29 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 786 20 1
"1205" "exp1" 15 30 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 1 740 65 1
"1205" "exp1" 15 31 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 1 562 76 1
"1205" "exp1" 15 32 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 542 20 1
"1205" "exp1" 15 33 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 494 0 0
"1205" "exp1" 15 34 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 541 73 1
"1205" "exp1" 15 35 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 521 0 0
"1205" "exp1" 15 36 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 1 551 25 1
"1205" "exp1" 15 37 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 610 47 1
"1205" "exp1" 15 38 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 1 475 24 1
"1205" "exp1" 15 39 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 765 40 1
"1205" "exp1" 15 40 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 489 46 1
"1205" "exp1" 15 41 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 1 1240 0 0
"1205" "exp1" 15 42 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 1252 63 1
"1205" "exp1" 15 43 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 602 36 1
"1205" "exp1" 15 44 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 811 0 0
"1205" "exp1" 15 45 "graphed-probability" "pro-out" 70 30 26 77 70 30 25 75 1 516 26 1
"1205" "exp1" 15 46 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 470 44 1
"1205" "exp1" 15 47 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 1 706 0 0
"1205" "exp1" 15 48 "graphed-probability" "pro-out" 80 20 15 84 80 20 15 85 1 900 15 1
"1205" "exp1" 15 49 "graphed-probability" "congruent" 80 20 73 27 80 20 75 25 1 482 73 1
"1205" "exp1" 15 50 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 500 24 1
"1205" "exp1" 15 51 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 573 0 0
"1205" "exp1" 15 52 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 2 1012 85 1
"1205" "exp1" 15 53 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 616 0 0
"1205" "exp1" 15 54 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 2 865 0 0
"1205" "exp1" 15 55 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 652 0 0
"1205" "exp1" 15 56 "graphed-probability" "pro-prob" 70 30 36 63 70 30 35 65 1 675 36 1
"1205" "exp1" 15 57 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 2 879 84 1
"1205" "exp1" 15 58 "graphed-probability" "pro-out" 60 40 36 63 60 40 35 65 1 1530 36 1
"1205" "exp1" 15 59 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 1 470 33 1
"1205" "exp1" 15 60 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 419 75 1
"1205" "exp1" 16 1 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 1 698 13 1
"1205" "exp1" 16 2 "graphed-probability" "pro-out" 60 40 34 66 60 40 35 65 1 555 34 1
"1205" "exp1" 16 3 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 475 40 1
"1205" "exp1" 16 4 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 1 415 26 1
"1205" "exp1" 16 5 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 2 935 0 0
"1205" "exp1" 16 6 "graphed-probability" "pro-out" 60 40 37 65 60 40 35 65 1 610 37 1
"1205" "exp1" 16 7 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 1 553 0 0
"1205" "exp1" 16 8 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 1 655 43 1
"1205" "exp1" 16 9 "graphed-probability" "pro-prob" 80 20 44 56 80 20 45 55 1 495 0 0
"1205" "exp1" 16 10 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 1 2457 76 1
"1205" "exp1" 16 11 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 2455 23 1
"1205" "exp1" 16 12 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 3073 87 1
"1205" "exp1" 16 13 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 1 730 25 1
"1205" "exp1" 16 14 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 1 1094 33 1
"1205" "exp1" 16 15 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 1 584 76 1
"1205" "exp1" 16 16 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 482 43 1
"1205" "exp1" 16 17 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 523 75 1
"1205" "exp1" 16 18 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 693 30 1
"1205" "exp1" 16 19 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 1 982 16 1
"1205" "exp1" 16 20 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 889 40 1
"1205" "exp1" 16 21 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 501 35 1
"1205" "exp1" 16 22 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 428 0 0
"1205" "exp1" 16 23 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 915 30 1
"1205" "exp1" 16 24 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 1 697 0 0
"1205" "exp1" 16 25 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 471 73 1
"1205" "exp1" 16 26 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 1 495 23 1
"1205" "exp1" 16 27 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 586 74 1
"1205" "exp1" 16 28 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 392 73 1
"1205" "exp1" 16 29 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 1 451 43 1
"1205" "exp1" 16 30 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 544 20 1
"1205" "exp1" 16 31 "graphed-probability" "pro-out" 60 40 15 87 60 40 15 85 2 1175 87 1
"1205" "exp1" 16 32 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 458 20 1
"1205" "exp1" 16 33 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 1 914 0 0
"1205" "exp1" 16 34 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 1 423 33 1
"1205" "exp1" 16 35 "graphed-probability" "congruent" 60 40 63 33 60 40 65 35 1 622 0 0
"1205" "exp1" 16 36 "graphed-probability" "pro-prob" 80 20 45 56 80 20 45 55 1 404 0 0
"1205" "exp1" 16 37 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 529 64 1
"1205" "exp1" 16 38 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 408 77 1
"1205" "exp1" 16 39 "graphed-probability" "congruent" 80 20 73 25 80 20 75 25 1 465 0 0
"1205" "exp1" 16 40 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 476 67 1
"1205" "exp1" 16 41 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 2 769 85 1
"1205" "exp1" 16 42 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 441 64 1
"1205" "exp1" 16 43 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 637 30 1
"1205" "exp1" 16 44 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 565 30 1
"1205" "exp1" 16 45 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 701 20 1
"1205" "exp1" 16 46 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 475 20 1
"1205" "exp1" 16 47 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 1 772 67 1
"1205" "exp1" 16 48 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 1 524 24 1
"1205" "exp1" 16 49 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1652 0 0
"1205" "exp1" 16 50 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 1 1659 0 0
"1205" "exp1" 16 51 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 1 432 34 1
"1205" "exp1" 16 52 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 645 40 1
"1205" "exp1" 16 53 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 1 475 24 1
"1205" "exp1" 16 54 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 1 572 0 0
"1205" "exp1" 16 55 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 565 64 1
"1205" "exp1" 16 56 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 684 0 0
"1205" "exp1" 16 57 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 538 66 1
"1205" "exp1" 16 58 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 767 24 1
"1205" "exp1" 16 59 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 2 1851 0 0
"1205" "exp1" 16 60 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 1 2444 0 0
"1205" "exp1" 17 1 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 673 43 1
"1205" "exp1" 17 2 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 2079 20 1
"1205" "exp1" 17 3 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 703 0 0
"1205" "exp1" 17 4 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 639 74 1
"1205" "exp1" 17 5 "graphed-probability" "pro-prob" 80 20 23 75 80 20 25 75 1 536 23 1
"1205" "exp1" 17 6 "graphed-probability" "pro-out" 60 40 15 87 60 40 15 85 2 961 0 0
"1205" "exp1" 17 7 "graphed-probability" "pro-out" 70 30 23 77 70 30 25 75 1 514 23 1
"1205" "exp1" 17 8 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 2 1277 84 1
"1205" "exp1" 17 9 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1669 0 0
"1205" "exp1" 17 10 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 973 40 1
"1205" "exp1" 17 11 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 843 30 1
"1205" "exp1" 17 12 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 537 47 1
"1205" "exp1" 17 13 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 1 1425 34 1
"1205" "exp1" 17 14 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 649 64 1
"1205" "exp1" 17 15 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 615 0 0
"1205" "exp1" 17 16 "graphed-probability" "congruent" 80 20 77 24 80 20 75 25 1 563 77 1
"1205" "exp1" 17 17 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 2 1313 87 1
"1205" "exp1" 17 18 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 1 1042 0 0
"1205" "exp1" 17 19 "graphed-probability" "pro-out" 80 20 15 83 80 20 15 85 2 1026 0 0
"1205" "exp1" 17 20 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 1 532 33 1
"1205" "exp1" 17 21 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 1 561 77 1
"1205" "exp1" 17 22 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 498 30 1
"1205" "exp1" 17 23 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 474 0 0
"1205" "exp1" 17 24 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 528 64 1
"1205" "exp1" 17 25 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 451 24 1
"1205" "exp1" 17 26 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 1 649 26 1
"1205" "exp1" 17 27 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1422 60 1
"1205" "exp1" 17 28 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 1 702 0 0
"1205" "exp1" 17 29 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 1 588 0 0
"1205" "exp1" 17 30 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 531 0 0
"1205" "exp1" 17 31 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 488 0 0
"1205" "exp1" 17 32 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 500 75 1
"1205" "exp1" 17 33 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 534 74 1
"1205" "exp1" 17 34 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 752 20 1
"1205" "exp1" 17 35 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 834 63 1
"1205" "exp1" 17 36 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 658 0 0
"1205" "exp1" 17 37 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 697 0 0
"1205" "exp1" 17 38 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 570 67 1
"1205" "exp1" 17 39 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 500 47 1
"1205" "exp1" 17 40 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 1 869 35 1
"1205" "exp1" 17 41 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 1 707 35 1
"1205" "exp1" 17 42 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 922 40 1
"1205" "exp1" 17 43 "graphed-probability" "congruent" 60 40 63 35 60 40 65 35 1 708 63 1
"1205" "exp1" 17 44 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 1 931 27 1
"1205" "exp1" 17 45 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 1 654 46 1
"1205" "exp1" 17 46 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 738 20 1
"1205" "exp1" 17 47 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 1 911 26 1
"1205" "exp1" 17 48 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 1 1138 0 0
"1205" "exp1" 17 49 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 1 932 0 0
"1205" "exp1" 17 50 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 1 915 0 0
"1205" "exp1" 17 51 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 1 636 0 0
"1205" "exp1" 17 52 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 2 989 0 0
"1205" "exp1" 17 53 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 2 1362 0 0
"1205" "exp1" 17 54 "graphed-probability" "pro-out" 60 40 35 66 60 40 35 65 1 1304 0 0
"1205" "exp1" 17 55 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 2 1486 0 0
"1205" "exp1" 17 56 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 1366 0 0
"1205" "exp1" 17 57 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 1 1255 45 1
"1205" "exp1" 17 58 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 680 66 1
"1205" "exp1" 17 59 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 1 578 0 0
"1205" "exp1" 17 60 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 814 20 1
"1205" "exp1" 18 1 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 1 1762 33 1
"1205" "exp1" 18 2 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 781 0 0
"1205" "exp1" 18 3 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 685 64 1
"1205" "exp1" 18 4 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 617 75 1
"1205" "exp1" 18 5 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 1 960 44 1
"1205" "exp1" 18 6 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 565 0 0
"1205" "exp1" 18 7 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 982 20 1
"1205" "exp1" 18 8 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 1 1769 33 1
"1205" "exp1" 18 9 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 691 45 1
"1205" "exp1" 18 10 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 1093 65 1
"1205" "exp1" 18 11 "graphed-probability" "pro-prob" 60 40 47 54 60 40 45 55 1 1925 47 1
"1205" "exp1" 18 12 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1090 20 1
"1205" "exp1" 18 13 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 2 1413 87 1
"1205" "exp1" 18 14 "graphed-probability" "congruent" 80 20 73 27 80 20 75 25 1 1189 0 0
"1205" "exp1" 18 15 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1983 40 1
"1205" "exp1" 18 16 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 777 20 1
"1205" "exp1" 18 17 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 1 603 27 1
"1205" "exp1" 18 18 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 1 912 26 1
"1205" "exp1" 18 19 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 1 2118 43 1
"1205" "exp1" 18 20 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 598 67 1
"1205" "exp1" 18 21 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 2 1008 0 0
"1205" "exp1" 18 22 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 776 0 0
"1205" "exp1" 18 23 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 565 0 0
"1205" "exp1" 18 24 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 1 487 0 0
"1205" "exp1" 18 25 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 2 1025 0 0
"1205" "exp1" 18 26 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 553 0 0
"1205" "exp1" 18 27 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1093 40 1
"1205" "exp1" 18 28 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 611 0 0
"1205" "exp1" 18 29 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 1 760 24 1
"1205" "exp1" 18 30 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 1 505 27 1
"1205" "exp1" 18 31 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 1 485 0 0
"1205" "exp1" 18 32 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1157 40 1
"1205" "exp1" 18 33 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 612 46 1
"1205" "exp1" 18 34 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 1 558 46 1
"1205" "exp1" 18 35 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 450 13 1
"1205" "exp1" 18 36 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 791 30 1
"1205" "exp1" 18 37 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 1687 64 1
"1205" "exp1" 18 38 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 1 529 37 1
"1205" "exp1" 18 39 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 1 1312 17 1
"1205" "exp1" 18 40 "graphed-probability" "pro-out" 60 40 37 65 60 40 35 65 2 666 65 1
"1205" "exp1" 18 41 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 518 0 0
"1205" "exp1" 18 42 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 843 77 1
"1205" "exp1" 18 43 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 2 867 0 0
"1205" "exp1" 18 44 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 755 25 1
"1205" "exp1" 18 45 "graphed-probability" "pro-out" 60 40 13 83 60 40 15 85 2 1093 0 0
"1205" "exp1" 18 46 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 989 35 1
"1205" "exp1" 18 47 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 2 799 0 0
"1205" "exp1" 18 48 "graphed-probability" "congruent" 70 30 66 37 70 30 65 35 1 1450 66 1
"1205" "exp1" 18 49 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 1 1238 27 1
"1205" "exp1" 18 50 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 558 63 1
"1205" "exp1" 18 51 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1177 40 1
"1205" "exp1" 18 52 "graphed-probability" "pro-out" 60 40 13 85 60 40 15 85 2 976 85 1
"1205" "exp1" 18 53 "graphed-probability" "pro-prob" 80 20 44 55 80 20 45 55 1 459 44 1
"1205" "exp1" 18 54 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 2 1039 83 1
"1205" "exp1" 18 55 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1515 20 1
"1205" "exp1" 18 56 "graphed-probability" "congruent" 80 20 74 26 80 20 75 25 1 1052 74 1
"1205" "exp1" 18 57 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 2555 74 1
"1205" "exp1" 18 58 "graphed-probability" "congruent" 60 40 64 37 60 40 65 35 1 804 0 0
"1205" "exp1" 18 59 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1281 30 1
"1205" "exp1" 18 60 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 1 849 26 1
"1205" "exp1" 19 1 "graphed-probability" "congruent" 70 30 64 35 70 30 65 35 1 706 0 0
"1205" "exp1" 19 2 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 522 30 1
"1205" "exp1" 19 3 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 580 20 1
"1205" "exp1" 19 4 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 564 0 0
"1205" "exp1" 19 5 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 697 0 0
"1205" "exp1" 19 6 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 466 40 1
"1205" "exp1" 19 7 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 484 0 0
"1205" "exp1" 19 8 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 470 75 1
"1205" "exp1" 19 9 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 756 45 1
"1205" "exp1" 19 10 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 437 74 1
"1205" "exp1" 19 11 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 2 705 0 0
"1205" "exp1" 19 12 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 673 24 1
"1205" "exp1" 19 13 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 503 73 1
"1205" "exp1" 19 14 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 667 0 0
"1205" "exp1" 19 15 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 1 1193 27 1
"1205" "exp1" 19 16 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1075 30 1
"1205" "exp1" 19 17 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 1 2330 0 0
"1205" "exp1" 19 18 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 738 64 1
"1205" "exp1" 19 19 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 2 856 86 1
"1205" "exp1" 19 20 "graphed-probability" "congruent" 80 20 77 24 80 20 75 25 1 615 0 0
"1205" "exp1" 19 21 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 481 0 0
"1205" "exp1" 19 22 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 1 828 35 1
"1205" "exp1" 19 23 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 1 472 0 0
"1205" "exp1" 19 24 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 1 1162 0 0
"1205" "exp1" 19 25 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 2 1142 0 0
"1205" "exp1" 19 26 "graphed-probability" "pro-out" 60 40 34 66 60 40 35 65 1 738 0 0
"1205" "exp1" 19 27 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 2 676 0 0
"1205" "exp1" 19 28 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 1572 25 1
"1205" "exp1" 19 29 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 1 946 0 0
"1205" "exp1" 19 30 "graphed-probability" "pro-prob" 80 20 44 55 80 20 45 55 1 827 44 1
"1205" "exp1" 19 31 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 2 751 0 0
"1205" "exp1" 19 32 "graphed-probability" "pro-prob" 60 40 47 54 60 40 45 55 1 2210 0 0
"1205" "exp1" 19 33 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 751 20 1
"1205" "exp1" 19 34 "graphed-probability" "congruent" 60 40 64 33 60 40 65 35 1 594 64 1
"1205" "exp1" 19 35 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 2 1345 0 0
"1205" "exp1" 19 36 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 1142 66 1
"1205" "exp1" 19 37 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 803 34 1
"1205" "exp1" 19 38 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 1 561 0 0
"1205" "exp1" 19 39 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 715 35 1
"1205" "exp1" 19 40 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 969 0 0
"1205" "exp1" 19 41 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 954 23 1
"1205" "exp1" 19 42 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 1 557 37 1
"1205" "exp1" 19 43 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 497 24 1
"1205" "exp1" 19 44 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 1 463 23 1
"1205" "exp1" 19 45 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 1 1317 0 0
"1205" "exp1" 19 46 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 2 1007 0 0
"1205" "exp1" 19 47 "graphed-probability" "pro-out" 60 40 15 87 60 40 15 85 2 1514 0 0
"1205" "exp1" 19 48 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 924 0 0
"1205" "exp1" 19 49 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1594 30 1
"1205" "exp1" 19 50 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 1099 74 1
"1205" "exp1" 19 51 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 1 1538 47 1
"1205" "exp1" 19 52 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1566 20 1
"1205" "exp1" 19 53 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 502 44 1
"1205" "exp1" 19 54 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 614 77 1
"1205" "exp1" 19 55 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 940 40 1
"1205" "exp1" 19 56 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 587 0 0
"1205" "exp1" 19 57 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 629 74 1
"1205" "exp1" 19 58 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 462 46 1
"1205" "exp1" 19 59 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 504 46 1
"1205" "exp1" 19 60 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 404 77 1
"1205" "exp1" 20 1 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 870 0 0
"1205" "exp1" 20 2 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 427 30 1
"1205" "exp1" 20 3 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 1 667 27 1
"1205" "exp1" 20 4 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 1 452 75 1
"1205" "exp1" 20 5 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 545 0 0
"1205" "exp1" 20 6 "graphed-probability" "pro-prob" 80 20 44 56 80 20 45 55 1 510 44 1
"1205" "exp1" 20 7 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 470 23 1
"1205" "exp1" 20 8 "graphed-probability" "pro-prob" 60 40 47 55 60 40 45 55 1 491 0 0
"1205" "exp1" 20 9 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 1 505 0 0
"1205" "exp1" 20 10 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1207 40 1
"1205" "exp1" 20 11 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 1 475 24 1
"1205" "exp1" 20 12 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 2 838 0 0
"1205" "exp1" 20 13 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 465 45 1
"1205" "exp1" 20 14 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 481 0 0
"1205" "exp1" 20 15 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 2 755 0 0
"1205" "exp1" 20 16 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 468 30 1
"1205" "exp1" 20 17 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 459 65 1
"1205" "exp1" 20 18 "graphed-probability" "pro-prob" 60 40 47 54 60 40 45 55 1 611 47 1
"1205" "exp1" 20 19 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 1 412 0 0
"1205" "exp1" 20 20 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 608 20 1
"1205" "exp1" 20 21 "graphed-probability" "pro-out" 60 40 13 85 60 40 15 85 2 754 85 1
"1205" "exp1" 20 22 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 2 530 0 0
"1205" "exp1" 20 23 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 619 74 1
"1205" "exp1" 20 24 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 423 74 1
"1205" "exp1" 20 25 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 1 1135 26 1
"1205" "exp1" 20 26 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 719 63 1
"1205" "exp1" 20 27 "graphed-probability" "pro-prob" 80 20 44 56 80 20 45 55 1 447 44 1
"1205" "exp1" 20 28 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 1 438 0 0
"1205" "exp1" 20 29 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 381 67 1
"1205" "exp1" 20 30 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 1 546 25 1
"1205" "exp1" 20 31 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 1 439 77 1
"1205" "exp1" 20 32 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 1 655 0 0
"1205" "exp1" 20 33 "graphed-probability" "pro-prob" 80 20 25 74 80 20 25 75 1 448 25 1
"1205" "exp1" 20 34 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 490 40 1
"1205" "exp1" 20 35 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 1 1048 0 0
"1205" "exp1" 20 36 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 528 73 1
"1205" "exp1" 20 37 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 559 63 1
"1205" "exp1" 20 38 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 1 616 37 1
"1205" "exp1" 20 39 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 663 0 0
"1205" "exp1" 20 40 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 1 931 27 1
"1205" "exp1" 20 41 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 582 0 0
"1205" "exp1" 20 42 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 1 2204 33 1
"1205" "exp1" 20 43 "graphed-probability" "pro-prob" 60 40 47 54 60 40 45 55 1 989 0 0
"1205" "exp1" 20 44 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 495 0 0
"1205" "exp1" 20 45 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 1 502 33 1
"1205" "exp1" 20 46 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 420 65 1
"1205" "exp1" 20 47 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 1 518 0 0
"1205" "exp1" 20 48 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 1 543 46 1
"1205" "exp1" 20 49 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 752 20 1
"1205" "exp1" 20 50 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 435 74 1
"1205" "exp1" 20 51 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 510 20 1
"1205" "exp1" 20 52 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 511 64 1
"1205" "exp1" 20 53 "graphed-probability" "pro-prob" 70 30 34 66 70 30 35 65 1 417 34 1
"1205" "exp1" 20 54 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 2 753 0 0
"1205" "exp1" 20 55 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 506 0 0
"1205" "exp1" 20 56 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 2 945 0 0
"1205" "exp1" 20 57 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 992 20 1
"1205" "exp1" 20 58 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 1 578 46 1
"1205" "exp1" 20 59 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 2 1478 0 0
"1205" "exp1" 20 60 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 569 76 1
"1206" "exp1" 1 1 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 2 1812 0 0
"1206" "exp1" 1 2 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 747 0 0
"1206" "exp1" 1 3 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 2 2601 0 0
"1206" "exp1" 1 4 "graphed-probability" "pro-out" 60 40 35 67 60 40 35 65 2 945 0 0
"1206" "exp1" 1 5 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 2449 75 1
"1206" "exp1" 1 6 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 2670 0 0
"1206" "exp1" 1 7 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 2 4193 0 0
"1206" "exp1" 1 8 "graphed-probability" "congruent" 70 30 66 34 70 30 65 35 1 1294 66 1
"1206" "exp1" 1 9 "graphed-probability" "congruent" 70 30 66 37 70 30 65 35 1 1471 66 1
"1206" "exp1" 1 10 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 2 1408 0 0
"1206" "exp1" 1 11 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 2 3620 0 0
"1206" "exp1" 1 12 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 1178 0 0
"1206" "exp1" 1 13 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 4733 0 0
"1206" "exp1" 1 14 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 1463 74 1
"1206" "exp1" 1 15 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 1 1236 75 1
"1206" "exp1" 1 16 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 1 1685 0 0
"1206" "exp1" 1 17 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 1 12192 36 1
"1206" "exp1" 1 18 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 2 4348 55 1
"1206" "exp1" 1 19 "graphed-probability" "pro-prob" 80 20 25 74 80 20 25 75 1 3866 25 1
"1206" "exp1" 1 20 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 2 1632 67 1
"1206" "exp1" 1 21 "graphed-probability" "pro-out" 60 40 36 64 60 40 35 65 2 2027 64 1
"1206" "exp1" 1 22 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 8486 20 1
"1206" "exp1" 1 23 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 2 3095 83 1
"1206" "exp1" 1 24 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 5031 60 1
"1206" "exp1" 1 25 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 1274 47 1
"1206" "exp1" 1 26 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 1 3851 0 0
"1206" "exp1" 1 27 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 1075 76 1
"1206" "exp1" 1 28 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 1 2146 46 1
"1206" "exp1" 1 29 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 16287 0 0
"1206" "exp1" 1 30 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 1746 0 0
"1206" "exp1" 1 31 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 4583 30 1
"1206" "exp1" 1 32 "graphed-probability" "congruent" 60 40 64 33 60 40 65 35 1 1919 0 0
"1206" "exp1" 1 33 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 1355 66 1
"1206" "exp1" 1 34 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 1 2712 27 1
"1206" "exp1" 1 35 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 1 2964 0 0
"1206" "exp1" 1 36 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 1 12977 27 1
"1206" "exp1" 1 37 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 6953 20 1
"1206" "exp1" 1 38 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 2 9194 0 0
"1206" "exp1" 1 39 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 9114 0 0
"1206" "exp1" 1 40 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 1 6001 44 1
"1206" "exp1" 1 41 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 4385 20 1
"1206" "exp1" 1 42 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 986 0 0
"1206" "exp1" 1 43 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 1217 0 0
"1206" "exp1" 1 44 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 1044 44 1
"1206" "exp1" 1 45 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 895 74 1
"1206" "exp1" 1 46 "graphed-probability" "congruent" 80 20 73 25 80 20 75 25 1 861 73 1
"1206" "exp1" 1 47 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 2 5813 73 1
"1206" "exp1" 1 48 "graphed-probability" "congruent" 80 20 77 25 80 20 75 25 1 1352 77 1
"1206" "exp1" 1 49 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 2 5241 65 1
"1206" "exp1" 1 50 "graphed-probability" "pro-out" 70 30 23 77 70 30 25 75 2 2289 0 0
"1206" "exp1" 1 51 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 1 6619 44 1
"1206" "exp1" 1 52 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 1458 67 1
"1206" "exp1" 1 53 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 2907 60 1
"1206" "exp1" 1 54 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 2 1523 0 0
"1206" "exp1" 1 55 "graphed-probability" "pro-out" 60 40 35 67 60 40 35 65 2 3828 67 1
"1206" "exp1" 1 56 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 1 3250 45 1
"1206" "exp1" 1 57 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 7772 60 1
"1206" "exp1" 1 58 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 3342 20 1
"1206" "exp1" 1 59 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 2 1068 0 0
"1206" "exp1" 1 60 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 5974 70 1
"1206" "exp1" 2 1 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 13964 0 0
"1206" "exp1" 2 2 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 2 3195 0 0
"1206" "exp1" 2 3 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 1 3294 26 1
"1206" "exp1" 2 4 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 2 1139 0 0
"1206" "exp1" 2 5 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 1363 66 1
"1206" "exp1" 2 6 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 2 1237 0 0
"1206" "exp1" 2 7 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 2575 74 1
"1206" "exp1" 2 8 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 3666 73 1
"1206" "exp1" 2 9 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 2 3108 0 0
"1206" "exp1" 2 10 "graphed-probability" "pro-prob" 80 20 45 56 80 20 45 55 1 1761 45 1
"1206" "exp1" 2 11 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 1 4423 46 1
"1206" "exp1" 2 12 "graphed-probability" "pro-prob" 80 20 43 54 80 20 45 55 1 2114 43 1
"1206" "exp1" 2 13 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 14094 0 0
"1206" "exp1" 2 14 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 1 6954 34 1
"1206" "exp1" 2 15 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 5033 60 1
"1206" "exp1" 2 16 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 2 4227 75 1
"1206" "exp1" 2 17 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 1325 75 1
"1206" "exp1" 2 18 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 1 3078 37 1
"1206" "exp1" 2 19 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 1569 63 1
"1206" "exp1" 2 20 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 2 1226 87 1
"1206" "exp1" 2 21 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 5701 30 1
"1206" "exp1" 2 22 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 1 4479 37 1
"1206" "exp1" 2 23 "graphed-probability" "pro-prob" 60 40 47 55 60 40 45 55 1 2849 0 0
"1206" "exp1" 2 24 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 4290 20 1
"1206" "exp1" 2 25 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 2146 75 1
"1206" "exp1" 2 26 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 1662 0 0
"1206" "exp1" 2 27 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 1011 77 1
"1206" "exp1" 2 28 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 1 3824 36 1
"1206" "exp1" 2 29 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 1 2915 44 1
"1206" "exp1" 2 30 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 2 1760 0 0
"1206" "exp1" 2 31 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 2 1414 83 1
"1206" "exp1" 2 32 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 2 1726 0 0
"1206" "exp1" 2 33 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 4485 20 1
"1206" "exp1" 2 34 "graphed-probability" "congruent" 60 40 65 35 60 40 65 35 1 1276 65 1
"1206" "exp1" 2 35 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 1102 73 1
"1206" "exp1" 2 36 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 1 10925 26 1
"1206" "exp1" 2 37 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 2 5185 0 0
"1206" "exp1" 2 38 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 2725 74 1
"1206" "exp1" 2 39 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 2 7970 0 0
"1206" "exp1" 2 40 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 9114 0 0
"1206" "exp1" 2 41 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 4578 60 1
"1206" "exp1" 2 42 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1663 60 1
"1206" "exp1" 2 43 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1365 0 0
"1206" "exp1" 2 44 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 2711 66 1
"1206" "exp1" 2 45 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 1768 63 1
"1206" "exp1" 2 46 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 15769 30 1
"1206" "exp1" 2 47 "graphed-probability" "congruent" 60 40 67 33 60 40 65 35 1 1162 67 1
"1206" "exp1" 2 48 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 1177 0 0
"1206" "exp1" 2 49 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 2 2179 66 1
"1206" "exp1" 2 50 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 2489 63 1
"1206" "exp1" 2 51 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 2 1467 0 0
"1206" "exp1" 2 52 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 1743 44 1
"1206" "exp1" 2 53 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 7133 0 0
"1206" "exp1" 2 54 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 1179 45 1
"1206" "exp1" 2 55 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 2 3583 67 1
"1206" "exp1" 2 56 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 1 5700 0 0
"1206" "exp1" 2 57 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 6814 24 1
"1206" "exp1" 2 58 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 2 4352 0 0
"1206" "exp1" 2 59 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 5289 25 1
"1206" "exp1" 2 60 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 1799 74 1
"1206" "exp1" 3 1 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 11828 20 1
"1206" "exp1" 3 2 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 1603 0 0
"1206" "exp1" 3 3 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 2 1611 76 1
"1206" "exp1" 3 4 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 3788 20 1
"1206" "exp1" 3 5 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 2 2562 85 1
"1206" "exp1" 3 6 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 2 1356 0 0
"1206" "exp1" 3 7 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 5164 25 1
"1206" "exp1" 3 8 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 2 1256 0 0
"1206" "exp1" 3 9 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 1 4707 0 0
"1206" "exp1" 3 10 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 2 9881 65 1
"1206" "exp1" 3 11 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 7337 0 0
"1206" "exp1" 3 12 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 2 1825 85 1
"1206" "exp1" 3 13 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 8231 0 0
"1206" "exp1" 3 14 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 1215 75 1
"1206" "exp1" 3 15 "graphed-probability" "pro-out" 80 20 13 84 80 20 15 85 2 1824 0 0
"1206" "exp1" 3 16 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 1 1962 23 1
"1206" "exp1" 3 17 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 1147 0 0
"1206" "exp1" 3 18 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 1227 67 1
"1206" "exp1" 3 19 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 820 66 1
"1206" "exp1" 3 20 "graphed-probability" "pro-out" 70 30 23 77 70 30 25 75 2 2017 0 0
"1206" "exp1" 3 21 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 1199 76 1
"1206" "exp1" 3 22 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 5499 30 1
"1206" "exp1" 3 23 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 2 3847 63 1
"1206" "exp1" 3 24 "graphed-probability" "pro-out" 80 20 17 83 80 20 15 85 2 3807 0 0
"1206" "exp1" 3 25 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 2 4177 0 0
"1206" "exp1" 3 26 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 3732 0 0
"1206" "exp1" 3 27 "graphed-probability" "pro-prob" 80 20 43 56 80 20 45 55 1 1253 43 1
"1206" "exp1" 3 28 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1427 0 0
"1206" "exp1" 3 29 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 10536 0 0
"1206" "exp1" 3 30 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 795 63 1
"1206" "exp1" 3 31 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1720 0 0
"1206" "exp1" 3 32 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 21924 0 0
"1206" "exp1" 3 33 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 1 1010 0 0
"1206" "exp1" 3 34 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 5855 30 1
"1206" "exp1" 3 35 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 1 1765 33 1
"1206" "exp1" 3 36 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 827 65 1
"1206" "exp1" 3 37 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 2 1612 0 0
"1206" "exp1" 3 38 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 1 5473 0 0
"1206" "exp1" 3 39 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 1 1417 77 1
"1206" "exp1" 3 40 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 618 76 1
"1206" "exp1" 3 41 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 956 74 1
"1206" "exp1" 3 42 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 945 0 0
"1206" "exp1" 3 43 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 2123 0 0
"1206" "exp1" 3 44 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 1093 47 1
"1206" "exp1" 3 45 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 2 1560 0 0
"1206" "exp1" 3 46 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 1 2904 26 1
"1206" "exp1" 3 47 "graphed-probability" "pro-out" 60 40 37 65 60 40 35 65 2 1696 65 1
"1206" "exp1" 3 48 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 2 942 85 1
"1206" "exp1" 3 49 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 1403 63 1
"1206" "exp1" 3 50 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 2541 60 1
"1206" "exp1" 3 51 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 1 1477 47 1
"1206" "exp1" 3 52 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 1186 0 0
"1206" "exp1" 3 53 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 4818 30 1
"1206" "exp1" 3 54 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 1079 45 1
"1206" "exp1" 3 55 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 1 8698 47 1
"1206" "exp1" 3 56 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 1207 63 1
"1206" "exp1" 3 57 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 773 73 1
"1206" "exp1" 3 58 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 1 2268 27 1
"1206" "exp1" 3 59 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 2 2780 0 0
"1206" "exp1" 3 60 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 1 13549 0 0
"1206" "exp1" 4 1 "graphed-probability" "pro-out" 60 40 34 66 60 40 35 65 2 1233 0 0
"1206" "exp1" 4 2 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1466 0 0
"1206" "exp1" 4 3 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 804 84 1
"1206" "exp1" 4 4 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 4030 0 0
"1206" "exp1" 4 5 "graphed-probability" "pro-out" 60 40 35 67 60 40 35 65 2 1198 67 1
"1206" "exp1" 4 6 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1686 30 1
"1206" "exp1" 4 7 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 1 3453 23 1
"1206" "exp1" 4 8 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 1162 47 1
"1206" "exp1" 4 9 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 5625 70 1
"1206" "exp1" 4 10 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 3818 36 1
"1206" "exp1" 4 11 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 2 2097 0 0
"1206" "exp1" 4 12 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 20271 34 1
"1206" "exp1" 4 13 "graphed-probability" "congruent" 60 40 64 34 60 40 65 35 1 1442 0 0
"1206" "exp1" 4 14 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1280 0 0
"1206" "exp1" 4 15 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 2907 20 1
"1206" "exp1" 4 16 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 2630 77 1
"1206" "exp1" 4 17 "graphed-probability" "pro-prob" 80 20 44 56 80 20 45 55 1 1142 44 1
"1206" "exp1" 4 18 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 2 1605 0 0
"1206" "exp1" 4 19 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 1093 47 1
"1206" "exp1" 4 20 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 1 2217 0 0
"1206" "exp1" 4 21 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 921 87 1
"1206" "exp1" 4 22 "graphed-probability" "pro-out" 70 30 23 74 70 30 25 75 2 1854 0 0
"1206" "exp1" 4 23 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 800 65 1
"1206" "exp1" 4 24 "graphed-probability" "congruent" 70 30 77 24 70 30 75 25 1 974 77 1
"1206" "exp1" 4 25 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 807 0 0
"1206" "exp1" 4 26 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 5354 60 1
"1206" "exp1" 4 27 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 2 726 0 0
"1206" "exp1" 4 28 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 2154 77 1
"1206" "exp1" 4 29 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 4492 34 1
"1206" "exp1" 4 30 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 2824 24 1
"1206" "exp1" 4 31 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 1259 0 0
"1206" "exp1" 4 32 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 2 1842 0 0
"1206" "exp1" 4 33 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 3952 0 0
"1206" "exp1" 4 34 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 1 7685 43 1
"1206" "exp1" 4 35 "graphed-probability" "pro-prob" 60 40 45 54 60 40 45 55 1 2737 45 1
"1206" "exp1" 4 36 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 1026 0 0
"1206" "exp1" 4 37 "graphed-probability" "pro-out" 80 20 15 86 80 20 15 85 2 1108 0 0
"1206" "exp1" 4 38 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 2 1749 0 0
"1206" "exp1" 4 39 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 851 0 0
"1206" "exp1" 4 40 "graphed-probability" "congruent" 70 30 64 35 70 30 65 35 1 857 0 0
"1206" "exp1" 4 41 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 2152 60 1
"1206" "exp1" 4 42 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 2314 20 1
"1206" "exp1" 4 43 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 1852 0 0
"1206" "exp1" 4 44 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 2331 30 1
"1206" "exp1" 4 45 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 1 1443 76 1
"1206" "exp1" 4 46 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 707 65 1
"1206" "exp1" 4 47 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 767 64 1
"1206" "exp1" 4 48 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 571 0 0
"1206" "exp1" 4 49 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 2131 60 1
"1206" "exp1" 4 50 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 880 74 1
"1206" "exp1" 4 51 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 2 742 0 0
"1206" "exp1" 4 52 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 1 1702 27 1
"1206" "exp1" 4 53 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 1 1715 0 0
"1206" "exp1" 4 54 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 2 6327 0 0
"1206" "exp1" 4 55 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 2561 73 1
"1206" "exp1" 4 56 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 2 4246 86 1
"1206" "exp1" 4 57 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 1592 74 1
"1206" "exp1" 4 58 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 2 1261 0 0
"1206" "exp1" 4 59 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 2 1292 0 0
"1206" "exp1" 4 60 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 1462 45 1
"1206" "exp1" 5 1 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1122 60 1
"1206" "exp1" 5 2 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 921 77 1
"1206" "exp1" 5 3 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 2143 63 1
"1206" "exp1" 5 4 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 12383 63 1
"1206" "exp1" 5 5 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 2 2496 0 0
"1206" "exp1" 5 6 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 1 5144 23 1
"1206" "exp1" 5 7 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 2 994 0 0
"1206" "exp1" 5 8 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 926 65 1
"1206" "exp1" 5 9 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 7067 0 0
"1206" "exp1" 5 10 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 1485 37 1
"1206" "exp1" 5 11 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 4684 0 0
"1206" "exp1" 5 12 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 1033 64 1
"1206" "exp1" 5 13 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 779 73 1
"1206" "exp1" 5 14 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 1 4494 27 1
"1206" "exp1" 5 15 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 886 0 0
"1206" "exp1" 5 16 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 1 1705 27 1
"1206" "exp1" 5 17 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 5152 0 0
"1206" "exp1" 5 18 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 4434 0 0
"1206" "exp1" 5 19 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 2 996 83 1
"1206" "exp1" 5 20 "graphed-probability" "pro-out" 70 30 26 75 70 30 25 75 2 1918 75 1
"1206" "exp1" 5 21 "graphed-probability" "pro-out" 60 40 35 67 60 40 35 65 2 922 0 0
"1206" "exp1" 5 22 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 1 4072 34 1
"1206" "exp1" 5 23 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 2 800 0 0
"1206" "exp1" 5 24 "graphed-probability" "pro-out" 60 40 36 64 60 40 35 65 2 1157 64 1
"1206" "exp1" 5 25 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 5601 0 0
"1206" "exp1" 5 26 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 3075 64 1
"1206" "exp1" 5 27 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 2 2865 0 0
"1206" "exp1" 5 28 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 3259 0 0
"1206" "exp1" 5 29 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 2 1655 0 0
"1206" "exp1" 5 30 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 1119 47 1
"1206" "exp1" 5 31 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1177 20 1
"1206" "exp1" 5 32 "graphed-probability" "congruent" 70 30 75 27 70 30 75 25 1 1075 0 0
"1206" "exp1" 5 33 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 1 9589 0 0
"1206" "exp1" 5 34 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 1 4512 0 0
"1206" "exp1" 5 35 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 1198 75 1
"1206" "exp1" 5 36 "graphed-probability" "pro-prob" 60 40 47 55 60 40 45 55 1 3826 0 0
"1206" "exp1" 5 37 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 2 2355 0 0
"1206" "exp1" 5 38 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 2473 0 0
"1206" "exp1" 5 39 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 1 1320 0 0
"1206" "exp1" 5 40 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1733 20 1
"1206" "exp1" 5 41 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 1 2609 46 1
"1206" "exp1" 5 42 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 2 1685 0 0
"1206" "exp1" 5 43 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 1 17135 36 1
"1206" "exp1" 5 44 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 4864 63 1
"1206" "exp1" 5 45 "graphed-probability" "pro-out" 80 20 15 84 80 20 15 85 2 1839 0 0
"1206" "exp1" 5 46 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 2 1485 0 0
"1206" "exp1" 5 47 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 1548 75 1
"1206" "exp1" 5 48 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 842 73 1
"1206" "exp1" 5 49 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 6935 0 0
"1206" "exp1" 5 50 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 2 785 0 0
"1206" "exp1" 5 51 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 16107 0 0
"1206" "exp1" 5 52 "graphed-probability" "pro-out" 60 40 36 64 60 40 35 65 2 12863 0 0
"1206" "exp1" 5 53 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 11431 60 1
"1206" "exp1" 5 54 "graphed-probability" "pro-out" 60 40 15 86 60 40 15 85 2 1176 86 1
"1206" "exp1" 5 55 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 1196 47 1
"1206" "exp1" 5 56 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 1471 45 1
"1206" "exp1" 5 57 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 2 1254 0 0
"1206" "exp1" 5 58 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 2294 45 1
"1206" "exp1" 5 59 "graphed-probability" "pro-prob" 60 40 45 54 60 40 45 55 1 4836 45 1
"1206" "exp1" 5 60 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 1774 65 1
"1206" "exp1" 6 1 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 1542 24 1
"1206" "exp1" 6 2 "graphed-probability" "congruent" 70 30 66 37 70 30 65 35 2 14483 0 0
"1206" "exp1" 6 3 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 12403 0 0
"1206" "exp1" 6 4 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 7713 0 0
"1206" "exp1" 6 5 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 11277 0 0
"1206" "exp1" 6 6 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 1516 44 1
"1206" "exp1" 6 7 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 2177 40 1
"1206" "exp1" 6 8 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 2 1244 0 0
"1206" "exp1" 6 9 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 2901 30 1
"1206" "exp1" 6 10 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 2577 40 1
"1206" "exp1" 6 11 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1776 0 0
"1206" "exp1" 6 12 "graphed-probability" "pro-out" 60 40 37 67 60 40 35 65 2 14519 67 1
"1206" "exp1" 6 13 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 2 1665 0 0
"1206" "exp1" 6 14 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1819 0 0
"1206" "exp1" 6 15 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 2 988 0 0
"1206" "exp1" 6 16 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 2 1093 0 0
"1206" "exp1" 6 17 "graphed-probability" "pro-out" 70 30 25 77 70 30 25 75 2 977 0 0
"1206" "exp1" 6 18 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 2 1053 75 1
"1206" "exp1" 6 19 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 2 932 0 0
"1206" "exp1" 6 20 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 1 2137 0 0
"1206" "exp1" 6 21 "graphed-probability" "pro-out" 60 40 14 83 60 40 15 85 2 919 0 0
"1206" "exp1" 6 22 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 2 3527 0 0
"1206" "exp1" 6 23 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 2599 34 1
"1206" "exp1" 6 24 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 2 1141 0 0
"1206" "exp1" 6 25 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 2011 73 1
"1206" "exp1" 6 26 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 1 974 46 1
"1206" "exp1" 6 27 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 1 3216 33 1
"1206" "exp1" 6 28 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 2184 0 0
"1206" "exp1" 6 29 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 1513 0 0
"1206" "exp1" 6 30 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 1 4892 43 1
"1206" "exp1" 6 31 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 1051 65 1
"1206" "exp1" 6 32 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 1 5704 0 0
"1206" "exp1" 6 33 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 1260 0 0
"1206" "exp1" 6 34 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 905 76 1
"1206" "exp1" 6 35 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 1791 47 1
"1206" "exp1" 6 36 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 2 1285 0 0
"1206" "exp1" 6 37 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 767 65 1
"1206" "exp1" 6 38 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 1 1453 26 1
"1206" "exp1" 6 39 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 1969 0 0
"1206" "exp1" 6 40 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1895 0 0
"1206" "exp1" 6 41 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 1 1833 67 1
"1206" "exp1" 6 42 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 10118 0 0
"1206" "exp1" 6 43 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 1 1089 74 1
"1206" "exp1" 6 44 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 1 1584 0 0
"1206" "exp1" 6 45 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 1912 0 0
"1206" "exp1" 6 46 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 2 718 0 0
"1206" "exp1" 6 47 "graphed-probability" "pro-prob" 80 20 27 74 80 20 25 75 1 1434 27 1
"1206" "exp1" 6 48 "graphed-probability" "pro-out" 80 20 13 84 80 20 15 85 2 1260 0 0
"1206" "exp1" 6 49 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 1692 64 1
"1206" "exp1" 6 50 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 1147 74 1
"1206" "exp1" 6 51 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 739 0 0
"1206" "exp1" 6 52 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 2 1475 0 0
"1206" "exp1" 6 53 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 1983 0 0
"1206" "exp1" 6 54 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 1 4748 0 0
"1206" "exp1" 6 55 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 2925 30 1
"1206" "exp1" 6 56 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 1509 65 1
"1206" "exp1" 6 57 "graphed-probability" "congruent" 60 40 64 37 60 40 65 35 1 709 0 0
"1206" "exp1" 6 58 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 1032 0 0
"1206" "exp1" 6 59 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 2 1450 0 0
"1206" "exp1" 6 60 "graphed-probability" "congruent" 80 20 76 25 80 20 75 25 1 2907 76 1
"1206" "exp1" 7 1 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 1 1994 0 0
"1206" "exp1" 7 2 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 2 1889 0 0
"1206" "exp1" 7 3 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 2 1397 0 0
"1206" "exp1" 7 4 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 1070 73 1
"1206" "exp1" 7 5 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 785 65 1
"1206" "exp1" 7 6 "graphed-probability" "pro-out" 60 40 13 83 60 40 15 85 2 778 83 1
"1206" "exp1" 7 7 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 4075 0 0
"1206" "exp1" 7 8 "graphed-probability" "pro-out" 70 30 25 74 70 30 25 75 2 1000 74 1
"1206" "exp1" 7 9 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1931 20 1
"1206" "exp1" 7 10 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1275 0 0
"1206" "exp1" 7 11 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 2 1614 65 1
"1206" "exp1" 7 12 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 1 1302 45 1
"1206" "exp1" 7 13 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 776 0 0
"1206" "exp1" 7 14 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1420 80 1
"1206" "exp1" 7 15 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 1 6634 37 1
"1206" "exp1" 7 16 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 1 2007 23 1
"1206" "exp1" 7 17 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1612 40 1
"1206" "exp1" 7 18 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 1 7313 46 1
"1206" "exp1" 7 19 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 1 1688 67 1
"1206" "exp1" 7 20 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 2 1108 85 1
"1206" "exp1" 7 21 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 2 893 0 0
"1206" "exp1" 7 22 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 1272 73 1
"1206" "exp1" 7 23 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 6338 0 0
"1206" "exp1" 7 24 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1553 0 0
"1206" "exp1" 7 25 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 2 1358 0 0
"1206" "exp1" 7 26 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 2 884 0 0
"1206" "exp1" 7 27 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 1 2623 0 0
"1206" "exp1" 7 28 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 6083 30 1
"1206" "exp1" 7 29 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 2908 25 1
"1206" "exp1" 7 30 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 1129 75 1
"1206" "exp1" 7 31 "graphed-probability" "pro-out" 60 40 13 85 60 40 15 85 2 774 0 0
"1206" "exp1" 7 32 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 2 749 86 1
"1206" "exp1" 7 33 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 2148 20 1
"1206" "exp1" 7 34 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 2000 0 0
"1206" "exp1" 7 35 "graphed-probability" "congruent" 80 20 75 25 80 20 75 25 1 1035 75 1
"1206" "exp1" 7 36 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 1 3039 0 0
"1206" "exp1" 7 37 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 1138 47 1
"1206" "exp1" 7 38 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 3431 24 1
"1206" "exp1" 7 39 "graphed-probability" "pro-out" 80 20 13 84 80 20 15 85 2 1805 0 0
"1206" "exp1" 7 40 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 1 923 75 1
"1206" "exp1" 7 41 "graphed-probability" "congruent" 70 30 63 37 70 30 65 35 1 1166 0 0
"1206" "exp1" 7 42 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 837 67 1
"1206" "exp1" 7 43 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 879 43 1
"1206" "exp1" 7 44 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1279 0 0
"1206" "exp1" 7 45 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 898 0 0
"1206" "exp1" 7 46 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 3643 74 1
"1206" "exp1" 7 47 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 1448 44 1
"1206" "exp1" 7 48 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 2 1343 67 1
"1206" "exp1" 7 49 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 2222 60 1
"1206" "exp1" 7 50 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 848 77 1
"1206" "exp1" 7 51 "graphed-probability" "pro-out" 60 40 13 83 60 40 15 85 2 726 0 0
"1206" "exp1" 7 52 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 1 1537 24 1
"1206" "exp1" 7 53 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 2 916 0 0
"1206" "exp1" 7 54 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 4685 35 1
"1206" "exp1" 7 55 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 2 2582 0 0
"1206" "exp1" 7 56 "graphed-probability" "congruent" 70 30 66 34 70 30 65 35 1 4508 66 1
"1206" "exp1" 7 57 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 2 1695 0 0
"1206" "exp1" 7 58 "graphed-probability" "pro-out" 60 40 36 64 60 40 35 65 2 1483 64 1
"1206" "exp1" 7 59 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 1935 34 1
"1206" "exp1" 7 60 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 998 74 1
"1206" "exp1" 8 1 "graphed-probability" "congruent" 60 40 64 33 60 40 65 35 1 1444 64 1
"1206" "exp1" 8 2 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1925 0 0
"1206" "exp1" 8 3 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1667 20 1
"1206" "exp1" 8 4 "graphed-probability" "congruent" 60 40 64 33 60 40 65 35 1 964 64 1
"1206" "exp1" 8 5 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 2754 73 1
"1206" "exp1" 8 6 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 797 67 1
"1206" "exp1" 8 7 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 3533 30 1
"1206" "exp1" 8 8 "graphed-probability" "congruent" 70 30 64 35 70 30 65 35 1 991 64 1
"1206" "exp1" 8 9 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1179 0 0
"1206" "exp1" 8 10 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 2 2379 64 1
"1206" "exp1" 8 11 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 2 1016 0 0
"1206" "exp1" 8 12 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 1 2439 47 1
"1206" "exp1" 8 13 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 4392 60 1
"1206" "exp1" 8 14 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 1 1652 37 1
"1206" "exp1" 8 15 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 1216 0 0
"1206" "exp1" 8 16 "graphed-probability" "pro-out" 70 30 26 77 70 30 25 75 2 1170 77 1
"1206" "exp1" 8 17 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 1118 0 0
"1206" "exp1" 8 18 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 1050 73 1
"1206" "exp1" 8 19 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 2 1071 0 0
"1206" "exp1" 8 20 "graphed-probability" "pro-out" 70 30 27 77 70 30 25 75 2 1427 0 0
"1206" "exp1" 8 21 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 8560 0 0
"1206" "exp1" 8 22 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1852 20 1
"1206" "exp1" 8 23 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 1853 23 1
"1206" "exp1" 8 24 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 1 1979 47 1
"1206" "exp1" 8 25 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 15409 70 1
"1206" "exp1" 8 26 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 2 1661 84 1
"1206" "exp1" 8 27 "graphed-probability" "pro-prob" 60 40 47 53 60 40 45 55 1 1996 47 1
"1206" "exp1" 8 28 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 3298 0 0
"1206" "exp1" 8 29 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 2 5820 0 0
"1206" "exp1" 8 30 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 1685 66 1
"1206" "exp1" 8 31 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 2495 30 1
"1206" "exp1" 8 32 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 1242 47 1
"1206" "exp1" 8 33 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 2489 34 1
"1206" "exp1" 8 34 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 1630 63 1
"1206" "exp1" 8 35 "graphed-probability" "pro-out" 60 40 13 85 60 40 15 85 2 794 0 0
"1206" "exp1" 8 36 "graphed-probability" "congruent" 60 40 63 35 60 40 65 35 1 1222 63 1
"1206" "exp1" 8 37 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 2 1071 0 0
"1206" "exp1" 8 38 "graphed-probability" "pro-prob" 60 40 45 54 60 40 45 55 1 3836 0 0
"1206" "exp1" 8 39 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 2 1075 0 0
"1206" "exp1" 8 40 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 1201 63 1
"1206" "exp1" 8 41 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1907 0 0
"1206" "exp1" 8 42 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 2 7009 0 0
"1206" "exp1" 8 43 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 9613 30 1
"1206" "exp1" 8 44 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 1 745 76 1
"1206" "exp1" 8 45 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 2 830 0 0
"1206" "exp1" 8 46 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 2 1124 63 1
"1206" "exp1" 8 47 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 728 0 0
"1206" "exp1" 8 48 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 945 77 1
"1206" "exp1" 8 49 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 1 1705 24 1
"1206" "exp1" 8 50 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 2083 0 0
"1206" "exp1" 8 51 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 2 1204 0 0
"1206" "exp1" 8 52 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 2 915 84 1
"1206" "exp1" 8 53 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 2 3118 23 1
"1206" "exp1" 8 54 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 1159 47 1
"1206" "exp1" 8 55 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 1 1183 27 1
"1206" "exp1" 8 56 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 2959 74 1
"1206" "exp1" 8 57 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 890 74 1
"1206" "exp1" 8 58 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 1431 37 1
"1206" "exp1" 8 59 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 1 1534 37 1
"1206" "exp1" 8 60 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 1 1185 0 0
"1206" "exp1" 9 1 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1388 30 1
"1206" "exp1" 9 2 "graphed-probability" "pro-out" 60 40 13 83 60 40 15 85 2 610 83 1
"1206" "exp1" 9 3 "graphed-probability" "congruent" 70 30 66 37 70 30 65 35 1 577 0 0
"1206" "exp1" 9 4 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1713 20 1
"1206" "exp1" 9 5 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 754 75 1
"1206" "exp1" 9 6 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1282 20 1
"1206" "exp1" 9 7 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 1239 23 1
"1206" "exp1" 9 8 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 2 1904 83 1
"1206" "exp1" 9 9 "graphed-probability" "pro-prob" 60 40 47 53 60 40 45 55 1 1306 0 0
"1206" "exp1" 9 10 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 2 1033 0 0
"1206" "exp1" 9 11 "graphed-probability" "pro-out" 80 20 15 86 80 20 15 85 2 1825 0 0
"1206" "exp1" 9 12 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 2 2530 0 0
"1206" "exp1" 9 13 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1088 0 0
"1206" "exp1" 9 14 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 943 73 1
"1206" "exp1" 9 15 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 2176 25 1
"1206" "exp1" 9 16 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 1903 0 0
"1206" "exp1" 9 17 "graphed-probability" "congruent" 80 20 76 25 80 20 75 25 1 2262 0 0
"1206" "exp1" 9 18 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 1 1304 37 1
"1206" "exp1" 9 19 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 2 772 86 1
"1206" "exp1" 9 20 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1110 40 1
"1206" "exp1" 9 21 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 840 0 0
"1206" "exp1" 9 22 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 756 66 1
"1206" "exp1" 9 23 "graphed-probability" "congruent" 80 20 74 26 80 20 75 25 1 1605 74 1
"1206" "exp1" 9 24 "graphed-probability" "congruent" 60 40 65 35 60 40 65 35 1 696 65 1
"1206" "exp1" 9 25 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 836 0 0
"1206" "exp1" 9 26 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 900 0 0
"1206" "exp1" 9 27 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 569 0 0
"1206" "exp1" 9 28 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 775 20 1
"1206" "exp1" 9 29 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 1 1123 34 1
"1206" "exp1" 9 30 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 768 65 1
"1206" "exp1" 9 31 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 808 20 1
"1206" "exp1" 9 32 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 1102 35 1
"1206" "exp1" 9 33 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 2 3969 63 1
"1206" "exp1" 9 34 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 5439 60 1
"1206" "exp1" 9 35 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 1043 47 1
"1206" "exp1" 9 36 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 645 76 1
"1206" "exp1" 9 37 "graphed-probability" "pro-out" 70 30 25 74 70 30 25 75 2 1774 74 1
"1206" "exp1" 9 38 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 1 1905 0 0
"1206" "exp1" 9 39 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 1573 34 1
"1206" "exp1" 9 40 "graphed-probability" "pro-out" 60 40 13 83 60 40 15 85 2 752 0 0
"1206" "exp1" 9 41 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 832 0 0
"1206" "exp1" 9 42 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 1 3295 44 1
"1206" "exp1" 9 43 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 2 2248 0 0
"1206" "exp1" 9 44 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 1384 76 1
"1206" "exp1" 9 45 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 2473 0 0
"1206" "exp1" 9 46 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 2 1504 0 0
"1206" "exp1" 9 47 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 780 64 1
"1206" "exp1" 9 48 "graphed-probability" "pro-out" 70 30 23 77 70 30 25 75 2 6226 0 0
"1206" "exp1" 9 49 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 2 1183 0 0
"1206" "exp1" 9 50 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 917 0 0
"1206" "exp1" 9 51 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 2559 30 1
"1206" "exp1" 9 52 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 911 74 1
"1206" "exp1" 9 53 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 2 1087 0 0
"1206" "exp1" 9 54 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 1172 0 0
"1206" "exp1" 9 55 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 917 45 1
"1206" "exp1" 9 56 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 2 904 57 1
"1206" "exp1" 9 57 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 8966 30 1
"1206" "exp1" 9 58 "graphed-probability" "pro-out" 70 30 27 77 70 30 25 75 2 1728 77 1
"1206" "exp1" 9 59 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1449 30 1
"1206" "exp1" 9 60 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 1 1786 23 1
"1206" "exp1" 10 1 "graphed-probability" "congruent" 70 30 77 24 70 30 75 25 1 748 0 0
"1206" "exp1" 10 2 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1552 20 1
"1206" "exp1" 10 3 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 887 0 0
"1206" "exp1" 10 4 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 1156 0 0
"1206" "exp1" 10 5 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1006 0 0
"1206" "exp1" 10 6 "graphed-probability" "congruent" 60 40 64 33 60 40 65 35 1 825 64 1
"1206" "exp1" 10 7 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 1080 0 0
"1206" "exp1" 10 8 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 1 5078 0 0
"1206" "exp1" 10 9 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 1 6798 0 0
"1206" "exp1" 10 10 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 2 681 87 1
"1206" "exp1" 10 11 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 1951 0 0
"1206" "exp1" 10 12 "graphed-probability" "congruent" 70 30 77 24 70 30 75 25 1 738 0 0
"1206" "exp1" 10 13 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 791 0 0
"1206" "exp1" 10 14 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 971 77 1
"1206" "exp1" 10 15 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 4421 0 0
"1206" "exp1" 10 16 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 1887 0 0
"1206" "exp1" 10 17 "graphed-probability" "pro-out" 60 40 36 64 60 40 35 65 2 1081 64 1
"1206" "exp1" 10 18 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 2 960 0 0
"1206" "exp1" 10 19 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 1 1792 26 1
"1206" "exp1" 10 20 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1888 60 1
"1206" "exp1" 10 21 "graphed-probability" "pro-prob" 80 20 44 55 80 20 45 55 1 1270 44 1
"1206" "exp1" 10 22 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1513 30 1
"1206" "exp1" 10 23 "graphed-probability" "pro-out" 70 30 23 74 70 30 25 75 2 1317 74 1
"1206" "exp1" 10 24 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 893 24 1
"1206" "exp1" 10 25 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 689 47 1
"1206" "exp1" 10 26 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 654 75 1
"1206" "exp1" 10 27 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 769 30 1
"1206" "exp1" 10 28 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 2 1311 0 0
"1206" "exp1" 10 29 "graphed-probability" "pro-prob" 80 20 44 55 80 20 45 55 1 1014 44 1
"1206" "exp1" 10 30 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 2 6932 0 0
"1206" "exp1" 10 31 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 766 65 1
"1206" "exp1" 10 32 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1477 0 0
"1206" "exp1" 10 33 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1110 20 1
"1206" "exp1" 10 34 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 2 759 0 0
"1206" "exp1" 10 35 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1896 0 0
"1206" "exp1" 10 36 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 1985 33 1
"1206" "exp1" 10 37 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 1 1376 0 0
"1206" "exp1" 10 38 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 695 77 1
"1206" "exp1" 10 39 "graphed-probability" "pro-prob" 80 20 27 74 80 20 25 75 1 1810 0 0
"1206" "exp1" 10 40 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 1 1621 0 0
"1206" "exp1" 10 41 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 1 9765 27 1
"1206" "exp1" 10 42 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 2 732 0 0
"1206" "exp1" 10 43 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 1444 66 1
"1206" "exp1" 10 44 "graphed-probability" "pro-out" 60 40 15 87 60 40 15 85 2 604 0 0
"1206" "exp1" 10 45 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 2 932 0 0
"1206" "exp1" 10 46 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 2 1955 73 1
"1206" "exp1" 10 47 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 1 2261 45 1
"1206" "exp1" 10 48 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 2 2050 86 1
"1206" "exp1" 10 49 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 2 1174 0 0
"1206" "exp1" 10 50 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 834 65 1
"1206" "exp1" 10 51 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 974 64 1
"1206" "exp1" 10 52 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1763 20 1
"1206" "exp1" 10 53 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 1895 35 1
"1206" "exp1" 10 54 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 2 2310 84 1
"1206" "exp1" 10 55 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 1384 67 1
"1206" "exp1" 10 56 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 2 1960 73 1
"1206" "exp1" 10 57 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 2 1087 0 0
"1206" "exp1" 10 58 "graphed-probability" "congruent" 70 30 75 27 70 30 75 25 1 649 75 1
"1206" "exp1" 10 59 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 1 1506 0 0
"1206" "exp1" 10 60 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 5435 20 1
"1206" "exp1" 11 1 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 815 66 1
"1206" "exp1" 11 2 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 2 913 0 0
"1206" "exp1" 11 3 "graphed-probability" "congruent" 70 30 63 37 70 30 65 35 1 763 0 0
"1206" "exp1" 11 4 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 1 1689 26 1
"1206" "exp1" 11 5 "graphed-probability" "pro-out" 80 20 13 84 80 20 15 85 2 1201 0 0
"1206" "exp1" 11 6 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 2 1960 65 1
"1206" "exp1" 11 7 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1774 20 1
"1206" "exp1" 11 8 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 1215 0 0
"1206" "exp1" 11 9 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 764 0 0
"1206" "exp1" 11 10 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 2 960 0 0
"1206" "exp1" 11 11 "graphed-probability" "pro-out" 60 40 36 63 60 40 35 65 2 5400 0 0
"1206" "exp1" 11 12 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 2 7340 0 0
"1206" "exp1" 11 13 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 4440 0 0
"1206" "exp1" 11 14 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 881 74 1
"1206" "exp1" 11 15 "graphed-probability" "pro-prob" 80 20 44 55 80 20 45 55 1 2584 44 1
"1206" "exp1" 11 16 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 2 1746 0 0
"1206" "exp1" 11 17 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 902 0 0
"1206" "exp1" 11 18 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 2 995 0 0
"1206" "exp1" 11 19 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 648 77 1
"1206" "exp1" 11 20 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 1 673 0 0
"1206" "exp1" 11 21 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 2 1479 84 1
"1206" "exp1" 11 22 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 2 1240 0 0
"1206" "exp1" 11 23 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 5440 0 0
"1206" "exp1" 11 24 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 775 74 1
"1206" "exp1" 11 25 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 842 46 1
"1206" "exp1" 11 26 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 2 847 85 1
"1206" "exp1" 11 27 "graphed-probability" "congruent" 60 40 64 37 60 40 65 35 1 1028 64 1
"1206" "exp1" 11 28 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1683 40 1
"1206" "exp1" 11 29 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 1 1195 0 0
"1206" "exp1" 11 30 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1385 20 1
"1206" "exp1" 11 31 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 3255 30 1
"1206" "exp1" 11 32 "graphed-probability" "pro-out" 70 30 26 77 70 30 25 75 2 4881 0 0
"1206" "exp1" 11 33 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 2 1715 74 1
"1206" "exp1" 11 34 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 2 2446 0 0
"1206" "exp1" 11 35 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 976 77 1
"1206" "exp1" 11 36 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 2 1125 0 0
"1206" "exp1" 11 37 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 1 3041 44 1
"1206" "exp1" 11 38 "graphed-probability" "pro-prob" 80 20 44 56 80 20 45 55 1 786 44 1
"1206" "exp1" 11 39 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1886 0 0
"1206" "exp1" 11 40 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 1 2518 25 1
"1206" "exp1" 11 41 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1094 30 1
"1206" "exp1" 11 42 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 2 1267 0 0
"1206" "exp1" 11 43 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 876 67 1
"1206" "exp1" 11 44 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1014 40 1
"1206" "exp1" 11 45 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 1 1829 44 1
"1206" "exp1" 11 46 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 851 0 0
"1206" "exp1" 11 47 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 731 87 1
"1206" "exp1" 11 48 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 7294 30 1
"1206" "exp1" 11 49 "graphed-probability" "congruent" 70 30 66 37 70 30 65 35 1 1394 0 0
"1206" "exp1" 11 50 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 802 77 1
"1206" "exp1" 11 51 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 791 0 0
"1206" "exp1" 11 52 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 2 2869 73 1
"1206" "exp1" 11 53 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 1462 37 1
"1206" "exp1" 11 54 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 1 1134 33 1
"1206" "exp1" 11 55 "graphed-probability" "congruent" 70 30 77 24 70 30 75 25 1 1158 77 1
"1206" "exp1" 11 56 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 1503 0 0
"1206" "exp1" 11 57 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 2370 30 1
"1206" "exp1" 11 58 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 6624 35 1
"1206" "exp1" 11 59 "graphed-probability" "congruent" 60 40 65 36 60 40 65 35 1 736 65 1
"1206" "exp1" 11 60 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 1 2739 44 1
"1206" "exp1" 12 1 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 1 842 76 1
"1206" "exp1" 12 2 "graphed-probability" "pro-out" 60 40 36 63 60 40 35 65 2 4513 63 1
"1206" "exp1" 12 3 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 2631 0 0
"1206" "exp1" 12 4 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 1 934 43 1
"1206" "exp1" 12 5 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 897 64 1
"1206" "exp1" 12 6 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 2 1716 63 1
"1206" "exp1" 12 7 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 1 8395 35 1
"1206" "exp1" 12 8 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 1439 44 1
"1206" "exp1" 12 9 "graphed-probability" "congruent" 80 20 77 25 80 20 75 25 1 1748 77 1
"1206" "exp1" 12 10 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 1 1868 44 1
"1206" "exp1" 12 11 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1277 0 0
"1206" "exp1" 12 12 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 1292 63 1
"1206" "exp1" 12 13 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1408 20 1
"1206" "exp1" 12 14 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 2 1380 0 0
"1206" "exp1" 12 15 "graphed-probability" "pro-out" 60 40 15 87 60 40 15 85 2 928 87 1
"1206" "exp1" 12 16 "graphed-probability" "pro-prob" 60 40 44 54 60 40 45 55 1 1487 44 1
"1206" "exp1" 12 17 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 2 984 0 0
"1206" "exp1" 12 18 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 3173 0 0
"1206" "exp1" 12 19 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 2 847 0 0
"1206" "exp1" 12 20 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 1064 74 1
"1206" "exp1" 12 21 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 2 4432 0 0
"1206" "exp1" 12 22 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 2 1012 0 0
"1206" "exp1" 12 23 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1337 0 0
"1206" "exp1" 12 24 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1464 20 1
"1206" "exp1" 12 25 "graphed-probability" "pro-prob" 80 20 25 74 80 20 25 75 1 1162 25 1
"1206" "exp1" 12 26 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 1 1236 43 1
"1206" "exp1" 12 27 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 820 74 1
"1206" "exp1" 12 28 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1321 0 0
"1206" "exp1" 12 29 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 1214 77 1
"1206" "exp1" 12 30 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 678 0 0
"1206" "exp1" 12 31 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 1 995 26 1
"1206" "exp1" 12 32 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 2 955 0 0
"1206" "exp1" 12 33 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1340 0 0
"1206" "exp1" 12 34 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1122 30 1
"1206" "exp1" 12 35 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 1404 64 1
"1206" "exp1" 12 36 "graphed-probability" "pro-out" 80 20 15 86 80 20 15 85 2 902 0 0
"1206" "exp1" 12 37 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 2222 25 1
"1206" "exp1" 12 38 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 2 906 0 0
"1206" "exp1" 12 39 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 2 615 86 1
"1206" "exp1" 12 40 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 2 1474 0 0
"1206" "exp1" 12 41 "graphed-probability" "congruent" 70 30 64 35 70 30 65 35 1 2219 0 0
"1206" "exp1" 12 42 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 1 1168 74 1
"1206" "exp1" 12 43 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 2 1012 0 0
"1206" "exp1" 12 44 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 903 47 1
"1206" "exp1" 12 45 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 1 1618 35 1
"1206" "exp1" 12 46 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 2 5212 0 0
"1206" "exp1" 12 47 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 2261 60 1
"1206" "exp1" 12 48 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 1012 67 1
"1206" "exp1" 12 49 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1778 80 1
"1206" "exp1" 12 50 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 2 1732 0 0
"1206" "exp1" 12 51 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 1 1640 0 0
"1206" "exp1" 12 52 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 829 0 0
"1206" "exp1" 12 53 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 1373 74 1
"1206" "exp1" 12 54 "graphed-probability" "pro-out" 60 40 35 67 60 40 35 65 2 760 0 0
"1206" "exp1" 12 55 "graphed-probability" "pro-prob" 60 40 47 54 60 40 45 55 1 1075 47 1
"1206" "exp1" 12 56 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 1 2360 34 1
"1206" "exp1" 12 57 "graphed-probability" "pro-out" 70 30 26 77 70 30 25 75 2 1715 0 0
"1206" "exp1" 12 58 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 2031 60 1
"1206" "exp1" 12 59 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 1315 75 1
"1206" "exp1" 12 60 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 1088 66 1
"1206" "exp1" 13 1 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 921 0 0
"1206" "exp1" 13 2 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 1168 64 1
"1206" "exp1" 13 3 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 678 0 0
"1206" "exp1" 13 4 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 631 87 1
"1206" "exp1" 13 5 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 2 697 84 1
"1206" "exp1" 13 6 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 1 2681 74 1
"1206" "exp1" 13 7 "graphed-probability" "pro-out" 60 40 35 67 60 40 35 65 2 4104 67 1
"1206" "exp1" 13 8 "graphed-probability" "congruent" 80 20 76 25 80 20 75 25 1 963 76 1
"1206" "exp1" 13 9 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 2256 0 0
"1206" "exp1" 13 10 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 1 1675 36 1
"1206" "exp1" 13 11 "graphed-probability" "pro-out" 80 20 15 83 80 20 15 85 2 1046 0 0
"1206" "exp1" 13 12 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 1 1645 0 0
"1206" "exp1" 13 13 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 2 2094 0 0
"1206" "exp1" 13 14 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 2 775 0 0
"1206" "exp1" 13 15 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 1 5488 0 0
"1206" "exp1" 13 16 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 1857 66 1
"1206" "exp1" 13 17 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 2 1103 0 0
"1206" "exp1" 13 18 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 2 1452 0 0
"1206" "exp1" 13 19 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1518 0 0
"1206" "exp1" 13 20 "graphed-probability" "pro-prob" 60 40 45 54 60 40 45 55 1 1918 45 1
"1206" "exp1" 13 21 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 737 73 1
"1206" "exp1" 13 22 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 1 2751 0 0
"1206" "exp1" 13 23 "graphed-probability" "pro-prob" 80 20 25 74 80 20 25 75 1 1299 25 1
"1206" "exp1" 13 24 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 1 1417 0 0
"1206" "exp1" 13 25 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1321 20 1
"1206" "exp1" 13 26 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 2 1731 0 0
"1206" "exp1" 13 27 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 2 4399 0 0
"1206" "exp1" 13 28 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 880 0 0
"1206" "exp1" 13 29 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 1305 0 0
"1206" "exp1" 13 30 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 2 5676 0 0
"1206" "exp1" 13 31 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 3085 20 1
"1206" "exp1" 13 32 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 1201 66 1
"1206" "exp1" 13 33 "graphed-probability" "congruent" 60 40 64 33 60 40 65 35 1 680 64 1
"1206" "exp1" 13 34 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1404 60 1
"1206" "exp1" 13 35 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 1089 23 1
"1206" "exp1" 13 36 "graphed-probability" "pro-out" 60 40 37 65 60 40 35 65 2 1576 65 1
"1206" "exp1" 13 37 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1939 0 0
"1206" "exp1" 13 38 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 2 911 0 0
"1206" "exp1" 13 39 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 939 47 1
"1206" "exp1" 13 40 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 1 1112 46 1
"1206" "exp1" 13 41 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 2209 30 1
"1206" "exp1" 13 42 "graphed-probability" "pro-prob" 60 40 45 54 60 40 45 55 1 1032 45 1
"1206" "exp1" 13 43 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 2 2656 0 0
"1206" "exp1" 13 44 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 2 1448 0 0
"1206" "exp1" 13 45 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 761 65 1
"1206" "exp1" 13 46 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 1 3988 35 1
"1206" "exp1" 13 47 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1091 20 1
"1206" "exp1" 13 48 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 2674 75 1
"1206" "exp1" 13 49 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 2007 40 1
"1206" "exp1" 13 50 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1474 30 1
"1206" "exp1" 13 51 "graphed-probability" "congruent" 80 20 73 25 80 20 75 25 1 897 73 1
"1206" "exp1" 13 52 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 1 806 0 0
"1206" "exp1" 13 53 "graphed-probability" "pro-prob" 70 30 36 63 70 30 35 65 1 1284 36 1
"1206" "exp1" 13 54 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 1264 0 0
"1206" "exp1" 13 55 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 1 4647 34 1
"1206" "exp1" 13 56 "graphed-probability" "congruent" 80 20 74 26 80 20 75 25 1 4242 74 1
"1206" "exp1" 13 57 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 2 1200 0 0
"1206" "exp1" 13 58 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 13752 30 1
"1206" "exp1" 13 59 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 1240 63 1
"1206" "exp1" 13 60 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 1 2244 26 1
"1206" "exp1" 14 1 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 2 6467 0 0
"1206" "exp1" 14 2 "graphed-probability" "congruent" 60 40 64 34 60 40 65 35 1 734 64 1
"1206" "exp1" 14 3 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 2851 76 1
"1206" "exp1" 14 4 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1226 30 1
"1206" "exp1" 14 5 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1382 30 1
"1206" "exp1" 14 6 "graphed-probability" "pro-out" 80 20 16 85 80 20 15 85 2 1113 0 0
"1206" "exp1" 14 7 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 1685 0 0
"1206" "exp1" 14 8 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 2 1100 0 0
"1206" "exp1" 14 9 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 1 1360 47 1
"1206" "exp1" 14 10 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 1 1978 27 1
"1206" "exp1" 14 11 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 1348 63 1
"1206" "exp1" 14 12 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 1157 47 1
"1206" "exp1" 14 13 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1032 0 0
"1206" "exp1" 14 14 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 702 63 1
"1206" "exp1" 14 15 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 2 1397 0 0
"1206" "exp1" 14 16 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 1875 63 1
"1206" "exp1" 14 17 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 2 888 0 0
"1206" "exp1" 14 18 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1715 20 1
"1206" "exp1" 14 19 "graphed-probability" "pro-prob" 80 20 43 56 80 20 45 55 1 886 43 1
"1206" "exp1" 14 20 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1089 30 1
"1206" "exp1" 14 21 "graphed-probability" "congruent" 80 20 73 27 80 20 75 25 1 616 73 1
"1206" "exp1" 14 22 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 1 2253 43 1
"1206" "exp1" 14 23 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 2 2381 0 0
"1206" "exp1" 14 24 "graphed-probability" "pro-out" 60 40 37 67 60 40 35 65 2 901 0 0
"1206" "exp1" 14 25 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 731 67 1
"1206" "exp1" 14 26 "graphed-probability" "pro-out" 60 40 35 66 60 40 35 65 2 854 66 1
"1206" "exp1" 14 27 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 2 794 0 0
"1206" "exp1" 14 28 "graphed-probability" "pro-prob" 70 30 36 66 70 30 35 65 1 2455 0 0
"1206" "exp1" 14 29 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 2 728 85 1
"1206" "exp1" 14 30 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 1 1313 0 0
"1206" "exp1" 14 31 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 800 67 1
"1206" "exp1" 14 32 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 3474 20 1
"1206" "exp1" 14 33 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 1013 0 0
"1206" "exp1" 14 34 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 2 874 0 0
"1206" "exp1" 14 35 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 1 8741 23 1
"1206" "exp1" 14 36 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 2 4740 0 0
"1206" "exp1" 14 37 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 1 1634 46 1
"1206" "exp1" 14 38 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 837 73 1
"1206" "exp1" 14 39 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 4735 30 1
"1206" "exp1" 14 40 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 4064 60 1
"1206" "exp1" 14 41 "graphed-probability" "congruent" 70 30 63 37 70 30 65 35 1 612 63 1
"1206" "exp1" 14 42 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1567 0 0
"1206" "exp1" 14 43 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 2049 24 1
"1206" "exp1" 14 44 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 909 0 0
"1206" "exp1" 14 45 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 2 1740 0 0
"1206" "exp1" 14 46 "graphed-probability" "pro-prob" 70 30 36 66 70 30 35 65 1 1579 36 1
"1206" "exp1" 14 47 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 2150 74 1
"1206" "exp1" 14 48 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 658 74 1
"1206" "exp1" 14 49 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 732 74 1
"1206" "exp1" 14 50 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 640 74 1
"1206" "exp1" 14 51 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 1 1105 0 0
"1206" "exp1" 14 52 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1441 40 1
"1206" "exp1" 14 53 "graphed-probability" "congruent" 60 40 64 34 60 40 65 35 1 1134 0 0
"1206" "exp1" 14 54 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1354 0 0
"1206" "exp1" 14 55 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 1 1265 34 1
"1206" "exp1" 14 56 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 2 721 0 0
"1206" "exp1" 14 57 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 1 617 46 1
"1206" "exp1" 14 58 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 2 3504 0 0
"1206" "exp1" 14 59 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1375 20 1
"1206" "exp1" 14 60 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 2 788 0 0
"1206" "exp1" 15 1 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 2 858 64 1
"1206" "exp1" 15 2 "graphed-probability" "pro-out" 80 20 17 83 80 20 15 85 2 1664 0 0
"1206" "exp1" 15 3 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1688 0 0
"1206" "exp1" 15 4 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 1 1664 0 0
"1206" "exp1" 15 5 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 1 1592 46 1
"1206" "exp1" 15 6 "graphed-probability" "congruent" 80 20 76 25 80 20 75 25 1 5165 76 1
"1206" "exp1" 15 7 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 2617 67 1
"1206" "exp1" 15 8 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 1615 0 0
"1206" "exp1" 15 9 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 765 0 0
"1206" "exp1" 15 10 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1488 40 1
"1206" "exp1" 15 11 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 2 3793 0 0
"1206" "exp1" 15 12 "graphed-probability" "pro-out" 60 40 37 67 60 40 35 65 1 10106 0 0
"1206" "exp1" 15 13 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 1 1932 26 1
"1206" "exp1" 15 14 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 775 0 0
"1206" "exp1" 15 15 "graphed-probability" "pro-out" 70 30 23 74 70 30 25 75 2 2797 0 0
"1206" "exp1" 15 16 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 2895 30 1
"1206" "exp1" 15 17 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 978 84 1
"1206" "exp1" 15 18 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 2 1130 0 0
"1206" "exp1" 15 19 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 1 1772 23 1
"1206" "exp1" 15 20 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 2 1213 0 0
"1206" "exp1" 15 21 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1507 40 1
"1206" "exp1" 15 22 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 1278 45 1
"1206" "exp1" 15 23 "graphed-probability" "pro-prob" 60 40 47 53 60 40 45 55 1 1332 47 1
"1206" "exp1" 15 24 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 1 4256 37 1
"1206" "exp1" 15 25 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 941 75 1
"1206" "exp1" 15 26 "graphed-probability" "congruent" 60 40 67 33 60 40 65 35 1 2273 67 1
"1206" "exp1" 15 27 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 616 75 1
"1206" "exp1" 15 28 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 2 1710 0 0
"1206" "exp1" 15 29 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 1 1518 26 1
"1206" "exp1" 15 30 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 962 0 0
"1206" "exp1" 15 31 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 2 861 0 0
"1206" "exp1" 15 32 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 1 1205 46 1
"1206" "exp1" 15 33 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1191 0 0
"1206" "exp1" 15 34 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 1363 0 0
"1206" "exp1" 15 35 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 1 2717 35 1
"1206" "exp1" 15 36 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1321 0 0
"1206" "exp1" 15 37 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1161 30 1
"1206" "exp1" 15 38 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 1 2595 0 0
"1206" "exp1" 15 39 "graphed-probability" "congruent" 80 20 77 24 80 20 75 25 1 818 77 1
"1206" "exp1" 15 40 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 1 1623 45 1
"1206" "exp1" 15 41 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 926 66 1
"1206" "exp1" 15 42 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 921 67 1
"1206" "exp1" 15 43 "graphed-probability" "congruent" 60 40 63 33 60 40 65 35 1 1067 63 1
"1206" "exp1" 15 44 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 2 898 0 0
"1206" "exp1" 15 45 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1191 30 1
"1206" "exp1" 15 46 "graphed-probability" "pro-out" 70 30 27 77 70 30 25 75 2 2668 0 0
"1206" "exp1" 15 47 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 1 3106 0 0
"1206" "exp1" 15 48 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 2 743 0 0
"1206" "exp1" 15 49 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 2 688 85 1
"1206" "exp1" 15 50 "graphed-probability" "pro-prob" 80 20 25 74 80 20 25 75 1 1830 25 1
"1206" "exp1" 15 51 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1209 0 0
"1206" "exp1" 15 52 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 2 994 0 0
"1206" "exp1" 15 53 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 1759 0 0
"1206" "exp1" 15 54 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1148 0 0
"1206" "exp1" 15 55 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1171 20 1
"1206" "exp1" 15 56 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 651 0 0
"1206" "exp1" 15 57 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 700 75 1
"1206" "exp1" 15 58 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 2 680 0 0
"1206" "exp1" 15 59 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 1 1203 37 1
"1206" "exp1" 15 60 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 792 67 1
"1206" "exp1" 16 1 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 655 0 0
"1206" "exp1" 16 2 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 792 0 0
"1206" "exp1" 16 3 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 1 2366 0 0
"1206" "exp1" 16 4 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 1450 0 0
"1206" "exp1" 16 5 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 10624 0 0
"1206" "exp1" 16 6 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 783 0 0
"1206" "exp1" 16 7 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 503 67 1
"1206" "exp1" 16 8 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 1 830 0 0
"1206" "exp1" 16 9 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1090 0 0
"1206" "exp1" 16 10 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 2 580 64 1
"1206" "exp1" 16 11 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1213 0 0
"1206" "exp1" 16 12 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 2 644 0 0
"1206" "exp1" 16 13 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 1 1243 33 1
"1206" "exp1" 16 14 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 731 65 1
"1206" "exp1" 16 15 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 1 1089 27 1
"1206" "exp1" 16 16 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 1 2015 0 0
"1206" "exp1" 16 17 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 1 1676 46 1
"1206" "exp1" 16 18 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 2 4462 65 1
"1206" "exp1" 16 19 "graphed-probability" "pro-out" 60 40 13 83 60 40 15 85 2 753 0 0
"1206" "exp1" 16 20 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 1 5535 36 1
"1206" "exp1" 16 21 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 1 1353 26 1
"1206" "exp1" 16 22 "graphed-probability" "congruent" 80 20 73 27 80 20 75 25 1 1765 73 1
"1206" "exp1" 16 23 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1151 0 0
"1206" "exp1" 16 24 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 667 0 0
"1206" "exp1" 16 25 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 583 73 1
"1206" "exp1" 16 26 "graphed-probability" "pro-prob" 80 20 44 56 80 20 45 55 1 2627 44 1
"1206" "exp1" 16 27 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 1562 65 1
"1206" "exp1" 16 28 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 2437 0 0
"1206" "exp1" 16 29 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 843 75 1
"1206" "exp1" 16 30 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 1 758 46 1
"1206" "exp1" 16 31 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 1292 77 1
"1206" "exp1" 16 32 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 2 646 0 0
"1206" "exp1" 16 33 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1027 40 1
"1206" "exp1" 16 34 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 994 0 0
"1206" "exp1" 16 35 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 882 73 1
"1206" "exp1" 16 36 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 1537 0 0
"1206" "exp1" 16 37 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 2 3468 0 0
"1206" "exp1" 16 38 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 2 775 0 0
"1206" "exp1" 16 39 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 1243 25 1
"1206" "exp1" 16 40 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 1 1330 0 0
"1206" "exp1" 16 41 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 1 1382 36 1
"1206" "exp1" 16 42 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 2 953 0 0
"1206" "exp1" 16 43 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 733 75 1
"1206" "exp1" 16 44 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 1 2834 24 1
"1206" "exp1" 16 45 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 1 1237 0 0
"1206" "exp1" 16 46 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 1 1260 43 1
"1206" "exp1" 16 47 "graphed-probability" "pro-out" 60 40 13 85 60 40 15 85 2 1005 0 0
"1206" "exp1" 16 48 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 2 732 0 0
"1206" "exp1" 16 49 "graphed-probability" "congruent" 60 40 64 33 60 40 65 35 1 666 64 1
"1206" "exp1" 16 50 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 1277 35 1
"1206" "exp1" 16 51 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 2 912 0 0
"1206" "exp1" 16 52 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 2 764 0 0
"1206" "exp1" 16 53 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 2 1648 0 0
"1206" "exp1" 16 54 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 1078 0 0
"1206" "exp1" 16 55 "graphed-probability" "pro-out" 70 30 25 77 70 30 25 75 2 710 77 1
"1206" "exp1" 16 56 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 2 1263 0 0
"1206" "exp1" 16 57 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1250 0 0
"1206" "exp1" 16 58 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1409 20 1
"1206" "exp1" 16 59 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1697 0 0
"1206" "exp1" 16 60 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 1092 0 0
"1206" "exp1" 17 1 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 545 67 1
"1206" "exp1" 17 2 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 2 910 0 0
"1206" "exp1" 17 3 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 622 73 1
"1206" "exp1" 17 4 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 992 0 0
"1206" "exp1" 17 5 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 546 63 1
"1206" "exp1" 17 6 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 2 950 63 1
"1206" "exp1" 17 7 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 628 73 1
"1206" "exp1" 17 8 "graphed-probability" "pro-out" 60 40 15 86 60 40 15 85 2 525 86 1
"1206" "exp1" 17 9 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 625 64 1
"1206" "exp1" 17 10 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 2 724 0 0
"1206" "exp1" 17 11 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 2 573 0 0
"1206" "exp1" 17 12 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 949 44 1
"1206" "exp1" 17 13 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 2 6172 0 0
"1206" "exp1" 17 14 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 2 2345 0 0
"1206" "exp1" 17 15 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1473 20 1
"1206" "exp1" 17 16 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 764 67 1
"1206" "exp1" 17 17 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1092 20 1
"1206" "exp1" 17 18 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1166 30 1
"1206" "exp1" 17 19 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1491 0 0
"1206" "exp1" 17 20 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 2 1000 0 0
"1206" "exp1" 17 21 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 592 73 1
"1206" "exp1" 17 22 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 643 0 0
"1206" "exp1" 17 23 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 1 964 26 1
"1206" "exp1" 17 24 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 765 0 0
"1206" "exp1" 17 25 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 623 76 1
"1206" "exp1" 17 26 "graphed-probability" "pro-prob" 80 20 44 55 80 20 45 55 1 680 44 1
"1206" "exp1" 17 27 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 843 0 0
"1206" "exp1" 17 28 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 1 958 27 1
"1206" "exp1" 17 29 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 1412 77 1
"1206" "exp1" 17 30 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 1 1175 27 1
"1206" "exp1" 17 31 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 1 1130 24 1
"1206" "exp1" 17 32 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1745 0 0
"1206" "exp1" 17 33 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1285 20 1
"1206" "exp1" 17 34 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 910 0 0
"1206" "exp1" 17 35 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 1 1048 44 1
"1206" "exp1" 17 36 "graphed-probability" "pro-out" 80 20 15 86 80 20 15 85 2 712 0 0
"1206" "exp1" 17 37 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 550 76 1
"1206" "exp1" 17 38 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 1 997 35 1
"1206" "exp1" 17 39 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 2 839 0 0
"1206" "exp1" 17 40 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 809 0 0
"1206" "exp1" 17 41 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 774 0 0
"1206" "exp1" 17 42 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 652 74 1
"1206" "exp1" 17 43 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 516 67 1
"1206" "exp1" 17 44 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 2 601 64 1
"1206" "exp1" 17 45 "graphed-probability" "pro-out" 60 40 36 63 60 40 35 65 2 890 63 1
"1206" "exp1" 17 46 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 2 1064 83 1
"1206" "exp1" 17 47 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 1 1052 0 0
"1206" "exp1" 17 48 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 2 585 84 1
"1206" "exp1" 17 49 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 2 654 0 0
"1206" "exp1" 17 50 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 1 1786 46 1
"1206" "exp1" 17 51 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1465 0 0
"1206" "exp1" 17 52 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 2187 34 1
"1206" "exp1" 17 53 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1572 30 1
"1206" "exp1" 17 54 "graphed-probability" "congruent" 80 20 74 26 80 20 75 25 1 706 0 0
"1206" "exp1" 17 55 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1005 0 0
"1206" "exp1" 17 56 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 1 1263 0 0
"1206" "exp1" 17 57 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 690 0 0
"1206" "exp1" 17 58 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 1 664 24 1
"1206" "exp1" 17 59 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 2 844 0 0
"1206" "exp1" 17 60 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 1 1405 0 0
"1206" "exp1" 18 1 "graphed-probability" "pro-prob" 70 30 36 66 70 30 35 65 1 2688 0 0
"1206" "exp1" 18 2 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 1222 63 1
"1206" "exp1" 18 3 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 2 1447 0 0
"1206" "exp1" 18 4 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 675 80 1
"1206" "exp1" 18 5 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 598 0 0
"1206" "exp1" 18 6 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 1 972 33 1
"1206" "exp1" 18 7 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 2 639 0 0
"1206" "exp1" 18 8 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 1 1266 25 1
"1206" "exp1" 18 9 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 747 0 0
"1206" "exp1" 18 10 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 525 63 1
"1206" "exp1" 18 11 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 2 881 0 0
"1206" "exp1" 18 12 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 601 74 1
"1206" "exp1" 18 13 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 2 1623 55 1
"1206" "exp1" 18 14 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 1 895 23 1
"1206" "exp1" 18 15 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 756 0 0
"1206" "exp1" 18 16 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 1 986 45 1
"1206" "exp1" 18 17 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 615 60 1
"1206" "exp1" 18 18 "graphed-probability" "congruent" 70 30 66 37 70 30 65 35 1 1304 66 1
"1206" "exp1" 18 19 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 619 0 0
"1206" "exp1" 18 20 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 1 774 46 1
"1206" "exp1" 18 21 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1039 0 0
"1206" "exp1" 18 22 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 2 635 85 1
"1206" "exp1" 18 23 "graphed-probability" "pro-out" 60 40 36 64 60 40 35 65 2 1215 0 0
"1206" "exp1" 18 24 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 609 0 0
"1206" "exp1" 18 25 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 906 0 0
"1206" "exp1" 18 26 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 2 811 85 1
"1206" "exp1" 18 27 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 1 762 45 1
"1206" "exp1" 18 28 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1021 0 0
"1206" "exp1" 18 29 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 1 1093 0 0
"1206" "exp1" 18 30 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1092 0 0
"1206" "exp1" 18 31 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 1 1309 0 0
"1206" "exp1" 18 32 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 721 0 0
"1206" "exp1" 18 33 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 2 866 0 0
"1206" "exp1" 18 34 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 1 919 0 0
"1206" "exp1" 18 35 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1739 20 1
"1206" "exp1" 18 36 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 1 1562 0 0
"1206" "exp1" 18 37 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 1 2786 0 0
"1206" "exp1" 18 38 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 735 74 1
"1206" "exp1" 18 39 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 704 0 0
"1206" "exp1" 18 40 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 805 0 0
"1206" "exp1" 18 41 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 531 67 1
"1206" "exp1" 18 42 "graphed-probability" "congruent" 80 20 76 24 80 20 75 25 1 763 76 1
"1206" "exp1" 18 43 "graphed-probability" "congruent" 80 20 73 27 80 20 75 25 1 559 73 1
"1206" "exp1" 18 44 "graphed-probability" "pro-out" 60 40 35 66 60 40 35 65 2 1245 66 1
"1206" "exp1" 18 45 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 1 1480 0 0
"1206" "exp1" 18 46 "graphed-probability" "congruent" 60 40 63 35 60 40 65 35 1 635 63 1
"1206" "exp1" 18 47 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 2 1638 86 1
"1206" "exp1" 18 48 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 696 30 1
"1206" "exp1" 18 49 "graphed-probability" "pro-out" 60 40 37 65 60 40 35 65 1 1537 37 1
"1206" "exp1" 18 50 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 589 0 0
"1206" "exp1" 18 51 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 2 997 0 0
"1206" "exp1" 18 52 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 1920 0 0
"1206" "exp1" 18 53 "graphed-probability" "pro-out" 80 20 15 86 80 20 15 85 2 5843 86 1
"1206" "exp1" 18 54 "graphed-probability" "pro-out" 70 30 23 77 70 30 25 75 2 814 0 0
"1206" "exp1" 18 55 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 2 2500 0 0
"1206" "exp1" 18 56 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 1 1306 0 0
"1206" "exp1" 18 57 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 2 2084 73 1
"1206" "exp1" 18 58 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 717 0 0
"1206" "exp1" 18 59 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 694 74 1
"1206" "exp1" 18 60 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 705 0 0
"1206" "exp1" 19 1 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 1 4589 43 1
"1206" "exp1" 19 2 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 651 66 1
"1206" "exp1" 19 3 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 674 0 0
"1206" "exp1" 19 4 "graphed-probability" "pro-prob" 70 30 34 66 70 30 35 65 1 1065 34 1
"1206" "exp1" 19 5 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 626 75 1
"1206" "exp1" 19 6 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 597 63 1
"1206" "exp1" 19 7 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 1 2945 0 0
"1206" "exp1" 19 8 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 1 817 45 1
"1206" "exp1" 19 9 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 677 77 1
"1206" "exp1" 19 10 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 2 904 84 1
"1206" "exp1" 19 11 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 2 833 0 0
"1206" "exp1" 19 12 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1028 60 1
"1206" "exp1" 19 13 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1090 30 1
"1206" "exp1" 19 14 "graphed-probability" "pro-out" 60 40 37 65 60 40 35 65 1 2060 37 1
"1206" "exp1" 19 15 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1277 0 0
"1206" "exp1" 19 16 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 960 0 0
"1206" "exp1" 19 17 "graphed-probability" "pro-out" 60 40 14 83 60 40 15 85 2 509 0 0
"1206" "exp1" 19 18 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 486 77 1
"1206" "exp1" 19 19 "graphed-probability" "congruent" 60 40 65 36 60 40 65 35 1 555 65 1
"1206" "exp1" 19 20 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 2 744 66 1
"1206" "exp1" 19 21 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 3396 20 1
"1206" "exp1" 19 22 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 2 579 0 0
"1206" "exp1" 19 23 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 678 74 1
"1206" "exp1" 19 24 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 1 1804 0 0
"1206" "exp1" 19 25 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 842 30 1
"1206" "exp1" 19 26 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 768 60 1
"1206" "exp1" 19 27 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 2 971 0 0
"1206" "exp1" 19 28 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 2 628 0 0
"1206" "exp1" 19 29 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 1 3615 0 0
"1206" "exp1" 19 30 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 669 80 1
"1206" "exp1" 19 31 "graphed-probability" "pro-out" 80 20 13 84 80 20 15 85 2 632 0 0
"1206" "exp1" 19 32 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 2 802 0 0
"1206" "exp1" 19 33 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 2 823 0 0
"1206" "exp1" 19 34 "graphed-probability" "pro-out" 70 30 27 77 70 30 25 75 2 1191 77 1
"1206" "exp1" 19 35 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 2 612 0 0
"1206" "exp1" 19 36 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 2 1803 77 1
"1206" "exp1" 19 37 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 1143 34 1
"1206" "exp1" 19 38 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 2 2049 0 0
"1206" "exp1" 19 39 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 701 64 1
"1206" "exp1" 19 40 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1430 30 1
"1206" "exp1" 19 41 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 1 1595 33 1
"1206" "exp1" 19 42 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 1 2614 0 0
"1206" "exp1" 19 43 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 1439 47 1
"1206" "exp1" 19 44 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 1086 75 1
"1206" "exp1" 19 45 "graphed-probability" "congruent" 80 20 74 26 80 20 75 25 1 635 74 1
"1206" "exp1" 19 46 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 634 0 0
"1206" "exp1" 19 47 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 853 0 0
"1206" "exp1" 19 48 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 2 1177 0 0
"1206" "exp1" 19 49 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 989 0 0
"1206" "exp1" 19 50 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 743 65 1
"1206" "exp1" 19 51 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 1 809 0 0
"1206" "exp1" 19 52 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 1 6682 25 1
"1206" "exp1" 19 53 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 2853 30 1
"1206" "exp1" 19 54 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 649 77 1
"1206" "exp1" 19 55 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 1069 46 1
"1206" "exp1" 19 56 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 1879 63 1
"1206" "exp1" 19 57 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 1 1076 46 1
"1206" "exp1" 19 58 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 2 652 0 0
"1206" "exp1" 19 59 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 1 1560 37 1
"1206" "exp1" 19 60 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 2169 0 0
"1206" "exp1" 20 1 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 1 637 0 0
"1206" "exp1" 20 2 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 2 2033 0 0
"1206" "exp1" 20 3 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 2 2289 0 0
"1206" "exp1" 20 4 "graphed-probability" "congruent" 70 30 77 24 70 30 75 25 1 609 77 1
"1206" "exp1" 20 5 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 2 741 0 0
"1206" "exp1" 20 6 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 732 0 0
"1206" "exp1" 20 7 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 674 0 0
"1206" "exp1" 20 8 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 594 66 1
"1206" "exp1" 20 9 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1197 30 1
"1206" "exp1" 20 10 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 705 0 0
"1206" "exp1" 20 11 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 2 1392 74 1
"1206" "exp1" 20 12 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 869 0 0
"1206" "exp1" 20 13 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 2 517 0 0
"1206" "exp1" 20 14 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 2 707 0 0
"1206" "exp1" 20 15 "graphed-probability" "congruent" 80 20 76 25 80 20 75 25 1 521 76 1
"1206" "exp1" 20 16 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 1760 23 1
"1206" "exp1" 20 17 "graphed-probability" "pro-prob" 80 20 44 55 80 20 45 55 1 783 44 1
"1206" "exp1" 20 18 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 777 45 1
"1206" "exp1" 20 19 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 1 1212 26 1
"1206" "exp1" 20 20 "graphed-probability" "pro-out" 60 40 15 86 60 40 15 85 2 612 86 1
"1206" "exp1" 20 21 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1483 0 0
"1206" "exp1" 20 22 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 1 1566 23 1
"1206" "exp1" 20 23 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 2 761 56 1
"1206" "exp1" 20 24 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 1 871 43 1
"1206" "exp1" 20 25 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 1 1431 46 1
"1206" "exp1" 20 26 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 956 0 0
"1206" "exp1" 20 27 "graphed-probability" "pro-prob" 60 40 47 53 60 40 45 55 1 1056 0 0
"1206" "exp1" 20 28 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 2 988 0 0
"1206" "exp1" 20 29 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 757 66 1
"1206" "exp1" 20 30 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 557 74 1
"1206" "exp1" 20 31 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 1 622 65 1
"1206" "exp1" 20 32 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 655 65 1
"1206" "exp1" 20 33 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1530 30 1
"1206" "exp1" 20 34 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 906 87 1
"1206" "exp1" 20 35 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 991 0 0
"1206" "exp1" 20 36 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 1 4070 0 0
"1206" "exp1" 20 37 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 1 737 45 1
"1206" "exp1" 20 38 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 2 725 0 0
"1206" "exp1" 20 39 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 2 2149 37 1
"1206" "exp1" 20 40 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 1 2787 0 0
"1206" "exp1" 20 41 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 688 67 1
"1206" "exp1" 20 42 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 857 30 1
"1206" "exp1" 20 43 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 2 1486 67 1
"1206" "exp1" 20 44 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 2 849 87 1
"1206" "exp1" 20 45 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 1090 66 1
"1206" "exp1" 20 46 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 2 1003 0 0
"1206" "exp1" 20 47 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 854 0 0
"1206" "exp1" 20 48 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 1099 0 0
"1206" "exp1" 20 49 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 880 0 0
"1206" "exp1" 20 50 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 750 40 1
"1206" "exp1" 20 51 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1129 20 1
"1206" "exp1" 20 52 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 2 3710 0 0
"1206" "exp1" 20 53 "graphed-probability" "pro-out" 70 30 25 74 70 30 25 75 2 1502 0 0
"1206" "exp1" 20 54 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 2 891 0 0
"1206" "exp1" 20 55 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 2044 73 1
"1206" "exp1" 20 56 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 1 1466 35 1
"1206" "exp1" 20 57 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 978 30 1
"1206" "exp1" 20 58 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 855 0 0
"1206" "exp1" 20 59 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 831 44 1
"1206" "exp1" 20 60 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 819 76 1
"1207" "exp1" 1 1 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 517 0 0
"1207" "exp1" 1 2 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 1142 0 0
"1207" "exp1" 1 3 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 2143 65 1
"1207" "exp1" 1 4 "graphed-probability" "pro-out" 80 20 16 85 80 20 15 85 1 1034 16 1
"1207" "exp1" 1 5 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 2135 0 0
"1207" "exp1" 1 6 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 1 1356 13 1
"1207" "exp1" 1 7 "graphed-probability" "pro-out" 80 20 13 84 80 20 15 85 1 2032 13 1
"1207" "exp1" 1 8 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 1 611 23 1
"1207" "exp1" 1 9 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 1014 0 0
"1207" "exp1" 1 10 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 1419 35 1
"1207" "exp1" 1 11 "graphed-probability" "pro-prob" 60 40 47 54 60 40 45 55 1 1352 47 1
"1207" "exp1" 1 12 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 681 0 0
"1207" "exp1" 1 13 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 708 13 1
"1207" "exp1" 1 14 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1478 0 0
"1207" "exp1" 1 15 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 729 20 1
"1207" "exp1" 1 16 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 1 704 27 1
"1207" "exp1" 1 17 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 492 20 1
"1207" "exp1" 1 18 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 869 0 0
"1207" "exp1" 1 19 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 1 1557 0 0
"1207" "exp1" 1 20 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 2920 0 0
"1207" "exp1" 1 21 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 602 0 0
"1207" "exp1" 1 22 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 557 44 1
"1207" "exp1" 1 23 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 641 0 0
"1207" "exp1" 1 24 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 597 20 1
"1207" "exp1" 1 25 "graphed-probability" "congruent" 80 20 73 27 80 20 75 25 1 505 73 1
"1207" "exp1" 1 26 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 1 557 16 1
"1207" "exp1" 1 27 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 708 75 1
"1207" "exp1" 1 28 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 1 517 36 1
"1207" "exp1" 1 29 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 504 0 0
"1207" "exp1" 1 30 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 573 67 1
"1207" "exp1" 1 31 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 516 44 1
"1207" "exp1" 1 32 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 515 66 1
"1207" "exp1" 1 33 "graphed-probability" "pro-out" 60 40 35 67 60 40 35 65 1 636 35 1
"1207" "exp1" 1 34 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1052 0 0
"1207" "exp1" 1 35 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 2880 87 1
"1207" "exp1" 1 36 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 578 63 1
"1207" "exp1" 1 37 "graphed-probability" "congruent" 80 20 77 24 80 20 75 25 1 492 77 1
"1207" "exp1" 1 38 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 677 25 1
"1207" "exp1" 1 39 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 1 587 33 1
"1207" "exp1" 1 40 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 1 1644 0 0
"1207" "exp1" 1 41 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 791 74 1
"1207" "exp1" 1 42 "graphed-probability" "pro-prob" 60 40 47 55 60 40 45 55 1 578 0 0
"1207" "exp1" 1 43 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 1 1108 35 1
"1207" "exp1" 1 44 "graphed-probability" "pro-out" 70 30 26 75 70 30 25 75 1 1573 0 0
"1207" "exp1" 1 45 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 490 66 1
"1207" "exp1" 1 46 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 852 0 0
"1207" "exp1" 1 47 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 1 1175 37 1
"1207" "exp1" 1 48 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 1 1650 0 0
"1207" "exp1" 1 49 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 540 77 1
"1207" "exp1" 1 50 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 1 643 0 0
"1207" "exp1" 1 51 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 1 924 0 0
"1207" "exp1" 1 52 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 611 0 0
"1207" "exp1" 1 53 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 2138 0 0
"1207" "exp1" 1 54 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 692 0 0
"1207" "exp1" 1 55 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 1160 77 1
"1207" "exp1" 1 56 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 541 76 1
"1207" "exp1" 1 57 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 582 30 1
"1207" "exp1" 1 58 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 1 481 16 1
"1207" "exp1" 1 59 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 1 571 25 1
"1207" "exp1" 1 60 "graphed-probability" "congruent" 80 20 74 26 80 20 75 25 1 732 74 1
"1207" "exp1" 2 1 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 483 25 1
"1207" "exp1" 2 2 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 500 30 1
"1207" "exp1" 2 3 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 1 507 0 0
"1207" "exp1" 2 4 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1498 40 1
"1207" "exp1" 2 5 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 514 0 0
"1207" "exp1" 2 6 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 1 810 45 1
"1207" "exp1" 2 7 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 1 888 25 1
"1207" "exp1" 2 8 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 1 798 13 1
"1207" "exp1" 2 9 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 1 2308 17 1
"1207" "exp1" 2 10 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 1 498 74 1
"1207" "exp1" 2 11 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 602 0 0
"1207" "exp1" 2 12 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 1 827 0 0
"1207" "exp1" 2 13 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 1 540 74 1
"1207" "exp1" 2 14 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 487 34 1
"1207" "exp1" 2 15 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 1 441 27 1
"1207" "exp1" 2 16 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 441 73 1
"1207" "exp1" 2 17 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 2 1909 0 0
"1207" "exp1" 2 18 "graphed-probability" "pro-out" 70 30 26 75 70 30 25 75 1 492 26 1
"1207" "exp1" 2 19 "graphed-probability" "pro-out" 60 40 35 67 60 40 35 65 1 1558 35 1
"1207" "exp1" 2 20 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 595 30 1
"1207" "exp1" 2 21 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 505 0 0
"1207" "exp1" 2 22 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 1 1103 27 1
"1207" "exp1" 2 23 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 459 20 1
"1207" "exp1" 2 24 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 2525 0 0
"1207" "exp1" 2 25 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 1 1995 45 1
"1207" "exp1" 2 26 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1630 30 1
"1207" "exp1" 2 27 "graphed-probability" "congruent" 80 20 77 25 80 20 75 25 1 514 77 1
"1207" "exp1" 2 28 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 1 646 34 1
"1207" "exp1" 2 29 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 568 76 1
"1207" "exp1" 2 30 "graphed-probability" "congruent" 80 20 73 25 80 20 75 25 1 627 73 1
"1207" "exp1" 2 31 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 1 1336 37 1
"1207" "exp1" 2 32 "graphed-probability" "congruent" 60 40 64 33 60 40 65 35 1 1785 64 1
"1207" "exp1" 2 33 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 605 20 1
"1207" "exp1" 2 34 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 1 554 0 0
"1207" "exp1" 2 35 "graphed-probability" "pro-prob" 80 20 44 55 80 20 45 55 1 616 0 0
"1207" "exp1" 2 36 "graphed-probability" "congruent" 80 20 77 25 80 20 75 25 1 775 77 1
"1207" "exp1" 2 37 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1529 40 1
"1207" "exp1" 2 38 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 633 63 1
"1207" "exp1" 2 39 "graphed-probability" "pro-out" 60 40 35 66 60 40 35 65 1 519 0 0
"1207" "exp1" 2 40 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 515 0 0
"1207" "exp1" 2 41 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 1 557 14 1
"1207" "exp1" 2 42 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 601 64 1
"1207" "exp1" 2 43 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 540 20 1
"1207" "exp1" 2 44 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 1 558 0 0
"1207" "exp1" 2 45 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 1 858 14 1
"1207" "exp1" 2 46 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1056 0 0
"1207" "exp1" 2 47 "graphed-probability" "pro-prob" 60 40 47 55 60 40 45 55 1 2502 0 0
"1207" "exp1" 2 48 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 567 0 0
"1207" "exp1" 2 49 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 605 20 1
"1207" "exp1" 2 50 "graphed-probability" "congruent" 60 40 64 37 60 40 65 35 1 1129 64 1
"1207" "exp1" 2 51 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 586 47 1
"1207" "exp1" 2 52 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 521 0 0
"1207" "exp1" 2 53 "graphed-probability" "congruent" 60 40 64 34 60 40 65 35 1 427 0 0
"1207" "exp1" 2 54 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 517 74 1
"1207" "exp1" 2 55 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 463 67 1
"1207" "exp1" 2 56 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 1 473 0 0
"1207" "exp1" 2 57 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 1 1413 0 0
"1207" "exp1" 2 58 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 1 526 0 0
"1207" "exp1" 2 59 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 1 1430 0 0
"1207" "exp1" 2 60 "graphed-probability" "pro-out" 60 40 37 67 60 40 35 65 1 3245 0 0
"1207" "exp1" 3 1 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 1 580 13 1
"1207" "exp1" 3 2 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 383 35 1
"1207" "exp1" 3 3 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 1 489 0 0
"1207" "exp1" 3 4 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 1 690 44 1
"1207" "exp1" 3 5 "graphed-probability" "congruent" 60 40 64 37 60 40 65 35 1 705 0 0
"1207" "exp1" 3 6 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 1 427 43 1
"1207" "exp1" 3 7 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 541 65 1
"1207" "exp1" 3 8 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 1 695 37 1
"1207" "exp1" 3 9 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 486 0 0
"1207" "exp1" 3 10 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 385 0 0
"1207" "exp1" 3 11 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 322 20 1
"1207" "exp1" 3 12 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 447 75 1
"1207" "exp1" 3 13 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 1 471 0 0
"1207" "exp1" 3 14 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 519 0 0
"1207" "exp1" 3 15 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 1 562 27 1
"1207" "exp1" 3 16 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 1 2451 34 1
"1207" "exp1" 3 17 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 1 544 33 1
"1207" "exp1" 3 18 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 1 620 14 1
"1207" "exp1" 3 19 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 1 701 24 1
"1207" "exp1" 3 20 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 644 30 1
"1207" "exp1" 3 21 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 1 522 35 1
"1207" "exp1" 3 22 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 836 0 0
"1207" "exp1" 3 23 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 1 954 75 1
"1207" "exp1" 3 24 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 687 0 0
"1207" "exp1" 3 25 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 1 2683 37 1
"1207" "exp1" 3 26 "graphed-probability" "congruent" 60 40 63 33 60 40 65 35 1 1148 63 1
"1207" "exp1" 3 27 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 1 1315 23 1
"1207" "exp1" 3 28 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 1073 45 1
"1207" "exp1" 3 29 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 539 40 1
"1207" "exp1" 3 30 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 1 765 25 1
"1207" "exp1" 3 31 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 2 1129 0 0
"1207" "exp1" 3 32 "graphed-probability" "pro-out" 60 40 13 85 60 40 15 85 2 1032 85 1
"1207" "exp1" 3 33 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 1 3832 15 1
"1207" "exp1" 3 34 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 1 697 0 0
"1207" "exp1" 3 35 "graphed-probability" "congruent" 70 30 75 27 70 30 75 25 1 567 0 0
"1207" "exp1" 3 36 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 565 40 1
"1207" "exp1" 3 37 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 572 47 1
"1207" "exp1" 3 38 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 558 47 1
"1207" "exp1" 3 39 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 501 20 1
"1207" "exp1" 3 40 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 479 0 0
"1207" "exp1" 3 41 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 540 20 1
"1207" "exp1" 3 42 "graphed-probability" "pro-out" 80 20 17 83 80 20 15 85 1 538 17 1
"1207" "exp1" 3 43 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 535 76 1
"1207" "exp1" 3 44 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 595 30 1
"1207" "exp1" 3 45 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 868 63 1
"1207" "exp1" 3 46 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 553 0 0
"1207" "exp1" 3 47 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 719 66 1
"1207" "exp1" 3 48 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 1 677 26 1
"1207" "exp1" 3 49 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 703 74 1
"1207" "exp1" 3 50 "graphed-probability" "pro-prob" 60 40 47 55 60 40 45 55 1 688 0 0
"1207" "exp1" 3 51 "graphed-probability" "pro-out" 80 20 15 86 80 20 15 85 1 623 15 1
"1207" "exp1" 3 52 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 469 76 1
"1207" "exp1" 3 53 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 518 20 1
"1207" "exp1" 3 54 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 549 67 1
"1207" "exp1" 3 55 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 537 65 1
"1207" "exp1" 3 56 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 1 473 0 0
"1207" "exp1" 3 57 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 628 47 1
"1207" "exp1" 3 58 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 1 456 0 0
"1207" "exp1" 3 59 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1089 30 1
"1207" "exp1" 3 60 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 1 782 0 0
"1207" "exp1" 4 1 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 1 520 27 1
"1207" "exp1" 4 2 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 1 474 0 0
"1207" "exp1" 4 3 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 1 585 45 1
"1207" "exp1" 4 4 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 1 559 75 1
"1207" "exp1" 4 5 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 659 0 0
"1207" "exp1" 4 6 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 442 40 1
"1207" "exp1" 4 7 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 438 0 0
"1207" "exp1" 4 8 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 521 75 1
"1207" "exp1" 4 9 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 1 494 0 0
"1207" "exp1" 4 10 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 1 466 45 1
"1207" "exp1" 4 11 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1133 0 0
"1207" "exp1" 4 12 "graphed-probability" "congruent" 60 40 65 35 60 40 65 35 1 560 0 0
"1207" "exp1" 4 13 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 1 494 0 0
"1207" "exp1" 4 14 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 467 20 1
"1207" "exp1" 4 15 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 591 47 1
"1207" "exp1" 4 16 "graphed-probability" "pro-out" 60 40 36 64 60 40 35 65 1 420 0 0
"1207" "exp1" 4 17 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 548 74 1
"1207" "exp1" 4 18 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 461 67 1
"1207" "exp1" 4 19 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 1 779 0 0
"1207" "exp1" 4 20 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 1 1022 33 1
"1207" "exp1" 4 21 "graphed-probability" "congruent" 80 20 75 25 80 20 75 25 1 634 75 1
"1207" "exp1" 4 22 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 2 476 0 0
"1207" "exp1" 4 23 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 2 570 0 0
"1207" "exp1" 4 24 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 572 30 1
"1207" "exp1" 4 25 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 1 471 74 1
"1207" "exp1" 4 26 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 420 65 1
"1207" "exp1" 4 27 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 1 518 47 1
"1207" "exp1" 4 28 "graphed-probability" "congruent" 70 30 63 37 70 30 65 35 1 505 63 1
"1207" "exp1" 4 29 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 1 418 0 0
"1207" "exp1" 4 30 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 441 20 1
"1207" "exp1" 4 31 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 446 20 1
"1207" "exp1" 4 32 "graphed-probability" "pro-out" 70 30 27 77 70 30 25 75 1 462 27 1
"1207" "exp1" 4 33 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 2350 75 1
"1207" "exp1" 4 34 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 528 45 1
"1207" "exp1" 4 35 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 884 73 1
"1207" "exp1" 4 36 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1081 30 1
"1207" "exp1" 4 37 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1133 0 0
"1207" "exp1" 4 38 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 2836 40 1
"1207" "exp1" 4 39 "graphed-probability" "congruent" 70 30 66 34 70 30 65 35 1 993 66 1
"1207" "exp1" 4 40 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 1 1132 17 1
"1207" "exp1" 4 41 "graphed-probability" "pro-out" 70 30 26 75 70 30 25 75 1 538 26 1
"1207" "exp1" 4 42 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 1 917 26 1
"1207" "exp1" 4 43 "graphed-probability" "congruent" 60 40 67 33 60 40 65 35 1 2092 67 1
"1207" "exp1" 4 44 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 2 815 0 0
"1207" "exp1" 4 45 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 1 841 15 1
"1207" "exp1" 4 46 "graphed-probability" "pro-out" 60 40 13 85 60 40 15 85 2 1754 85 1
"1207" "exp1" 4 47 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 1 913 14 1
"1207" "exp1" 4 48 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 900 0 0
"1207" "exp1" 4 49 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 526 0 0
"1207" "exp1" 4 50 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 1 471 37 1
"1207" "exp1" 4 51 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 504 0 0
"1207" "exp1" 4 52 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 1084 36 1
"1207" "exp1" 4 53 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 1 833 0 0
"1207" "exp1" 4 54 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 464 30 1
"1207" "exp1" 4 55 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 1 375 0 0
"1207" "exp1" 4 56 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 571 45 1
"1207" "exp1" 4 57 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 720 0 0
"1207" "exp1" 4 58 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 485 0 0
"1207" "exp1" 4 59 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 1 496 35 1
"1207" "exp1" 4 60 "graphed-probability" "pro-prob" 80 20 27 74 80 20 25 75 1 535 27 1
"1207" "exp1" 5 1 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 1 695 0 0
"1207" "exp1" 5 2 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 1 827 17 1
"1207" "exp1" 5 3 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 462 45 1
"1207" "exp1" 5 4 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 1 546 37 1
"1207" "exp1" 5 5 "graphed-probability" "pro-prob" 80 20 25 76 80 20 25 75 1 540 25 1
"1207" "exp1" 5 6 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 475 76 1
"1207" "exp1" 5 7 "graphed-probability" "pro-prob" 70 30 37 63 70 30 35 65 1 461 0 0
"1207" "exp1" 5 8 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 995 0 0
"1207" "exp1" 5 9 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 519 0 0
"1207" "exp1" 5 10 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 1 531 45 1
"1207" "exp1" 5 11 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 1 626 0 0
"1207" "exp1" 5 12 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 1 668 27 1
"1207" "exp1" 5 13 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 894 0 0
"1207" "exp1" 5 14 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 1 530 43 1
"1207" "exp1" 5 15 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1292 0 0
"1207" "exp1" 5 16 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 1 639 0 0
"1207" "exp1" 5 17 "graphed-probability" "pro-prob" 60 40 44 54 60 40 45 55 1 515 0 0
"1207" "exp1" 5 18 "graphed-probability" "congruent" 60 40 63 35 60 40 65 35 2 545 35 1
"1207" "exp1" 5 19 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 446 30 1
"1207" "exp1" 5 20 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 1 1781 0 0
"1207" "exp1" 5 21 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 727 45 1
"1207" "exp1" 5 22 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 2176 63 1
"1207" "exp1" 5 23 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 778 0 0
"1207" "exp1" 5 24 "graphed-probability" "pro-out" 60 40 37 67 60 40 35 65 1 605 0 0
"1207" "exp1" 5 25 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 779 74 1
"1207" "exp1" 5 26 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 1 2500 16 1
"1207" "exp1" 5 27 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 1 1935 0 0
"1207" "exp1" 5 28 "graphed-probability" "pro-prob" 80 20 43 56 80 20 45 55 1 859 43 1
"1207" "exp1" 5 29 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 878 36 1
"1207" "exp1" 5 30 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 1 491 77 1
"1207" "exp1" 5 31 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 624 24 1
"1207" "exp1" 5 32 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 454 30 1
"1207" "exp1" 5 33 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 556 0 0
"1207" "exp1" 5 34 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 534 35 1
"1207" "exp1" 5 35 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 1 623 25 1
"1207" "exp1" 5 36 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 1 531 15 1
"1207" "exp1" 5 37 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 1 415 16 1
"1207" "exp1" 5 38 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 449 40 1
"1207" "exp1" 5 39 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 427 74 1
"1207" "exp1" 5 40 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 506 20 1
"1207" "exp1" 5 41 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 423 20 1
"1207" "exp1" 5 42 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 1 601 35 1
"1207" "exp1" 5 43 "graphed-probability" "congruent" 60 40 64 33 60 40 65 35 1 588 64 1
"1207" "exp1" 5 44 "graphed-probability" "pro-prob" 80 20 23 75 80 20 25 75 1 549 23 1
"1207" "exp1" 5 45 "graphed-probability" "congruent" 70 30 66 37 70 30 65 35 1 394 66 1
"1207" "exp1" 5 46 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 655 0 0
"1207" "exp1" 5 47 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 413 74 1
"1207" "exp1" 5 48 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 391 67 1
"1207" "exp1" 5 49 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 1 524 0 0
"1207" "exp1" 5 50 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 511 30 1
"1207" "exp1" 5 51 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 368 64 1
"1207" "exp1" 5 52 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 461 73 1
"1207" "exp1" 5 53 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 431 25 1
"1207" "exp1" 5 54 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 1 1168 43 1
"1207" "exp1" 5 55 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 541 20 1
"1207" "exp1" 5 56 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 462 0 0
"1207" "exp1" 5 57 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 726 65 1
"1207" "exp1" 5 58 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 1 664 14 1
"1207" "exp1" 5 59 "graphed-probability" "pro-out" 70 30 25 77 70 30 25 75 1 579 25 1
"1207" "exp1" 5 60 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 588 76 1
"1207" "exp1" 6 1 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 379 47 1
"1207" "exp1" 6 2 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 425 64 1
"1207" "exp1" 6 3 "graphed-probability" "congruent" 60 40 67 33 60 40 65 35 2 345 33 1
"1207" "exp1" 6 4 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 1 430 35 1
"1207" "exp1" 6 5 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 1 503 36 1
"1207" "exp1" 6 6 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 448 0 0
"1207" "exp1" 6 7 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 409 20 1
"1207" "exp1" 6 8 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 1 430 0 0
"1207" "exp1" 6 9 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 497 0 0
"1207" "exp1" 6 10 "graphed-probability" "pro-out" 80 20 17 83 80 20 15 85 1 477 17 1
"1207" "exp1" 6 11 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 519 30 1
"1207" "exp1" 6 12 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 2304 60 1
"1207" "exp1" 6 13 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1358 30 1
"1207" "exp1" 6 14 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 527 37 1
"1207" "exp1" 6 15 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 1 694 0 0
"1207" "exp1" 6 16 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 1154 0 0
"1207" "exp1" 6 17 "graphed-probability" "pro-out" 60 40 13 85 60 40 15 85 1 605 13 1
"1207" "exp1" 6 18 "graphed-probability" "congruent" 70 30 75 27 70 30 75 25 1 537 75 1
"1207" "exp1" 6 19 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 445 47 1
"1207" "exp1" 6 20 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 1 495 16 1
"1207" "exp1" 6 21 "graphed-probability" "congruent" 70 30 64 35 70 30 65 35 1 495 64 1
"1207" "exp1" 6 22 "graphed-probability" "pro-prob" 80 20 25 76 80 20 25 75 1 503 25 1
"1207" "exp1" 6 23 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 1 379 17 1
"1207" "exp1" 6 24 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 1 495 76 1
"1207" "exp1" 6 25 "graphed-probability" "pro-prob" 80 20 23 75 80 20 25 75 1 715 23 1
"1207" "exp1" 6 26 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 683 77 1
"1207" "exp1" 6 27 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1406 0 0
"1207" "exp1" 6 28 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 2 3287 55 1
"1207" "exp1" 6 29 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 1141 0 0
"1207" "exp1" 6 30 "graphed-probability" "pro-prob" 70 30 36 63 70 30 35 65 1 762 0 0
"1207" "exp1" 6 31 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 1 602 15 1
"1207" "exp1" 6 32 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 1 654 33 1
"1207" "exp1" 6 33 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 1 625 0 0
"1207" "exp1" 6 34 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 1 1200 24 1
"1207" "exp1" 6 35 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 1 434 14 1
"1207" "exp1" 6 36 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 686 40 1
"1207" "exp1" 6 37 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 2 1553 0 0
"1207" "exp1" 6 38 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 1 630 0 0
"1207" "exp1" 6 39 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 1 532 0 0
"1207" "exp1" 6 40 "graphed-probability" "congruent" 70 30 63 37 70 30 65 35 1 626 63 1
"1207" "exp1" 6 41 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 607 24 1
"1207" "exp1" 6 42 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 2 1833 0 0
"1207" "exp1" 6 43 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 589 30 1
"1207" "exp1" 6 44 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 609 77 1
"1207" "exp1" 6 45 "graphed-probability" "pro-out" 80 20 15 86 80 20 15 85 1 514 15 1
"1207" "exp1" 6 46 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 537 0 0
"1207" "exp1" 6 47 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 478 67 1
"1207" "exp1" 6 48 "graphed-probability" "pro-out" 70 30 25 77 70 30 25 75 1 472 25 1
"1207" "exp1" 6 49 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 932 40 1
"1207" "exp1" 6 50 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 1 1972 44 1
"1207" "exp1" 6 51 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 536 0 0
"1207" "exp1" 6 52 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 434 73 1
"1207" "exp1" 6 53 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 404 46 1
"1207" "exp1" 6 54 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1094 0 0
"1207" "exp1" 6 55 "graphed-probability" "pro-prob" 80 20 27 74 80 20 25 75 1 593 27 1
"1207" "exp1" 6 56 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 464 74 1
"1207" "exp1" 6 57 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 527 20 1
"1207" "exp1" 6 58 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 1 473 45 1
"1207" "exp1" 6 59 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 1 2413 33 1
"1207" "exp1" 6 60 "graphed-probability" "congruent" 80 20 73 25 80 20 75 25 1 449 73 1
"1207" "exp1" 7 1 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 1 427 0 0
"1207" "exp1" 7 2 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 516 20 1
"1207" "exp1" 7 3 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 405 13 1
"1207" "exp1" 7 4 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 456 0 0
"1207" "exp1" 7 5 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 668 0 0
"1207" "exp1" 7 6 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 1 658 15 1
"1207" "exp1" 7 7 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 455 30 1
"1207" "exp1" 7 8 "graphed-probability" "pro-prob" 80 20 45 56 80 20 45 55 1 533 45 1
"1207" "exp1" 7 9 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 1 441 36 1
"1207" "exp1" 7 10 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 1 432 24 1
"1207" "exp1" 7 11 "graphed-probability" "pro-prob" 70 30 37 63 70 30 35 65 1 564 37 1
"1207" "exp1" 7 12 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 552 30 1
"1207" "exp1" 7 13 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 496 63 1
"1207" "exp1" 7 14 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 509 0 0
"1207" "exp1" 7 15 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 689 46 1
"1207" "exp1" 7 16 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 410 30 1
"1207" "exp1" 7 17 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 1 503 0 0
"1207" "exp1" 7 18 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 1 446 0 0
"1207" "exp1" 7 19 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 646 65 1
"1207" "exp1" 7 20 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 1118 66 1
"1207" "exp1" 7 21 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1944 0 0
"1207" "exp1" 7 22 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 486 20 1
"1207" "exp1" 7 23 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1320 40 1
"1207" "exp1" 7 24 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 1 534 0 0
"1207" "exp1" 7 25 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 530 74 1
"1207" "exp1" 7 26 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 1 478 13 1
"1207" "exp1" 7 27 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 446 20 1
"1207" "exp1" 7 28 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 533 24 1
"1207" "exp1" 7 29 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 425 0 0
"1207" "exp1" 7 30 "graphed-probability" "congruent" 80 20 76 25 80 20 75 25 1 414 0 0
"1207" "exp1" 7 31 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 913 66 1
"1207" "exp1" 7 32 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 797 0 0
"1207" "exp1" 7 33 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 1 525 0 0
"1207" "exp1" 7 34 "graphed-probability" "congruent" 80 20 76 24 80 20 75 25 1 605 76 1
"1207" "exp1" 7 35 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 2 1830 0 0
"1207" "exp1" 7 36 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 758 30 1
"1207" "exp1" 7 37 "graphed-probability" "pro-prob" 70 30 37 63 70 30 35 65 1 723 37 1
"1207" "exp1" 7 38 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 718 36 1
"1207" "exp1" 7 39 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 562 20 1
"1207" "exp1" 7 40 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 542 74 1
"1207" "exp1" 7 41 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 675 0 0
"1207" "exp1" 7 42 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 1 646 0 0
"1207" "exp1" 7 43 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 516 0 0
"1207" "exp1" 7 44 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 721 75 1
"1207" "exp1" 7 45 "graphed-probability" "pro-prob" 80 20 43 56 80 20 45 55 1 551 43 1
"1207" "exp1" 7 46 "graphed-probability" "pro-prob" 70 30 34 66 70 30 35 65 1 1387 34 1
"1207" "exp1" 7 47 "graphed-probability" "pro-out" 60 40 13 83 60 40 15 85 1 587 13 1
"1207" "exp1" 7 48 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 2 576 0 0
"1207" "exp1" 7 49 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 1 864 0 0
"1207" "exp1" 7 50 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 1104 0 0
"1207" "exp1" 7 51 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 1 490 25 1
"1207" "exp1" 7 52 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 1 502 74 1
"1207" "exp1" 7 53 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 1 482 34 1
"1207" "exp1" 7 54 "graphed-probability" "pro-out" 70 30 25 74 70 30 25 75 1 566 25 1
"1207" "exp1" 7 55 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 575 65 1
"1207" "exp1" 7 56 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 757 73 1
"1207" "exp1" 7 57 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 2 1819 84 1
"1207" "exp1" 7 58 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 1 636 34 1
"1207" "exp1" 7 59 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 506 25 1
"1207" "exp1" 7 60 "graphed-probability" "pro-prob" 60 40 47 55 60 40 45 55 1 828 47 1
"1207" "exp1" 8 1 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 1 564 37 1
"1207" "exp1" 8 2 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 494 0 0
"1207" "exp1" 8 3 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 1 573 26 1
"1207" "exp1" 8 4 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 452 0 0
"1207" "exp1" 8 5 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 1 641 35 1
"1207" "exp1" 8 6 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 1 470 0 0
"1207" "exp1" 8 7 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 413 0 0
"1207" "exp1" 8 8 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 1 1505 23 1
"1207" "exp1" 8 9 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1421 30 1
"1207" "exp1" 8 10 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 473 30 1
"1207" "exp1" 8 11 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 549 40 1
"1207" "exp1" 8 12 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 450 75 1
"1207" "exp1" 8 13 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 1 481 15 1
"1207" "exp1" 8 14 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 1 501 0 0
"1207" "exp1" 8 15 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 2 1187 0 0
"1207" "exp1" 8 16 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 2 1179 0 0
"1207" "exp1" 8 17 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 562 74 1
"1207" "exp1" 8 18 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 483 75 1
"1207" "exp1" 8 19 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 1 468 33 1
"1207" "exp1" 8 20 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 557 25 1
"1207" "exp1" 8 21 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 463 0 0
"1207" "exp1" 8 22 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 488 64 1
"1207" "exp1" 8 23 "graphed-probability" "pro-out" 60 40 14 83 60 40 15 85 1 392 0 0
"1207" "exp1" 8 24 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 2 2320 0 0
"1207" "exp1" 8 25 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 1 730 27 1
"1207" "exp1" 8 26 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 1 632 0 0
"1207" "exp1" 8 27 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 665 0 0
"1207" "exp1" 8 28 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 868 0 0
"1207" "exp1" 8 29 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 1 516 23 1
"1207" "exp1" 8 30 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 1 496 0 0
"1207" "exp1" 8 31 "graphed-probability" "pro-prob" 60 40 44 54 60 40 45 55 1 2143 44 1
"1207" "exp1" 8 32 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 1 1211 14 1
"1207" "exp1" 8 33 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 568 0 0
"1207" "exp1" 8 34 "graphed-probability" "congruent" 60 40 65 36 60 40 65 35 1 1182 65 1
"1207" "exp1" 8 35 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 701 45 1
"1207" "exp1" 8 36 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 527 47 1
"1207" "exp1" 8 37 "graphed-probability" "pro-out" 80 20 15 83 80 20 15 85 1 573 15 1
"1207" "exp1" 8 38 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 520 20 1
"1207" "exp1" 8 39 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 1 1549 44 1
"1207" "exp1" 8 40 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 652 45 1
"1207" "exp1" 8 41 "graphed-probability" "congruent" 60 40 67 33 60 40 65 35 1 556 67 1
"1207" "exp1" 8 42 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 810 65 1
"1207" "exp1" 8 43 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 1 654 0 0
"1207" "exp1" 8 44 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 493 20 1
"1207" "exp1" 8 45 "graphed-probability" "pro-prob" 80 20 45 56 80 20 45 55 1 620 45 1
"1207" "exp1" 8 46 "graphed-probability" "pro-out" 60 40 36 63 60 40 35 65 2 848 0 0
"1207" "exp1" 8 47 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 1 525 27 1
"1207" "exp1" 8 48 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 2 1479 0 0
"1207" "exp1" 8 49 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 589 73 1
"1207" "exp1" 8 50 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 581 0 0
"1207" "exp1" 8 51 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 500 30 1
"1207" "exp1" 8 52 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 1 666 34 1
"1207" "exp1" 8 53 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 823 40 1
"1207" "exp1" 8 54 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 907 64 1
"1207" "exp1" 8 55 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 1 1214 0 0
"1207" "exp1" 8 56 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 1 1019 23 1
"1207" "exp1" 8 57 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 2 664 0 0
"1207" "exp1" 8 58 "graphed-probability" "pro-prob" 70 30 36 63 70 30 35 65 1 568 0 0
"1207" "exp1" 8 59 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 545 0 0
"1207" "exp1" 8 60 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 488 20 1
"1207" "exp1" 9 1 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 615 43 1
"1207" "exp1" 9 2 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 414 20 1
"1207" "exp1" 9 3 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 1 495 0 0
"1207" "exp1" 9 4 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 867 0 0
"1207" "exp1" 9 5 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 1 521 65 1
"1207" "exp1" 9 6 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 2 1083 0 0
"1207" "exp1" 9 7 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 381 0 0
"1207" "exp1" 9 8 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 1 450 25 1
"1207" "exp1" 9 9 "graphed-probability" "pro-prob" 60 40 44 54 60 40 45 55 2 1020 54 1
"1207" "exp1" 9 10 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 634 47 1
"1207" "exp1" 9 11 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 519 20 1
"1207" "exp1" 9 12 "graphed-probability" "pro-prob" 80 20 25 76 80 20 25 75 1 488 25 1
"1207" "exp1" 9 13 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 520 74 1
"1207" "exp1" 9 14 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 1 426 37 1
"1207" "exp1" 9 15 "graphed-probability" "pro-prob" 80 20 23 75 80 20 25 75 1 465 23 1
"1207" "exp1" 9 16 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 1 446 26 1
"1207" "exp1" 9 17 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 1 463 33 1
"1207" "exp1" 9 18 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 480 40 1
"1207" "exp1" 9 19 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 1 409 33 1
"1207" "exp1" 9 20 "graphed-probability" "pro-prob" 80 20 27 74 80 20 25 75 1 403 27 1
"1207" "exp1" 9 21 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 435 20 1
"1207" "exp1" 9 22 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 365 43 1
"1207" "exp1" 9 23 "graphed-probability" "congruent" 60 40 63 35 60 40 65 35 2 298 0 0
"1207" "exp1" 9 24 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 538 30 1
"1207" "exp1" 9 25 "graphed-probability" "congruent" 80 20 76 24 80 20 75 25 1 332 76 1
"1207" "exp1" 9 26 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 1 483 14 1
"1207" "exp1" 9 27 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 513 0 0
"1207" "exp1" 9 28 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 390 77 1
"1207" "exp1" 9 29 "graphed-probability" "congruent" 60 40 65 35 60 40 65 35 1 523 65 1
"1207" "exp1" 9 30 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 471 63 1
"1207" "exp1" 9 31 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 2372 0 0
"1207" "exp1" 9 32 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 1 1228 37 1
"1207" "exp1" 9 33 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 1 805 0 0
"1207" "exp1" 9 34 "graphed-probability" "pro-out" 80 20 13 84 80 20 15 85 1 1413 13 1
"1207" "exp1" 9 35 "graphed-probability" "congruent" 80 20 73 27 80 20 75 25 1 1757 73 1
"1207" "exp1" 9 36 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 2 948 55 1
"1207" "exp1" 9 37 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 440 0 0
"1207" "exp1" 9 38 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 1 916 0 0
"1207" "exp1" 9 39 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 2143 0 0
"1207" "exp1" 9 40 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 1 602 13 1
"1207" "exp1" 9 41 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 719 0 0
"1207" "exp1" 9 42 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 1 476 15 1
"1207" "exp1" 9 43 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 1 652 0 0
"1207" "exp1" 9 44 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 715 0 0
"1207" "exp1" 9 45 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 751 75 1
"1207" "exp1" 9 46 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 909 0 0
"1207" "exp1" 9 47 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 1 1068 25 1
"1207" "exp1" 9 48 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 486 66 1
"1207" "exp1" 9 49 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 1 455 33 1
"1207" "exp1" 9 50 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 1 392 76 1
"1207" "exp1" 9 51 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 1 495 45 1
"1207" "exp1" 9 52 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 520 0 0
"1207" "exp1" 9 53 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 1 456 36 1
"1207" "exp1" 9 54 "graphed-probability" "congruent" 60 40 63 35 60 40 65 35 1 714 0 0
"1207" "exp1" 9 55 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 1 555 26 1
"1207" "exp1" 9 56 "graphed-probability" "pro-out" 60 40 35 67 60 40 35 65 2 1345 0 0
"1207" "exp1" 9 57 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 456 0 0
"1207" "exp1" 9 58 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 1 423 0 0
"1207" "exp1" 9 59 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 452 30 1
"1207" "exp1" 9 60 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 503 40 1
"1207" "exp1" 10 1 "graphed-probability" "pro-out" 60 40 36 63 60 40 35 65 1 473 36 1
"1207" "exp1" 10 2 "graphed-probability" "pro-prob" 80 20 45 56 80 20 45 55 1 415 45 1
"1207" "exp1" 10 3 "graphed-probability" "pro-prob" 60 40 45 54 60 40 45 55 1 429 45 1
"1207" "exp1" 10 4 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 524 65 1
"1207" "exp1" 10 5 "graphed-probability" "pro-prob" 70 30 37 63 70 30 35 65 1 457 0 0
"1207" "exp1" 10 6 "graphed-probability" "pro-out" 60 40 37 65 60 40 35 65 1 546 0 0
"1207" "exp1" 10 7 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 1 469 26 1
"1207" "exp1" 10 8 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 447 20 1
"1207" "exp1" 10 9 "graphed-probability" "congruent" 70 30 64 35 70 30 65 35 1 667 64 1
"1207" "exp1" 10 10 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 453 30 1
"1207" "exp1" 10 11 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 2 836 0 0
"1207" "exp1" 10 12 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 2 2109 0 0
"1207" "exp1" 10 13 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 592 77 1
"1207" "exp1" 10 14 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 1 556 26 1
"1207" "exp1" 10 15 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 1 654 17 1
"1207" "exp1" 10 16 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 667 63 1
"1207" "exp1" 10 17 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 564 20 1
"1207" "exp1" 10 18 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 1 1890 0 0
"1207" "exp1" 10 19 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 1 513 0 0
"1207" "exp1" 10 20 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 1 483 0 0
"1207" "exp1" 10 21 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 1 536 76 1
"1207" "exp1" 10 22 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 431 0 0
"1207" "exp1" 10 23 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 1 438 33 1
"1207" "exp1" 10 24 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1440 30 1
"1207" "exp1" 10 25 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 686 44 1
"1207" "exp1" 10 26 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 1 818 16 1
"1207" "exp1" 10 27 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 1 517 0 0
"1207" "exp1" 10 28 "graphed-probability" "congruent" 80 20 73 27 80 20 75 25 1 471 73 1
"1207" "exp1" 10 29 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 510 40 1
"1207" "exp1" 10 30 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 525 0 0
"1207" "exp1" 10 31 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 493 74 1
"1207" "exp1" 10 32 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 467 20 1
"1207" "exp1" 10 33 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1314 30 1
"1207" "exp1" 10 34 "graphed-probability" "congruent" 60 40 64 37 60 40 65 35 1 534 64 1
"1207" "exp1" 10 35 "graphed-probability" "pro-prob" 60 40 47 53 60 40 45 55 1 612 47 1
"1207" "exp1" 10 36 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 545 74 1
"1207" "exp1" 10 37 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 635 60 1
"1207" "exp1" 10 38 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 1 743 27 1
"1207" "exp1" 10 39 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 1 428 24 1
"1207" "exp1" 10 40 "graphed-probability" "pro-prob" 80 20 44 56 80 20 45 55 1 457 0 0
"1207" "exp1" 10 41 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 736 60 1
"1207" "exp1" 10 42 "graphed-probability" "pro-out" 70 30 25 74 70 30 25 75 1 499 25 1
"1207" "exp1" 10 43 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 1 456 33 1
"1207" "exp1" 10 44 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 1 639 26 1
"1207" "exp1" 10 45 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 395 66 1
"1207" "exp1" 10 46 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 1 607 34 1
"1207" "exp1" 10 47 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 1 568 45 1
"1207" "exp1" 10 48 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 1 540 0 0
"1207" "exp1" 10 49 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 555 0 0
"1207" "exp1" 10 50 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 1 417 0 0
"1207" "exp1" 10 51 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 1 405 0 0
"1207" "exp1" 10 52 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 436 30 1
"1207" "exp1" 10 53 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 513 76 1
"1207" "exp1" 10 54 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 462 20 1
"1207" "exp1" 10 55 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 872 74 1
"1207" "exp1" 10 56 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 1 551 0 0
"1207" "exp1" 10 57 "graphed-probability" "congruent" 60 40 65 36 60 40 65 35 1 955 65 1
"1207" "exp1" 10 58 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 552 65 1
"1207" "exp1" 10 59 "graphed-probability" "pro-out" 80 20 15 84 80 20 15 85 1 631 15 1
"1207" "exp1" 10 60 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 642 0 0
"1207" "exp1" 11 1 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 550 45 1
"1207" "exp1" 11 2 "graphed-probability" "congruent" 80 20 76 25 80 20 75 25 1 479 0 0
"1207" "exp1" 11 3 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 1 479 0 0
"1207" "exp1" 11 4 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 2 606 0 0
"1207" "exp1" 11 5 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 2 423 85 1
"1207" "exp1" 11 6 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 1 645 0 0
"1207" "exp1" 11 7 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 1 2887 36 1
"1207" "exp1" 11 8 "graphed-probability" "congruent" 60 40 64 33 60 40 65 35 1 2349 64 1
"1207" "exp1" 11 9 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1393 0 0
"1207" "exp1" 11 10 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 1 554 25 1
"1207" "exp1" 11 11 "graphed-probability" "pro-prob" 80 20 43 54 80 20 45 55 1 466 0 0
"1207" "exp1" 11 12 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1006 0 0
"1207" "exp1" 11 13 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 493 23 1
"1207" "exp1" 11 14 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 1 467 35 1
"1207" "exp1" 11 15 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 532 40 1
"1207" "exp1" 11 16 "graphed-probability" "congruent" 70 30 64 35 70 30 65 35 1 848 64 1
"1207" "exp1" 11 17 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 436 64 1
"1207" "exp1" 11 18 "graphed-probability" "congruent" 80 20 77 25 80 20 75 25 1 549 0 0
"1207" "exp1" 11 19 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 1 1403 33 1
"1207" "exp1" 11 20 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 1 858 43 1
"1207" "exp1" 11 21 "graphed-probability" "pro-prob" 60 40 45 54 60 40 45 55 1 728 45 1
"1207" "exp1" 11 22 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 1 562 25 1
"1207" "exp1" 11 23 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 639 40 1
"1207" "exp1" 11 24 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 992 0 0
"1207" "exp1" 11 25 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 1 501 14 1
"1207" "exp1" 11 26 "graphed-probability" "pro-out" 70 30 23 77 70 30 25 75 1 674 23 1
"1207" "exp1" 11 27 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 1 648 33 1
"1207" "exp1" 11 28 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 1 522 0 0
"1207" "exp1" 11 29 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 2 928 56 1
"1207" "exp1" 11 30 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 2 466 0 0
"1207" "exp1" 11 31 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 1 564 27 1
"1207" "exp1" 11 32 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 545 20 1
"1207" "exp1" 11 33 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 1 594 14 1
"1207" "exp1" 11 34 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 417 0 0
"1207" "exp1" 11 35 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 453 77 1
"1207" "exp1" 11 36 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 481 77 1
"1207" "exp1" 11 37 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 451 40 1
"1207" "exp1" 11 38 "graphed-probability" "pro-prob" 80 20 27 74 80 20 25 75 1 567 27 1
"1207" "exp1" 11 39 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 638 0 0
"1207" "exp1" 11 40 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 507 46 1
"1207" "exp1" 11 41 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 524 0 0
"1207" "exp1" 11 42 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 1 970 13 1
"1207" "exp1" 11 43 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 748 40 1
"1207" "exp1" 11 44 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 655 74 1
"1207" "exp1" 11 45 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 1 631 34 1
"1207" "exp1" 11 46 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 560 77 1
"1207" "exp1" 11 47 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 597 0 0
"1207" "exp1" 11 48 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 563 64 1
"1207" "exp1" 11 49 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 1 1086 33 1
"1207" "exp1" 11 50 "graphed-probability" "pro-out" 70 30 23 74 70 30 25 75 1 1354 23 1
"1207" "exp1" 11 51 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 2 1475 87 1
"1207" "exp1" 11 52 "graphed-probability" "pro-out" 80 20 17 83 80 20 15 85 1 548 17 1
"1207" "exp1" 11 53 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 1 656 37 1
"1207" "exp1" 11 54 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 1 479 33 1
"1207" "exp1" 11 55 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 507 30 1
"1207" "exp1" 11 56 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 402 75 1
"1207" "exp1" 11 57 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 577 74 1
"1207" "exp1" 11 58 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 557 44 1
"1207" "exp1" 11 59 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 689 20 1
"1207" "exp1" 11 60 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 553 20 1
"1207" "exp1" 12 1 "graphed-probability" "congruent" 70 30 64 35 70 30 65 35 1 607 64 1
"1207" "exp1" 12 2 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 1 440 23 1
"1207" "exp1" 12 3 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 428 30 1
"1207" "exp1" 12 4 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 1 358 33 1
"1207" "exp1" 12 5 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 1 405 27 1
"1207" "exp1" 12 6 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 421 74 1
"1207" "exp1" 12 7 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 453 0 0
"1207" "exp1" 12 8 "graphed-probability" "congruent" 60 40 67 33 60 40 65 35 1 398 67 1
"1207" "exp1" 12 9 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 463 20 1
"1207" "exp1" 12 10 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 1 432 17 1
"1207" "exp1" 12 11 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 1 439 0 0
"1207" "exp1" 12 12 "graphed-probability" "pro-out" 70 30 23 74 70 30 25 75 1 428 23 1
"1207" "exp1" 12 13 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 397 20 1
"1207" "exp1" 12 14 "graphed-probability" "pro-prob" 70 30 36 66 70 30 35 65 1 743 36 1
"1207" "exp1" 12 15 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 2 1698 57 1
"1207" "exp1" 12 16 "graphed-probability" "pro-out" 70 30 25 74 70 30 25 75 1 526 25 1
"1207" "exp1" 12 17 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 461 77 1
"1207" "exp1" 12 18 "graphed-probability" "pro-out" 70 30 27 77 70 30 25 75 1 408 27 1
"1207" "exp1" 12 19 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 377 46 1
"1207" "exp1" 12 20 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 402 75 1
"1207" "exp1" 12 21 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 453 65 1
"1207" "exp1" 12 22 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 432 20 1
"1207" "exp1" 12 23 "graphed-probability" "pro-out" 60 40 35 66 60 40 35 65 1 397 0 0
"1207" "exp1" 12 24 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1333 0 0
"1207" "exp1" 12 25 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 649 44 1
"1207" "exp1" 12 26 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 1 855 14 1
"1207" "exp1" 12 27 "graphed-probability" "congruent" 70 30 63 37 70 30 65 35 1 1178 63 1
"1207" "exp1" 12 28 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 1 537 17 1
"1207" "exp1" 12 29 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 432 74 1
"1207" "exp1" 12 30 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 1 383 76 1
"1207" "exp1" 12 31 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 1 511 0 0
"1207" "exp1" 12 32 "graphed-probability" "pro-out" 60 40 34 66 60 40 35 65 2 610 0 0
"1207" "exp1" 12 33 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 771 60 1
"1207" "exp1" 12 34 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 2 1773 0 0
"1207" "exp1" 12 35 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 677 30 1
"1207" "exp1" 12 36 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 717 30 1
"1207" "exp1" 12 37 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 494 73 1
"1207" "exp1" 12 38 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 398 63 1
"1207" "exp1" 12 39 "graphed-probability" "congruent" 80 20 76 24 80 20 75 25 1 470 76 1
"1207" "exp1" 12 40 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 472 45 1
"1207" "exp1" 12 41 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 2 1772 0 0
"1207" "exp1" 12 42 "graphed-probability" "congruent" 70 30 75 27 70 30 75 25 1 1088 75 1
"1207" "exp1" 12 43 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 737 45 1
"1207" "exp1" 12 44 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 1 3056 43 1
"1207" "exp1" 12 45 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 1 1152 35 1
"1207" "exp1" 12 46 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 1 530 17 1
"1207" "exp1" 12 47 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 1 821 27 1
"1207" "exp1" 12 48 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 506 33 1
"1207" "exp1" 12 49 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 464 40 1
"1207" "exp1" 12 50 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 1 781 67 1
"1207" "exp1" 12 51 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 1 435 0 0
"1207" "exp1" 12 52 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 1525 64 1
"1207" "exp1" 12 53 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 557 0 0
"1207" "exp1" 12 54 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 608 20 1
"1207" "exp1" 12 55 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 2 1708 0 0
"1207" "exp1" 12 56 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 745 0 0
"1207" "exp1" 12 57 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 444 30 1
"1207" "exp1" 12 58 "graphed-probability" "pro-out" 60 40 13 83 60 40 15 85 1 536 13 1
"1207" "exp1" 12 59 "graphed-probability" "pro-prob" 80 20 27 74 80 20 25 75 1 484 27 1
"1207" "exp1" 12 60 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 482 66 1
"1207" "exp1" 13 1 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 547 30 1
"1207" "exp1" 13 2 "graphed-probability" "pro-prob" 80 20 44 56 80 20 45 55 1 434 44 1
"1207" "exp1" 13 3 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 1 411 77 1
"1207" "exp1" 13 4 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 1 413 17 1
"1207" "exp1" 13 5 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 393 20 1
"1207" "exp1" 13 6 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1139 0 0
"1207" "exp1" 13 7 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 2 2628 63 1
"1207" "exp1" 13 8 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 2 771 0 0
"1207" "exp1" 13 9 "graphed-probability" "congruent" 60 40 64 33 60 40 65 35 1 432 64 1
"1207" "exp1" 13 10 "graphed-probability" "congruent" 80 20 77 24 80 20 75 25 1 501 77 1
"1207" "exp1" 13 11 "graphed-probability" "pro-prob" 70 30 37 63 70 30 35 65 1 487 37 1
"1207" "exp1" 13 12 "graphed-probability" "pro-prob" 70 30 36 63 70 30 35 65 1 466 36 1
"1207" "exp1" 13 13 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 1 435 0 0
"1207" "exp1" 13 14 "graphed-probability" "pro-out" 80 20 13 84 80 20 15 85 1 469 13 1
"1207" "exp1" 13 15 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 2 631 63 1
"1207" "exp1" 13 16 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 379 0 0
"1207" "exp1" 13 17 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1300 30 1
"1207" "exp1" 13 18 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 436 20 1
"1207" "exp1" 13 19 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 505 75 1
"1207" "exp1" 13 20 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 1 447 25 1
"1207" "exp1" 13 21 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 497 64 1
"1207" "exp1" 13 22 "graphed-probability" "congruent" 70 30 66 37 70 30 65 35 1 470 66 1
"1207" "exp1" 13 23 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 1 389 27 1
"1207" "exp1" 13 24 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 1 480 16 1
"1207" "exp1" 13 25 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 485 40 1
"1207" "exp1" 13 26 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 711 0 0
"1207" "exp1" 13 27 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 1 590 23 1
"1207" "exp1" 13 28 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 1716 0 0
"1207" "exp1" 13 29 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 1081 66 1
"1207" "exp1" 13 30 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 1 1318 44 1
"1207" "exp1" 13 31 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 1 589 0 0
"1207" "exp1" 13 32 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 521 75 1
"1207" "exp1" 13 33 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 621 47 1
"1207" "exp1" 13 34 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 611 64 1
"1207" "exp1" 13 35 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 954 20 1
"1207" "exp1" 13 36 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 2 1917 84 1
"1207" "exp1" 13 37 "graphed-probability" "pro-out" 60 40 37 65 60 40 35 65 2 1112 0 0
"1207" "exp1" 13 38 "graphed-probability" "pro-prob" 80 20 43 56 80 20 45 55 1 587 0 0
"1207" "exp1" 13 39 "graphed-probability" "pro-prob" 80 20 43 56 80 20 45 55 1 468 43 1
"1207" "exp1" 13 40 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 454 75 1
"1207" "exp1" 13 41 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 1 2008 0 0
"1207" "exp1" 13 42 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 926 20 1
"1207" "exp1" 13 43 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 1 491 0 0
"1207" "exp1" 13 44 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 1 416 33 1
"1207" "exp1" 13 45 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 699 67 1
"1207" "exp1" 13 46 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 2 1933 0 0
"1207" "exp1" 13 47 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 1 2161 0 0
"1207" "exp1" 13 48 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 672 40 1
"1207" "exp1" 13 49 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 1220 0 0
"1207" "exp1" 13 50 "graphed-probability" "congruent" 60 40 65 35 60 40 65 35 1 1031 0 0
"1207" "exp1" 13 51 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 494 66 1
"1207" "exp1" 13 52 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 488 0 0
"1207" "exp1" 13 53 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 1 516 16 1
"1207" "exp1" 13 54 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 1 589 24 1
"1207" "exp1" 13 55 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 590 0 0
"1207" "exp1" 13 56 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 472 73 1
"1207" "exp1" 13 57 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 2359 0 0
"1207" "exp1" 13 58 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 1 509 17 1
"1207" "exp1" 13 59 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 1 517 0 0
"1207" "exp1" 13 60 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 1 1325 17 1
"1207" "exp1" 14 1 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 474 75 1
"1207" "exp1" 14 2 "graphed-probability" "congruent" 80 20 75 25 80 20 75 25 1 502 0 0
"1207" "exp1" 14 3 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 1 573 46 1
"1207" "exp1" 14 4 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 1 463 24 1
"1207" "exp1" 14 5 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 1 419 0 0
"1207" "exp1" 14 6 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 509 46 1
"1207" "exp1" 14 7 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 335 0 0
"1207" "exp1" 14 8 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 433 30 1
"1207" "exp1" 14 9 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 393 73 1
"1207" "exp1" 14 10 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 1 553 16 1
"1207" "exp1" 14 11 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1291 40 1
"1207" "exp1" 14 12 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 1 1947 0 0
"1207" "exp1" 14 13 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 1 661 65 1
"1207" "exp1" 14 14 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 1 438 0 0
"1207" "exp1" 14 15 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 1 584 17 1
"1207" "exp1" 14 16 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 491 45 1
"1207" "exp1" 14 17 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 421 67 1
"1207" "exp1" 14 18 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 790 0 0
"1207" "exp1" 14 19 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 1 577 26 1
"1207" "exp1" 14 20 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 544 0 0
"1207" "exp1" 14 21 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 558 75 1
"1207" "exp1" 14 22 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 490 30 1
"1207" "exp1" 14 23 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 505 65 1
"1207" "exp1" 14 24 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 420 40 1
"1207" "exp1" 14 25 "graphed-probability" "pro-prob" 70 30 36 63 70 30 35 65 1 569 0 0
"1207" "exp1" 14 26 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 2 1326 0 0
"1207" "exp1" 14 27 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 521 13 1
"1207" "exp1" 14 28 "graphed-probability" "pro-out" 60 40 13 83 60 40 15 85 1 449 13 1
"1207" "exp1" 14 29 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 1 523 25 1
"1207" "exp1" 14 30 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 610 0 0
"1207" "exp1" 14 31 "graphed-probability" "pro-prob" 60 40 45 54 60 40 45 55 2 1695 0 0
"1207" "exp1" 14 32 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 532 65 1
"1207" "exp1" 14 33 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 467 30 1
"1207" "exp1" 14 34 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 1 810 27 1
"1207" "exp1" 14 35 "graphed-probability" "congruent" 70 30 63 37 70 30 65 35 1 662 63 1
"1207" "exp1" 14 36 "graphed-probability" "pro-out" 60 40 15 86 60 40 15 85 2 1296 86 1
"1207" "exp1" 14 37 "graphed-probability" "congruent" 70 30 63 37 70 30 65 35 1 622 63 1
"1207" "exp1" 14 38 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 699 60 1
"1207" "exp1" 14 39 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 744 66 1
"1207" "exp1" 14 40 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 2 742 85 1
"1207" "exp1" 14 41 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 911 20 1
"1207" "exp1" 14 42 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 1 607 26 1
"1207" "exp1" 14 43 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 994 36 1
"1207" "exp1" 14 44 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1081 0 0
"1207" "exp1" 14 45 "graphed-probability" "pro-prob" 80 20 25 74 80 20 25 75 1 873 0 0
"1207" "exp1" 14 46 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 1 525 77 1
"1207" "exp1" 14 47 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 1 495 76 1
"1207" "exp1" 14 48 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 732 20 1
"1207" "exp1" 14 49 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 538 47 1
"1207" "exp1" 14 50 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 975 63 1
"1207" "exp1" 14 51 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 1 1431 36 1
"1207" "exp1" 14 52 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 547 74 1
"1207" "exp1" 14 53 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 1 591 0 0
"1207" "exp1" 14 54 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 869 20 1
"1207" "exp1" 14 55 "graphed-probability" "pro-prob" 70 30 36 63 70 30 35 65 1 697 0 0
"1207" "exp1" 14 56 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 1 503 0 0
"1207" "exp1" 14 57 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 840 75 1
"1207" "exp1" 14 58 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 1 516 43 1
"1207" "exp1" 14 59 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 2 506 0 0
"1207" "exp1" 14 60 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 609 20 1
"1207" "exp1" 15 1 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 1 511 27 1
"1207" "exp1" 15 2 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 485 47 1
"1207" "exp1" 15 3 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 492 76 1
"1207" "exp1" 15 4 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 467 0 0
"1207" "exp1" 15 5 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 1 392 45 1
"1207" "exp1" 15 6 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1123 40 1
"1207" "exp1" 15 7 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 627 20 1
"1207" "exp1" 15 8 "graphed-probability" "pro-prob" 60 40 44 54 60 40 45 55 1 416 44 1
"1207" "exp1" 15 9 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 416 40 1
"1207" "exp1" 15 10 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 1 394 0 0
"1207" "exp1" 15 11 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 1 506 15 1
"1207" "exp1" 15 12 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 483 0 0
"1207" "exp1" 15 13 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 530 0 0
"1207" "exp1" 15 14 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 485 30 1
"1207" "exp1" 15 15 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 1091 65 1
"1207" "exp1" 15 16 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 458 47 1
"1207" "exp1" 15 17 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 460 0 0
"1207" "exp1" 15 18 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 515 0 0
"1207" "exp1" 15 19 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 1 472 13 1
"1207" "exp1" 15 20 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 446 75 1
"1207" "exp1" 15 21 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 463 0 0
"1207" "exp1" 15 22 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 495 65 1
"1207" "exp1" 15 23 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 1 465 14 1
"1207" "exp1" 15 24 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 1 403 17 1
"1207" "exp1" 15 25 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 1 1351 46 1
"1207" "exp1" 15 26 "graphed-probability" "pro-out" 80 20 13 84 80 20 15 85 1 507 13 1
"1207" "exp1" 15 27 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 1 485 23 1
"1207" "exp1" 15 28 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 551 36 1
"1207" "exp1" 15 29 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 1 1290 34 1
"1207" "exp1" 15 30 "graphed-probability" "pro-out" 60 40 37 67 60 40 35 65 2 1776 67 1
"1207" "exp1" 15 31 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 1 498 24 1
"1207" "exp1" 15 32 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 480 0 0
"1207" "exp1" 15 33 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 584 23 1
"1207" "exp1" 15 34 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 559 0 0
"1207" "exp1" 15 35 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 1 742 0 0
"1207" "exp1" 15 36 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 510 0 0
"1207" "exp1" 15 37 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 768 0 0
"1207" "exp1" 15 38 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 529 30 1
"1207" "exp1" 15 39 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 1 830 0 0
"1207" "exp1" 15 40 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 623 30 1
"1207" "exp1" 15 41 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 1 639 0 0
"1207" "exp1" 15 42 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 2 2708 0 0
"1207" "exp1" 15 43 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 2 1890 0 0
"1207" "exp1" 15 44 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 921 60 1
"1207" "exp1" 15 45 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 1 724 24 1
"1207" "exp1" 15 46 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 642 0 0
"1207" "exp1" 15 47 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 1 3203 46 1
"1207" "exp1" 15 48 "graphed-probability" "pro-prob" 80 20 43 54 80 20 45 55 1 598 0 0
"1207" "exp1" 15 49 "graphed-probability" "pro-prob" 70 30 37 63 70 30 35 65 1 637 0 0
"1207" "exp1" 15 50 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 2 952 0 0
"1207" "exp1" 15 51 "graphed-probability" "congruent" 60 40 64 33 60 40 65 35 1 818 64 1
"1207" "exp1" 15 52 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 502 75 1
"1207" "exp1" 15 53 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 463 65 1
"1207" "exp1" 15 54 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 482 30 1
"1207" "exp1" 15 55 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 2 546 0 0
"1207" "exp1" 15 56 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 807 34 1
"1207" "exp1" 15 57 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 1 487 0 0
"1207" "exp1" 15 58 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 518 74 1
"1207" "exp1" 15 59 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 1 448 26 1
"1207" "exp1" 15 60 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 483 20 1
"1207" "exp1" 16 1 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 447 64 1
"1207" "exp1" 16 2 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 379 0 0
"1207" "exp1" 16 3 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 1 986 46 1
"1207" "exp1" 16 4 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 501 0 0
"1207" "exp1" 16 5 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 515 30 1
"1207" "exp1" 16 6 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 730 20 1
"1207" "exp1" 16 7 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 550 0 0
"1207" "exp1" 16 8 "graphed-probability" "pro-out" 70 30 25 74 70 30 25 75 1 472 25 1
"1207" "exp1" 16 9 "graphed-probability" "pro-prob" 60 40 47 55 60 40 45 55 1 439 47 1
"1207" "exp1" 16 10 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 544 77 1
"1207" "exp1" 16 11 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 449 47 1
"1207" "exp1" 16 12 "graphed-probability" "pro-out" 60 40 36 64 60 40 35 65 1 508 0 0
"1207" "exp1" 16 13 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 438 67 1
"1207" "exp1" 16 14 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 1 487 16 1
"1207" "exp1" 16 15 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 1 736 35 1
"1207" "exp1" 16 16 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 1 449 14 1
"1207" "exp1" 16 17 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 816 0 0
"1207" "exp1" 16 18 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 452 20 1
"1207" "exp1" 16 19 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 419 20 1
"1207" "exp1" 16 20 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 402 24 1
"1207" "exp1" 16 21 "graphed-probability" "pro-out" 60 40 36 64 60 40 35 65 1 551 36 1
"1207" "exp1" 16 22 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 2 445 0 0
"1207" "exp1" 16 23 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 1 794 35 1
"1207" "exp1" 16 24 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 1 572 34 1
"1207" "exp1" 16 25 "graphed-probability" "congruent" 80 20 73 27 80 20 75 25 1 370 0 0
"1207" "exp1" 16 26 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 1 441 15 1
"1207" "exp1" 16 27 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 454 0 0
"1207" "exp1" 16 28 "graphed-probability" "pro-prob" 80 20 25 74 80 20 25 75 1 443 25 1
"1207" "exp1" 16 29 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 440 74 1
"1207" "exp1" 16 30 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 1 433 33 1
"1207" "exp1" 16 31 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 1 457 14 1
"1207" "exp1" 16 32 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 461 30 1
"1207" "exp1" 16 33 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 594 76 1
"1207" "exp1" 16 34 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 777 0 0
"1207" "exp1" 16 35 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 531 45 1
"1207" "exp1" 16 36 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 434 0 0
"1207" "exp1" 16 37 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 1 519 0 0
"1207" "exp1" 16 38 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 505 75 1
"1207" "exp1" 16 39 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 2 903 0 0
"1207" "exp1" 16 40 "graphed-probability" "congruent" 70 30 64 35 70 30 65 35 1 526 0 0
"1207" "exp1" 16 41 "graphed-probability" "pro-out" 80 20 15 84 80 20 15 85 1 365 0 0
"1207" "exp1" 16 42 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 2 1519 84 1
"1207" "exp1" 16 43 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 1 518 0 0
"1207" "exp1" 16 44 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 1 551 76 1
"1207" "exp1" 16 45 "graphed-probability" "pro-prob" 80 20 44 55 80 20 45 55 1 656 0 0
"1207" "exp1" 16 46 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 1 546 24 1
"1207" "exp1" 16 47 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 2 612 0 0
"1207" "exp1" 16 48 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 1 696 25 1
"1207" "exp1" 16 49 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 1 1235 37 1
"1207" "exp1" 16 50 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 545 67 1
"1207" "exp1" 16 51 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 1 514 76 1
"1207" "exp1" 16 52 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 1 460 44 1
"1207" "exp1" 16 53 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 1 703 0 0
"1207" "exp1" 16 54 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 445 47 1
"1207" "exp1" 16 55 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 407 0 0
"1207" "exp1" 16 56 "graphed-probability" "congruent" 60 40 64 34 60 40 65 35 1 470 0 0
"1207" "exp1" 16 57 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 503 40 1
"1207" "exp1" 16 58 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 1 558 0 0
"1207" "exp1" 16 59 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 1 513 0 0
"1207" "exp1" 16 60 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 533 20 1
"1207" "exp1" 17 1 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 511 0 0
"1207" "exp1" 17 2 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 2 1060 0 0
"1207" "exp1" 17 3 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 531 67 1
"1207" "exp1" 17 4 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 466 74 1
"1207" "exp1" 17 5 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 464 0 0
"1207" "exp1" 17 6 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 2 677 0 0
"1207" "exp1" 17 7 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 1 837 0 0
"1207" "exp1" 17 8 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 517 30 1
"1207" "exp1" 17 9 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 2506 0 0
"1207" "exp1" 17 10 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 1 1209 76 1
"1207" "exp1" 17 11 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 1 537 0 0
"1207" "exp1" 17 12 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 2 2493 0 0
"1207" "exp1" 17 13 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 1 844 27 1
"1207" "exp1" 17 14 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 486 20 1
"1207" "exp1" 17 15 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 791 30 1
"1207" "exp1" 17 16 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 579 0 0
"1207" "exp1" 17 17 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 1 450 0 0
"1207" "exp1" 17 18 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 447 0 0
"1207" "exp1" 17 19 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 694 30 1
"1207" "exp1" 17 20 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 604 0 0
"1207" "exp1" 17 21 "graphed-probability" "congruent" 60 40 67 33 60 40 65 35 1 701 67 1
"1207" "exp1" 17 22 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 576 35 1
"1207" "exp1" 17 23 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 559 35 1
"1207" "exp1" 17 24 "graphed-probability" "pro-prob" 80 20 25 76 80 20 25 75 1 491 25 1
"1207" "exp1" 17 25 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 602 0 0
"1207" "exp1" 17 26 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 516 65 1
"1207" "exp1" 17 27 "graphed-probability" "pro-out" 80 20 15 84 80 20 15 85 1 499 15 1
"1207" "exp1" 17 28 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 1 525 23 1
"1207" "exp1" 17 29 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1423 60 1
"1207" "exp1" 17 30 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 1 890 0 0
"1207" "exp1" 17 31 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 1 588 0 0
"1207" "exp1" 17 32 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 2 1404 66 1
"1207" "exp1" 17 33 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 603 20 1
"1207" "exp1" 17 34 "graphed-probability" "congruent" 60 40 64 33 60 40 65 35 1 794 0 0
"1207" "exp1" 17 35 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 2 634 0 0
"1207" "exp1" 17 36 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 386 46 1
"1207" "exp1" 17 37 "graphed-probability" "pro-out" 60 40 15 87 60 40 15 85 1 435 0 0
"1207" "exp1" 17 38 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 616 67 1
"1207" "exp1" 17 39 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 1 451 14 1
"1207" "exp1" 17 40 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 618 45 1
"1207" "exp1" 17 41 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 1 542 27 1
"1207" "exp1" 17 42 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 467 20 1
"1207" "exp1" 17 43 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 714 74 1
"1207" "exp1" 17 44 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 529 73 1
"1207" "exp1" 17 45 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 470 45 1
"1207" "exp1" 17 46 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 2 750 85 1
"1207" "exp1" 17 47 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 743 77 1
"1207" "exp1" 17 48 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 1 580 15 1
"1207" "exp1" 17 49 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 1 480 0 0
"1207" "exp1" 17 50 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 618 25 1
"1207" "exp1" 17 51 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 928 20 1
"1207" "exp1" 17 52 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 573 0 0
"1207" "exp1" 17 53 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 1 515 24 1
"1207" "exp1" 17 54 "graphed-probability" "pro-prob" 60 40 45 54 60 40 45 55 1 420 45 1
"1207" "exp1" 17 55 "graphed-probability" "congruent" 80 20 74 26 80 20 75 25 1 521 74 1
"1207" "exp1" 17 56 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 548 33 1
"1207" "exp1" 17 57 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 501 47 1
"1207" "exp1" 17 58 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 449 0 0
"1207" "exp1" 17 59 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 2 630 0 0
"1207" "exp1" 17 60 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 1 1047 24 1
"1207" "exp1" 18 1 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 516 74 1
"1207" "exp1" 18 2 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 488 30 1
"1207" "exp1" 18 3 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 1 441 43 1
"1207" "exp1" 18 4 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 409 40 1
"1207" "exp1" 18 5 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 1 485 15 1
"1207" "exp1" 18 6 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 1 756 0 0
"1207" "exp1" 18 7 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 554 77 1
"1207" "exp1" 18 8 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 490 45 1
"1207" "exp1" 18 9 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 2 569 0 0
"1207" "exp1" 18 10 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 705 76 1
"1207" "exp1" 18 11 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 1 625 46 1
"1207" "exp1" 18 12 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1053 0 0
"1207" "exp1" 18 13 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 634 65 1
"1207" "exp1" 18 14 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 758 0 0
"1207" "exp1" 18 15 "graphed-probability" "pro-prob" 70 30 36 66 70 30 35 65 1 969 36 1
"1207" "exp1" 18 16 "graphed-probability" "congruent" 80 20 77 24 80 20 75 25 1 582 77 1
"1207" "exp1" 18 17 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 1 656 0 0
"1207" "exp1" 18 18 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 462 73 1
"1207" "exp1" 18 19 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 641 0 0
"1207" "exp1" 18 20 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 616 45 1
"1207" "exp1" 18 21 "graphed-probability" "congruent" 70 30 77 26 70 30 75 25 1 492 77 1
"1207" "exp1" 18 22 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 1 600 25 1
"1207" "exp1" 18 23 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 399 0 0
"1207" "exp1" 18 24 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 1 492 13 1
"1207" "exp1" 18 25 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 1 422 15 1
"1207" "exp1" 18 26 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 458 0 0
"1207" "exp1" 18 27 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 640 0 0
"1207" "exp1" 18 28 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 1 531 24 1
"1207" "exp1" 18 29 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 1 485 36 1
"1207" "exp1" 18 30 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 1 445 16 1
"1207" "exp1" 18 31 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 513 0 0
"1207" "exp1" 18 32 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 666 20 1
"1207" "exp1" 18 33 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 1 419 37 1
"1207" "exp1" 18 34 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 1 610 27 1
"1207" "exp1" 18 35 "graphed-probability" "pro-prob" 70 30 34 66 70 30 35 65 1 470 34 1
"1207" "exp1" 18 36 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 519 64 1
"1207" "exp1" 18 37 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 507 0 0
"1207" "exp1" 18 38 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 2 877 0 0
"1207" "exp1" 18 39 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 1 557 27 1
"1207" "exp1" 18 40 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 475 35 1
"1207" "exp1" 18 41 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 1 550 35 1
"1207" "exp1" 18 42 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 448 66 1
"1207" "exp1" 18 43 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 710 60 1
"1207" "exp1" 18 44 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 610 73 1
"1207" "exp1" 18 45 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 653 40 1
"1207" "exp1" 18 46 "graphed-probability" "pro-out" 60 40 15 87 60 40 15 85 1 599 15 1
"1207" "exp1" 18 47 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 1 1211 0 0
"1207" "exp1" 18 48 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 554 47 1
"1207" "exp1" 18 49 "graphed-probability" "congruent" 60 40 65 36 60 40 65 35 1 542 65 1
"1207" "exp1" 18 50 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 516 30 1
"1207" "exp1" 18 51 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 1 467 34 1
"1207" "exp1" 18 52 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 1 610 14 1
"1207" "exp1" 18 53 "graphed-probability" "pro-out" 70 30 25 77 70 30 25 75 1 536 25 1
"1207" "exp1" 18 54 "graphed-probability" "congruent" 70 30 66 34 70 30 65 35 1 981 66 1
"1207" "exp1" 18 55 "graphed-probability" "pro-prob" 60 40 47 55 60 40 45 55 1 408 47 1
"1207" "exp1" 18 56 "graphed-probability" "pro-out" 70 30 23 77 70 30 25 75 1 517 23 1
"1207" "exp1" 18 57 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 1 419 0 0
"1207" "exp1" 18 58 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 468 20 1
"1207" "exp1" 18 59 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 532 40 1
"1207" "exp1" 18 60 "graphed-probability" "pro-prob" 60 40 47 53 60 40 45 55 1 1001 0 0
"1207" "exp1" 19 1 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 511 37 1
"1207" "exp1" 19 2 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 1 489 16 1
"1207" "exp1" 19 3 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 1 526 0 0
"1207" "exp1" 19 4 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 1 499 0 0
"1207" "exp1" 19 5 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 1 386 0 0
"1207" "exp1" 19 6 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 1 599 27 1
"1207" "exp1" 19 7 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 513 74 1
"1207" "exp1" 19 8 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 480 73 1
"1207" "exp1" 19 9 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 1 440 24 1
"1207" "exp1" 19 10 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 495 0 0
"1207" "exp1" 19 11 "graphed-probability" "pro-prob" 80 20 43 56 80 20 45 55 1 374 43 1
"1207" "exp1" 19 12 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 428 63 1
"1207" "exp1" 19 13 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 575 63 1
"1207" "exp1" 19 14 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 595 20 1
"1207" "exp1" 19 15 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 468 67 1
"1207" "exp1" 19 16 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 488 35 1
"1207" "exp1" 19 17 "graphed-probability" "congruent" 70 30 66 37 70 30 65 35 1 481 0 0
"1207" "exp1" 19 18 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 2 377 86 1
"1207" "exp1" 19 19 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 532 0 0
"1207" "exp1" 19 20 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 1 554 0 0
"1207" "exp1" 19 21 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 468 30 1
"1207" "exp1" 19 22 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 617 0 0
"1207" "exp1" 19 23 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 424 0 0
"1207" "exp1" 19 24 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 2 1333 56 1
"1207" "exp1" 19 25 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 811 0 0
"1207" "exp1" 19 26 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 501 20 1
"1207" "exp1" 19 27 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 1 591 16 1
"1207" "exp1" 19 28 "graphed-probability" "congruent" 80 20 76 25 80 20 75 25 1 540 0 0
"1207" "exp1" 19 29 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 485 77 1
"1207" "exp1" 19 30 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 475 20 1
"1207" "exp1" 19 31 "graphed-probability" "congruent" 80 20 76 24 80 20 75 25 1 433 76 1
"1207" "exp1" 19 32 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 806 74 1
"1207" "exp1" 19 33 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 343 60 1
"1207" "exp1" 19 34 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 492 0 0
"1207" "exp1" 19 35 "graphed-probability" "pro-out" 70 30 26 77 70 30 25 75 1 552 26 1
"1207" "exp1" 19 36 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 864 65 1
"1207" "exp1" 19 37 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 448 23 1
"1207" "exp1" 19 38 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 1 532 13 1
"1207" "exp1" 19 39 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 457 74 1
"1207" "exp1" 19 40 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 720 0 0
"1207" "exp1" 19 41 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 486 24 1
"1207" "exp1" 19 42 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 1 1536 44 1
"1207" "exp1" 19 43 "graphed-probability" "pro-prob" 60 40 47 55 60 40 45 55 1 1210 0 0
"1207" "exp1" 19 44 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 586 30 1
"1207" "exp1" 19 45 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 651 24 1
"1207" "exp1" 19 46 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1277 0 0
"1207" "exp1" 19 47 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 630 20 1
"1207" "exp1" 19 48 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 551 0 0
"1207" "exp1" 19 49 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 496 44 1
"1207" "exp1" 19 50 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 1 438 0 0
"1207" "exp1" 19 51 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 1 1387 0 0
"1207" "exp1" 19 52 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 1 843 26 1
"1207" "exp1" 19 53 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 1 2672 27 1
"1207" "exp1" 19 54 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 2 3061 0 0
"1207" "exp1" 19 55 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 1255 67 1
"1207" "exp1" 19 56 "graphed-probability" "pro-out" 60 40 36 64 60 40 35 65 2 3197 0 0
"1207" "exp1" 19 57 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 727 0 0
"1207" "exp1" 19 58 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 986 0 0
"1207" "exp1" 19 59 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 945 65 1
"1207" "exp1" 19 60 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 1 1054 0 0
"1207" "exp1" 20 1 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 1 483 33 1
"1207" "exp1" 20 2 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 1 511 76 1
"1207" "exp1" 20 3 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 491 74 1
"1207" "exp1" 20 4 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 2 517 0 0
"1207" "exp1" 20 5 "graphed-probability" "pro-out" 70 30 27 77 70 30 25 75 1 2445 27 1
"1207" "exp1" 20 6 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 1742 75 1
"1207" "exp1" 20 7 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 451 30 1
"1207" "exp1" 20 8 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 1 626 46 1
"1207" "exp1" 20 9 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 556 73 1
"1207" "exp1" 20 10 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 595 25 1
"1207" "exp1" 20 11 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 1 462 46 1
"1207" "exp1" 20 12 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 1 523 16 1
"1207" "exp1" 20 13 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 2 431 85 1
"1207" "exp1" 20 14 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 2 2705 85 1
"1207" "exp1" 20 15 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 594 0 0
"1207" "exp1" 20 16 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 721 33 1
"1207" "exp1" 20 17 "graphed-probability" "pro-out" 70 30 23 74 70 30 25 75 1 495 0 0
"1207" "exp1" 20 18 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 1 711 13 1
"1207" "exp1" 20 19 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 1088 0 0
"1207" "exp1" 20 20 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 1 1676 37 1
"1207" "exp1" 20 21 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 653 0 0
"1207" "exp1" 20 22 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 630 20 1
"1207" "exp1" 20 23 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 426 0 0
"1207" "exp1" 20 24 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 615 76 1
"1207" "exp1" 20 25 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 1 705 43 1
"1207" "exp1" 20 26 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 690 0 0
"1207" "exp1" 20 27 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 806 0 0
"1207" "exp1" 20 28 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 523 20 1
"1207" "exp1" 20 29 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 453 30 1
"1207" "exp1" 20 30 "graphed-probability" "pro-out" 70 30 26 75 70 30 25 75 1 484 26 1
"1207" "exp1" 20 31 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 915 0 0
"1207" "exp1" 20 32 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 532 63 1
"1207" "exp1" 20 33 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 1 726 34 1
"1207" "exp1" 20 34 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 1 496 24 1
"1207" "exp1" 20 35 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 1 494 44 1
"1207" "exp1" 20 36 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 1 452 0 0
"1207" "exp1" 20 37 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 1 453 17 1
"1207" "exp1" 20 38 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 650 20 1
"1207" "exp1" 20 39 "graphed-probability" "pro-out" 80 20 15 84 80 20 15 85 1 626 15 1
"1207" "exp1" 20 40 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 600 67 1
"1207" "exp1" 20 41 "graphed-probability" "pro-prob" 80 20 27 74 80 20 25 75 1 1419 27 1
"1207" "exp1" 20 42 "graphed-probability" "pro-out" 80 20 15 83 80 20 15 85 1 610 15 1
"1207" "exp1" 20 43 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 1 540 0 0
"1207" "exp1" 20 44 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 442 0 0
"1207" "exp1" 20 45 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 1 2558 25 1
"1207" "exp1" 20 46 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 1 540 26 1
"1207" "exp1" 20 47 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 532 30 1
"1207" "exp1" 20 48 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 603 0 0
"1207" "exp1" 20 49 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 1625 46 1
"1207" "exp1" 20 50 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 3475 0 0
"1207" "exp1" 20 51 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 2 1094 0 0
"1207" "exp1" 20 52 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 728 45 1
"1207" "exp1" 20 53 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 3172 20 1
"1207" "exp1" 20 54 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 461 0 0
"1207" "exp1" 20 55 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 1 507 16 1
"1207" "exp1" 20 56 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 697 75 1
"1207" "exp1" 20 57 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 461 30 1
"1207" "exp1" 20 58 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 1 1280 0 0
"1207" "exp1" 20 59 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 1 577 33 1
"1207" "exp1" 20 60 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 1096 74 1
"1208" "exp1" 1 1 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 596 77 1
"1208" "exp1" 1 2 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 482 0 0
"1208" "exp1" 1 3 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 1 1392 35 1
"1208" "exp1" 1 4 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 1 629 0 0
"1208" "exp1" 1 5 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 840 75 1
"1208" "exp1" 1 6 "graphed-probability" "pro-out" 60 40 36 63 60 40 35 65 1 687 36 1
"1208" "exp1" 1 7 "graphed-probability" "congruent" 70 30 77 26 70 30 75 25 1 552 77 1
"1208" "exp1" 1 8 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 505 47 1
"1208" "exp1" 1 9 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 964 60 1
"1208" "exp1" 1 10 "graphed-probability" "congruent" 70 30 63 37 70 30 65 35 1 579 0 0
"1208" "exp1" 1 11 "graphed-probability" "pro-out" 60 40 35 66 60 40 35 65 1 537 0 0
"1208" "exp1" 1 12 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 744 30 1
"1208" "exp1" 1 13 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 964 67 1
"1208" "exp1" 1 14 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 1 3167 0 0
"1208" "exp1" 1 15 "graphed-probability" "pro-out" 60 40 15 87 60 40 15 85 1 1190 15 1
"1208" "exp1" 1 16 "graphed-probability" "pro-out" 70 30 26 77 70 30 25 75 1 538 26 1
"1208" "exp1" 1 17 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 1 844 45 1
"1208" "exp1" 1 18 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 874 20 1
"1208" "exp1" 1 19 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 762 66 1
"1208" "exp1" 1 20 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 654 0 0
"1208" "exp1" 1 21 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 600 20 1
"1208" "exp1" 1 22 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 1243 73 1
"1208" "exp1" 1 23 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1352 40 1
"1208" "exp1" 1 24 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 1 589 16 1
"1208" "exp1" 1 25 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 518 20 1
"1208" "exp1" 1 26 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 1 694 0 0
"1208" "exp1" 1 27 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 703 76 1
"1208" "exp1" 1 28 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 1 556 27 1
"1208" "exp1" 1 29 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 569 74 1
"1208" "exp1" 1 30 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 1 898 77 1
"1208" "exp1" 1 31 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 1 1179 0 0
"1208" "exp1" 1 32 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 1 1014 16 1
"1208" "exp1" 1 33 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1265 30 1
"1208" "exp1" 1 34 "graphed-probability" "pro-prob" 80 20 23 75 80 20 25 75 1 1305 23 1
"1208" "exp1" 1 35 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 1 1519 16 1
"1208" "exp1" 1 36 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 1 1164 24 1
"1208" "exp1" 1 37 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 2070 40 1
"1208" "exp1" 1 38 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 790 35 1
"1208" "exp1" 1 39 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 1 513 26 1
"1208" "exp1" 1 40 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 1 606 46 1
"1208" "exp1" 1 41 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 482 36 1
"1208" "exp1" 1 42 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 601 30 1
"1208" "exp1" 1 43 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 762 0 0
"1208" "exp1" 1 44 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 2 1250 86 1
"1208" "exp1" 1 45 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 1 617 23 1
"1208" "exp1" 1 46 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 727 33 1
"1208" "exp1" 1 47 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 482 24 1
"1208" "exp1" 1 48 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1563 40 1
"1208" "exp1" 1 49 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 2 972 86 1
"1208" "exp1" 1 50 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 900 13 1
"1208" "exp1" 1 51 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 1 807 26 1
"1208" "exp1" 1 52 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 848 0 0
"1208" "exp1" 1 53 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 1 2982 46 1
"1208" "exp1" 1 54 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 520 0 0
"1208" "exp1" 1 55 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 748 30 1
"1208" "exp1" 1 56 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 1 2434 0 0
"1208" "exp1" 1 57 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 778 0 0
"1208" "exp1" 1 58 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 616 46 1
"1208" "exp1" 1 59 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 827 0 0
"1208" "exp1" 1 60 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 1551 64 1
"1208" "exp1" 2 1 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 1 1216 46 1
"1208" "exp1" 2 2 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 1 502 17 1
"1208" "exp1" 2 3 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 536 47 1
"1208" "exp1" 2 4 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 2 1732 57 1
"1208" "exp1" 2 5 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 2 1573 86 1
"1208" "exp1" 2 6 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1674 40 1
"1208" "exp1" 2 7 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 503 67 1
"1208" "exp1" 2 8 "graphed-probability" "congruent" 60 40 67 33 60 40 65 35 1 1090 67 1
"1208" "exp1" 2 9 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 587 74 1
"1208" "exp1" 2 10 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 556 30 1
"1208" "exp1" 2 11 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 555 24 1
"1208" "exp1" 2 12 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 1 510 26 1
"1208" "exp1" 2 13 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 1 966 24 1
"1208" "exp1" 2 14 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 566 0 0
"1208" "exp1" 2 15 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 1 538 0 0
"1208" "exp1" 2 16 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 1 480 46 1
"1208" "exp1" 2 17 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 2 991 0 0
"1208" "exp1" 2 18 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 710 20 1
"1208" "exp1" 2 19 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 1 1879 13 1
"1208" "exp1" 2 20 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 691 40 1
"1208" "exp1" 2 21 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 924 67 1
"1208" "exp1" 2 22 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 1 1022 27 1
"1208" "exp1" 2 23 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 918 0 0
"1208" "exp1" 2 24 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 969 20 1
"1208" "exp1" 2 25 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1320 0 0
"1208" "exp1" 2 26 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 846 30 1
"1208" "exp1" 2 27 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 1 870 67 1
"1208" "exp1" 2 28 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 1001 73 1
"1208" "exp1" 2 29 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 2 1243 84 1
"1208" "exp1" 2 30 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 1 740 35 1
"1208" "exp1" 2 31 "graphed-probability" "congruent" 80 20 73 27 80 20 75 25 1 834 73 1
"1208" "exp1" 2 32 "graphed-probability" "pro-prob" 60 40 45 54 60 40 45 55 1 2341 45 1
"1208" "exp1" 2 33 "graphed-probability" "pro-out" 70 30 26 75 70 30 25 75 1 991 0 0
"1208" "exp1" 2 34 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 1206 65 1
"1208" "exp1" 2 35 "graphed-probability" "congruent" 80 20 77 25 80 20 75 25 1 657 77 1
"1208" "exp1" 2 36 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 1 568 35 1
"1208" "exp1" 2 37 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 1 491 0 0
"1208" "exp1" 2 38 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 838 0 0
"1208" "exp1" 2 39 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 1 859 34 1
"1208" "exp1" 2 40 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 646 65 1
"1208" "exp1" 2 41 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 2 1188 0 0
"1208" "exp1" 2 42 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 798 0 0
"1208" "exp1" 2 43 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 1486 25 1
"1208" "exp1" 2 44 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 1966 0 0
"1208" "exp1" 2 45 "graphed-probability" "pro-out" 60 40 36 64 60 40 35 65 2 1561 64 1
"1208" "exp1" 2 46 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 647 35 1
"1208" "exp1" 2 47 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 859 20 1
"1208" "exp1" 2 48 "graphed-probability" "pro-out" 60 40 37 67 60 40 35 65 1 963 37 1
"1208" "exp1" 2 49 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1005 40 1
"1208" "exp1" 2 50 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 1 704 16 1
"1208" "exp1" 2 51 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 858 30 1
"1208" "exp1" 2 52 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 1 705 23 1
"1208" "exp1" 2 53 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 2 1666 0 0
"1208" "exp1" 2 54 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 588 35 1
"1208" "exp1" 2 55 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 714 76 1
"1208" "exp1" 2 56 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 1 581 75 1
"1208" "exp1" 2 57 "graphed-probability" "pro-out" 80 20 13 84 80 20 15 85 1 702 0 0
"1208" "exp1" 2 58 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 949 0 0
"1208" "exp1" 2 59 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 2 1785 0 0
"1208" "exp1" 2 60 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 801 0 0
"1208" "exp1" 3 1 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 2 696 63 1
"1208" "exp1" 3 2 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 634 30 1
"1208" "exp1" 3 3 "graphed-probability" "pro-prob" 80 20 44 56 80 20 45 55 1 682 44 1
"1208" "exp1" 3 4 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 2 1652 0 0
"1208" "exp1" 3 5 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 895 0 0
"1208" "exp1" 3 6 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 1 1178 34 1
"1208" "exp1" 3 7 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 1 865 16 1
"1208" "exp1" 3 8 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 1 681 23 1
"1208" "exp1" 3 9 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 723 20 1
"1208" "exp1" 3 10 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 622 76 1
"1208" "exp1" 3 11 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 698 34 1
"1208" "exp1" 3 12 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 619 20 1
"1208" "exp1" 3 13 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 1 1178 37 1
"1208" "exp1" 3 14 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 1 888 23 1
"1208" "exp1" 3 15 "graphed-probability" "pro-out" 80 20 15 84 80 20 15 85 1 1187 15 1
"1208" "exp1" 3 16 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 855 47 1
"1208" "exp1" 3 17 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 2 924 87 1
"1208" "exp1" 3 18 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 646 76 1
"1208" "exp1" 3 19 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 1 711 46 1
"1208" "exp1" 3 20 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 2 1144 0 0
"1208" "exp1" 3 21 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 1 733 27 1
"1208" "exp1" 3 22 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 774 0 0
"1208" "exp1" 3 23 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 1 661 16 1
"1208" "exp1" 3 24 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 681 20 1
"1208" "exp1" 3 25 "graphed-probability" "pro-prob" 60 40 45 54 60 40 45 55 1 2488 0 0
"1208" "exp1" 3 26 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 614 44 1
"1208" "exp1" 3 27 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 908 0 0
"1208" "exp1" 3 28 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 655 0 0
"1208" "exp1" 3 29 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 1 1177 0 0
"1208" "exp1" 3 30 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 1 821 23 1
"1208" "exp1" 3 31 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 801 30 1
"1208" "exp1" 3 32 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 2 1362 0 0
"1208" "exp1" 3 33 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 2 1947 0 0
"1208" "exp1" 3 34 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 769 67 1
"1208" "exp1" 3 35 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 1 810 0 0
"1208" "exp1" 3 36 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 592 40 1
"1208" "exp1" 3 37 "graphed-probability" "congruent" 80 20 74 26 80 20 75 25 1 552 74 1
"1208" "exp1" 3 38 "graphed-probability" "pro-out" 70 30 26 77 70 30 25 75 1 522 26 1
"1208" "exp1" 3 39 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 511 67 1
"1208" "exp1" 3 40 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 1 572 33 1
"1208" "exp1" 3 41 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 626 76 1
"1208" "exp1" 3 42 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 1 678 13 1
"1208" "exp1" 3 43 "graphed-probability" "pro-prob" 60 40 47 54 60 40 45 55 1 1126 0 0
"1208" "exp1" 3 44 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 610 0 0
"1208" "exp1" 3 45 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 791 36 1
"1208" "exp1" 3 46 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1450 60 1
"1208" "exp1" 3 47 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 645 63 1
"1208" "exp1" 3 48 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 652 64 1
"1208" "exp1" 3 49 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 654 73 1
"1208" "exp1" 3 50 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 935 30 1
"1208" "exp1" 3 51 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1279 60 1
"1208" "exp1" 3 52 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 853 65 1
"1208" "exp1" 3 53 "graphed-probability" "congruent" 70 30 64 35 70 30 65 35 1 749 64 1
"1208" "exp1" 3 54 "graphed-probability" "congruent" 80 20 74 26 80 20 75 25 1 528 74 1
"1208" "exp1" 3 55 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 1 600 23 1
"1208" "exp1" 3 56 "graphed-probability" "congruent" 70 30 77 24 70 30 75 25 1 626 0 0
"1208" "exp1" 3 57 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 1 1485 15 1
"1208" "exp1" 3 58 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 1 1149 15 1
"1208" "exp1" 3 59 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 644 76 1
"1208" "exp1" 3 60 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 597 23 1
"1208" "exp1" 4 1 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 1 569 37 1
"1208" "exp1" 4 2 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 2 1139 0 0
"1208" "exp1" 4 3 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 1 592 27 1
"1208" "exp1" 4 4 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 1 1236 43 1
"1208" "exp1" 4 5 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 1 696 0 0
"1208" "exp1" 4 6 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 574 64 1
"1208" "exp1" 4 7 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 1005 74 1
"1208" "exp1" 4 8 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 1 475 27 1
"1208" "exp1" 4 9 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 456 20 1
"1208" "exp1" 4 10 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 450 45 1
"1208" "exp1" 4 11 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 508 73 1
"1208" "exp1" 4 12 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 1 621 0 0
"1208" "exp1" 4 13 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 586 0 0
"1208" "exp1" 4 14 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 471 76 1
"1208" "exp1" 4 15 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 2 1032 53 1
"1208" "exp1" 4 16 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 660 37 1
"1208" "exp1" 4 17 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 1 549 26 1
"1208" "exp1" 4 18 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1388 0 0
"1208" "exp1" 4 19 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 1 520 46 1
"1208" "exp1" 4 20 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 573 74 1
"1208" "exp1" 4 21 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1535 40 1
"1208" "exp1" 4 22 "graphed-probability" "pro-prob" 80 20 44 56 80 20 45 55 1 892 44 1
"1208" "exp1" 4 23 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 2 1972 0 0
"1208" "exp1" 4 24 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 899 65 1
"1208" "exp1" 4 25 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 539 73 1
"1208" "exp1" 4 26 "graphed-probability" "pro-out" 60 40 35 66 60 40 35 65 2 1958 0 0
"1208" "exp1" 4 27 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 1 640 0 0
"1208" "exp1" 4 28 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 1 1262 0 0
"1208" "exp1" 4 29 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1174 30 1
"1208" "exp1" 4 30 "graphed-probability" "pro-out" 80 20 17 83 80 20 15 85 1 835 17 1
"1208" "exp1" 4 31 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 680 45 1
"1208" "exp1" 4 32 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 1 1887 43 1
"1208" "exp1" 4 33 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 2 1723 0 0
"1208" "exp1" 4 34 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 1 517 0 0
"1208" "exp1" 4 35 "graphed-probability" "pro-prob" 80 20 23 75 80 20 25 75 1 649 23 1
"1208" "exp1" 4 36 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 1 1176 43 1
"1208" "exp1" 4 37 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 637 20 1
"1208" "exp1" 4 38 "graphed-probability" "congruent" 60 40 63 33 60 40 65 35 1 1208 63 1
"1208" "exp1" 4 39 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 550 0 0
"1208" "exp1" 4 40 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 1 581 13 1
"1208" "exp1" 4 41 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 534 30 1
"1208" "exp1" 4 42 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 1 782 76 1
"1208" "exp1" 4 43 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 1 2120 34 1
"1208" "exp1" 4 44 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1125 0 0
"1208" "exp1" 4 45 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1239 40 1
"1208" "exp1" 4 46 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 934 64 1
"1208" "exp1" 4 47 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 2 1769 0 0
"1208" "exp1" 4 48 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 658 30 1
"1208" "exp1" 4 49 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 622 20 1
"1208" "exp1" 4 50 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 535 20 1
"1208" "exp1" 4 51 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 736 66 1
"1208" "exp1" 4 52 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 1 744 33 1
"1208" "exp1" 4 53 "graphed-probability" "pro-out" 60 40 35 66 60 40 35 65 2 1533 66 1
"1208" "exp1" 4 54 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 718 65 1
"1208" "exp1" 4 55 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 855 74 1
"1208" "exp1" 4 56 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 1 1192 27 1
"1208" "exp1" 4 57 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 858 63 1
"1208" "exp1" 4 58 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 1 3282 36 1
"1208" "exp1" 4 59 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 765 0 0
"1208" "exp1" 4 60 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 1 1449 26 1
"1208" "exp1" 5 1 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 685 23 1
"1208" "exp1" 5 2 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 654 45 1
"1208" "exp1" 5 3 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 2 1139 84 1
"1208" "exp1" 5 4 "graphed-probability" "pro-out" 70 30 26 75 70 30 25 75 1 846 26 1
"1208" "exp1" 5 5 "graphed-probability" "congruent" 80 20 76 24 80 20 75 25 1 582 76 1
"1208" "exp1" 5 6 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 1 977 17 1
"1208" "exp1" 5 7 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 2 1391 0 0
"1208" "exp1" 5 8 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 1 1553 0 0
"1208" "exp1" 5 9 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 1 591 14 1
"1208" "exp1" 5 10 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 698 0 0
"1208" "exp1" 5 11 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 2 1249 0 0
"1208" "exp1" 5 12 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 543 36 1
"1208" "exp1" 5 13 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 664 30 1
"1208" "exp1" 5 14 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 1 1417 13 1
"1208" "exp1" 5 15 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 1004 65 1
"1208" "exp1" 5 16 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 542 0 0
"1208" "exp1" 5 17 "graphed-probability" "pro-out" 70 30 26 77 70 30 25 75 1 613 26 1
"1208" "exp1" 5 18 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 1 912 43 1
"1208" "exp1" 5 19 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 669 44 1
"1208" "exp1" 5 20 "graphed-probability" "congruent" 80 20 76 25 80 20 75 25 1 719 0 0
"1208" "exp1" 5 21 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1332 0 0
"1208" "exp1" 5 22 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 888 35 1
"1208" "exp1" 5 23 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 878 0 0
"1208" "exp1" 5 24 "graphed-probability" "congruent" 70 30 75 27 70 30 75 25 1 583 75 1
"1208" "exp1" 5 25 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 586 20 1
"1208" "exp1" 5 26 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 686 66 1
"1208" "exp1" 5 27 "graphed-probability" "pro-prob" 80 20 27 74 80 20 25 75 1 731 27 1
"1208" "exp1" 5 28 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 1 778 25 1
"1208" "exp1" 5 29 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 622 20 1
"1208" "exp1" 5 30 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 637 47 1
"1208" "exp1" 5 31 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 620 46 1
"1208" "exp1" 5 32 "graphed-probability" "congruent" 80 20 76 24 80 20 75 25 1 602 76 1
"1208" "exp1" 5 33 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 653 20 1
"1208" "exp1" 5 34 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 1 526 16 1
"1208" "exp1" 5 35 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 1 1074 34 1
"1208" "exp1" 5 36 "graphed-probability" "pro-out" 70 30 25 77 70 30 25 75 1 831 25 1
"1208" "exp1" 5 37 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 1 630 34 1
"1208" "exp1" 5 38 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 580 20 1
"1208" "exp1" 5 39 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 1 1191 37 1
"1208" "exp1" 5 40 "graphed-probability" "pro-out" 80 20 15 84 80 20 15 85 1 607 0 0
"1208" "exp1" 5 41 "graphed-probability" "congruent" 60 40 67 33 60 40 65 35 1 933 67 1
"1208" "exp1" 5 42 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 718 24 1
"1208" "exp1" 5 43 "graphed-probability" "congruent" 60 40 64 34 60 40 65 35 1 1218 64 1
"1208" "exp1" 5 44 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1106 30 1
"1208" "exp1" 5 45 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 2 1578 0 0
"1208" "exp1" 5 46 "graphed-probability" "pro-out" 70 30 23 74 70 30 25 75 1 672 0 0
"1208" "exp1" 5 47 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 597 65 1
"1208" "exp1" 5 48 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 2773 60 1
"1208" "exp1" 5 49 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 1 1933 43 1
"1208" "exp1" 5 50 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 593 0 0
"1208" "exp1" 5 51 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 783 0 0
"1208" "exp1" 5 52 "graphed-probability" "pro-out" 60 40 36 63 60 40 35 65 2 1190 63 1
"1208" "exp1" 5 53 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 463 77 1
"1208" "exp1" 5 54 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 643 0 0
"1208" "exp1" 5 55 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1221 0 0
"1208" "exp1" 5 56 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1004 0 0
"1208" "exp1" 5 57 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 1 1633 33 1
"1208" "exp1" 5 58 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 1000 63 1
"1208" "exp1" 5 59 "graphed-probability" "congruent" 70 30 77 26 70 30 75 25 1 608 77 1
"1208" "exp1" 5 60 "graphed-probability" "pro-prob" 60 40 44 54 60 40 45 55 2 1663 0 0
"1208" "exp1" 6 1 "graphed-probability" "pro-out" 80 20 15 86 80 20 15 85 1 1144 0 0
"1208" "exp1" 6 2 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 816 40 1
"1208" "exp1" 6 3 "graphed-probability" "congruent" 70 30 77 26 70 30 75 25 1 550 0 0
"1208" "exp1" 6 4 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 2 1486 54 1
"1208" "exp1" 6 5 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 616 24 1
"1208" "exp1" 6 6 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 1 618 24 1
"1208" "exp1" 6 7 "graphed-probability" "congruent" 60 40 63 35 60 40 65 35 1 801 0 0
"1208" "exp1" 6 8 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 652 63 1
"1208" "exp1" 6 9 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 1 585 0 0
"1208" "exp1" 6 10 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 1 592 14 1
"1208" "exp1" 6 11 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 560 0 0
"1208" "exp1" 6 12 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 650 20 1
"1208" "exp1" 6 13 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 1 847 27 1
"1208" "exp1" 6 14 "graphed-probability" "pro-prob" 60 40 44 54 60 40 45 55 2 1016 54 1
"1208" "exp1" 6 15 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 805 23 1
"1208" "exp1" 6 16 "graphed-probability" "pro-out" 70 30 23 77 70 30 25 75 1 875 23 1
"1208" "exp1" 6 17 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 2 827 0 0
"1208" "exp1" 6 18 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 634 0 0
"1208" "exp1" 6 19 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1289 40 1
"1208" "exp1" 6 20 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 746 0 0
"1208" "exp1" 6 21 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 648 65 1
"1208" "exp1" 6 22 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 1 1519 0 0
"1208" "exp1" 6 23 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1304 40 1
"1208" "exp1" 6 24 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 1 748 33 1
"1208" "exp1" 6 25 "graphed-probability" "congruent" 70 30 66 34 70 30 65 35 1 704 0 0
"1208" "exp1" 6 26 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 1 1266 43 1
"1208" "exp1" 6 27 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 644 74 1
"1208" "exp1" 6 28 "graphed-probability" "pro-prob" 80 20 44 55 80 20 45 55 1 598 44 1
"1208" "exp1" 6 29 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 2 1154 0 0
"1208" "exp1" 6 30 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 566 30 1
"1208" "exp1" 6 31 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 819 0 0
"1208" "exp1" 6 32 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 1 977 33 1
"1208" "exp1" 6 33 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 652 30 1
"1208" "exp1" 6 34 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 1 606 76 1
"1208" "exp1" 6 35 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 2751 0 0
"1208" "exp1" 6 36 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 774 63 1
"1208" "exp1" 6 37 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 1 654 26 1
"1208" "exp1" 6 38 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 632 43 1
"1208" "exp1" 6 39 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 2 805 0 0
"1208" "exp1" 6 40 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 951 20 1
"1208" "exp1" 6 41 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 558 0 0
"1208" "exp1" 6 42 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 542 73 1
"1208" "exp1" 6 43 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 453 77 1
"1208" "exp1" 6 44 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 1 2406 37 1
"1208" "exp1" 6 45 "graphed-probability" "pro-out" 80 20 17 83 80 20 15 85 1 488 17 1
"1208" "exp1" 6 46 "graphed-probability" "pro-prob" 80 20 25 74 80 20 25 75 1 666 25 1
"1208" "exp1" 6 47 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 761 33 1
"1208" "exp1" 6 48 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 730 0 0
"1208" "exp1" 6 49 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 797 67 1
"1208" "exp1" 6 50 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 683 65 1
"1208" "exp1" 6 51 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 894 37 1
"1208" "exp1" 6 52 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 651 30 1
"1208" "exp1" 6 53 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 1 1394 0 0
"1208" "exp1" 6 54 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 771 76 1
"1208" "exp1" 6 55 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 1 653 24 1
"1208" "exp1" 6 56 "graphed-probability" "pro-out" 60 40 35 67 60 40 35 65 2 1305 67 1
"1208" "exp1" 6 57 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 735 20 1
"1208" "exp1" 6 58 "graphed-probability" "congruent" 80 20 74 26 80 20 75 25 1 626 74 1
"1208" "exp1" 6 59 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 811 35 1
"1208" "exp1" 6 60 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 2 1425 0 0
"1208" "exp1" 7 1 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 1 588 0 0
"1208" "exp1" 7 2 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 481 73 1
"1208" "exp1" 7 3 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 510 47 1
"1208" "exp1" 7 4 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 613 65 1
"1208" "exp1" 7 5 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 981 0 0
"1208" "exp1" 7 6 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 556 76 1
"1208" "exp1" 7 7 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 1 617 24 1
"1208" "exp1" 7 8 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 595 77 1
"1208" "exp1" 7 9 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 743 67 1
"1208" "exp1" 7 10 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 1 568 34 1
"1208" "exp1" 7 11 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 473 0 0
"1208" "exp1" 7 12 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 1 835 43 1
"1208" "exp1" 7 13 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 568 0 0
"1208" "exp1" 7 14 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 786 40 1
"1208" "exp1" 7 15 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 644 74 1
"1208" "exp1" 7 16 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 1 629 27 1
"1208" "exp1" 7 17 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 678 45 1
"1208" "exp1" 7 18 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 1 1015 25 1
"1208" "exp1" 7 19 "graphed-probability" "pro-out" 80 20 13 84 80 20 15 85 1 576 13 1
"1208" "exp1" 7 20 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 940 40 1
"1208" "exp1" 7 21 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 2 2916 0 0
"1208" "exp1" 7 22 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 489 20 1
"1208" "exp1" 7 23 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 1 1074 33 1
"1208" "exp1" 7 24 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 565 74 1
"1208" "exp1" 7 25 "graphed-probability" "pro-out" 60 40 13 83 60 40 15 85 2 1150 83 1
"1208" "exp1" 7 26 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 483 20 1
"1208" "exp1" 7 27 "graphed-probability" "congruent" 60 40 65 36 60 40 65 35 1 759 65 1
"1208" "exp1" 7 28 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 791 63 1
"1208" "exp1" 7 29 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 1 528 76 1
"1208" "exp1" 7 30 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 665 30 1
"1208" "exp1" 7 31 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 929 45 1
"1208" "exp1" 7 32 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 1 1238 34 1
"1208" "exp1" 7 33 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 1 568 27 1
"1208" "exp1" 7 34 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 775 63 1
"1208" "exp1" 7 35 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 1 472 0 0
"1208" "exp1" 7 36 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 912 20 1
"1208" "exp1" 7 37 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 1 477 23 1
"1208" "exp1" 7 38 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 1 768 0 0
"1208" "exp1" 7 39 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 2 905 0 0
"1208" "exp1" 7 40 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 665 35 1
"1208" "exp1" 7 41 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1206 30 1
"1208" "exp1" 7 42 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 555 40 1
"1208" "exp1" 7 43 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 668 0 0
"1208" "exp1" 7 44 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 2 1294 56 1
"1208" "exp1" 7 45 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 1 500 35 1
"1208" "exp1" 7 46 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 626 74 1
"1208" "exp1" 7 47 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 1 497 13 1
"1208" "exp1" 7 48 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 2 1658 0 0
"1208" "exp1" 7 49 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 817 0 0
"1208" "exp1" 7 50 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 1 518 43 1
"1208" "exp1" 7 51 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 582 63 1
"1208" "exp1" 7 52 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 1 772 35 1
"1208" "exp1" 7 53 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 579 20 1
"1208" "exp1" 7 54 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 2 1509 86 1
"1208" "exp1" 7 55 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 1 571 33 1
"1208" "exp1" 7 56 "graphed-probability" "congruent" 60 40 64 33 60 40 65 35 1 687 0 0
"1208" "exp1" 7 57 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 1 744 27 1
"1208" "exp1" 7 58 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 636 13 1
"1208" "exp1" 7 59 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 1 620 0 0
"1208" "exp1" 7 60 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 1 1352 33 1
"1208" "exp1" 8 1 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 1 625 13 1
"1208" "exp1" 8 2 "graphed-probability" "congruent" 60 40 65 35 60 40 65 35 1 811 65 1
"1208" "exp1" 8 3 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 1 1135 33 1
"1208" "exp1" 8 4 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 1 1033 45 1
"1208" "exp1" 8 5 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 706 0 0
"1208" "exp1" 8 6 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 2 865 0 0
"1208" "exp1" 8 7 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 562 45 1
"1208" "exp1" 8 8 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 1 848 0 0
"1208" "exp1" 8 9 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 835 20 1
"1208" "exp1" 8 10 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 1 554 26 1
"1208" "exp1" 8 11 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1593 40 1
"1208" "exp1" 8 12 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 598 0 0
"1208" "exp1" 8 13 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 588 0 0
"1208" "exp1" 8 14 "graphed-probability" "pro-out" 70 30 23 74 70 30 25 75 1 969 23 1
"1208" "exp1" 8 15 "graphed-probability" "pro-out" 60 40 14 83 60 40 15 85 2 1138 0 0
"1208" "exp1" 8 16 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 1 577 0 0
"1208" "exp1" 8 17 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 518 74 1
"1208" "exp1" 8 18 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 689 0 0
"1208" "exp1" 8 19 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 1 1317 34 1
"1208" "exp1" 8 20 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 930 0 0
"1208" "exp1" 8 21 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 599 0 0
"1208" "exp1" 8 22 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 684 47 1
"1208" "exp1" 8 23 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 611 30 1
"1208" "exp1" 8 24 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 1 1162 0 0
"1208" "exp1" 8 25 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1105 40 1
"1208" "exp1" 8 26 "graphed-probability" "congruent" 60 40 64 34 60 40 65 35 1 862 0 0
"1208" "exp1" 8 27 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 523 77 1
"1208" "exp1" 8 28 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 634 35 1
"1208" "exp1" 8 29 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 599 20 1
"1208" "exp1" 8 30 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 538 74 1
"1208" "exp1" 8 31 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 1 770 43 1
"1208" "exp1" 8 32 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 887 0 0
"1208" "exp1" 8 33 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 659 67 1
"1208" "exp1" 8 34 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 638 67 1
"1208" "exp1" 8 35 "graphed-probability" "pro-prob" 80 20 23 75 80 20 25 75 1 636 23 1
"1208" "exp1" 8 36 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 826 30 1
"1208" "exp1" 8 37 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 617 0 0
"1208" "exp1" 8 38 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 602 73 1
"1208" "exp1" 8 39 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 668 30 1
"1208" "exp1" 8 40 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 606 20 1
"1208" "exp1" 8 41 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 1 1227 34 1
"1208" "exp1" 8 42 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 1071 87 1
"1208" "exp1" 8 43 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 534 20 1
"1208" "exp1" 8 44 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 1 612 0 0
"1208" "exp1" 8 45 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 1 861 0 0
"1208" "exp1" 8 46 "graphed-probability" "pro-prob" 80 20 25 74 80 20 25 75 1 750 0 0
"1208" "exp1" 8 47 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 658 47 1
"1208" "exp1" 8 48 "graphed-probability" "pro-prob" 60 40 44 54 60 40 45 55 1 1161 44 1
"1208" "exp1" 8 49 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 1 611 24 1
"1208" "exp1" 8 50 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 700 67 1
"1208" "exp1" 8 51 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 1 700 24 1
"1208" "exp1" 8 52 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 681 46 1
"1208" "exp1" 8 53 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 799 0 0
"1208" "exp1" 8 54 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 1 637 34 1
"1208" "exp1" 8 55 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 692 67 1
"1208" "exp1" 8 56 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 2 1112 0 0
"1208" "exp1" 8 57 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 1 456 16 1
"1208" "exp1" 8 58 "graphed-probability" "congruent" 80 20 74 26 80 20 75 25 1 530 0 0
"1208" "exp1" 8 59 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 1 615 0 0
"1208" "exp1" 8 60 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 1 786 43 1
"1208" "exp1" 9 1 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 476 20 1
"1208" "exp1" 9 2 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 520 0 0
"1208" "exp1" 9 3 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 1 806 25 1
"1208" "exp1" 9 4 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 1 502 77 1
"1208" "exp1" 9 5 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 986 0 0
"1208" "exp1" 9 6 "graphed-probability" "pro-out" 60 40 37 67 60 40 35 65 2 1892 67 1
"1208" "exp1" 9 7 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 647 0 0
"1208" "exp1" 9 8 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 514 0 0
"1208" "exp1" 9 9 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 599 44 1
"1208" "exp1" 9 10 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 1 633 26 1
"1208" "exp1" 9 11 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 2 1048 84 1
"1208" "exp1" 9 12 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1050 0 0
"1208" "exp1" 9 13 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 599 45 1
"1208" "exp1" 9 14 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 1 705 17 1
"1208" "exp1" 9 15 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 562 63 1
"1208" "exp1" 9 16 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 580 35 1
"1208" "exp1" 9 17 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 605 0 0
"1208" "exp1" 9 18 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 1 984 0 0
"1208" "exp1" 9 19 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 595 45 1
"1208" "exp1" 9 20 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 710 45 1
"1208" "exp1" 9 21 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 1 813 27 1
"1208" "exp1" 9 22 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 1 736 76 1
"1208" "exp1" 9 23 "graphed-probability" "pro-prob" 80 20 23 75 80 20 25 75 1 810 23 1
"1208" "exp1" 9 24 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 717 30 1
"1208" "exp1" 9 25 "graphed-probability" "pro-prob" 60 40 47 54 60 40 45 55 1 919 0 0
"1208" "exp1" 9 26 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 523 73 1
"1208" "exp1" 9 27 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 2 1589 86 1
"1208" "exp1" 9 28 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 1 554 0 0
"1208" "exp1" 9 29 "graphed-probability" "pro-out" 60 40 35 66 60 40 35 65 1 1094 0 0
"1208" "exp1" 9 30 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 619 30 1
"1208" "exp1" 9 31 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 767 0 0
"1208" "exp1" 9 32 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 683 0 0
"1208" "exp1" 9 33 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 1 967 44 1
"1208" "exp1" 9 34 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 1 548 24 1
"1208" "exp1" 9 35 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 814 66 1
"1208" "exp1" 9 36 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 1 628 33 1
"1208" "exp1" 9 37 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 1 900 0 0
"1208" "exp1" 9 38 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 1 657 23 1
"1208" "exp1" 9 39 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 571 63 1
"1208" "exp1" 9 40 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 794 40 1
"1208" "exp1" 9 41 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1587 20 1
"1208" "exp1" 9 42 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 638 35 1
"1208" "exp1" 9 43 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 553 73 1
"1208" "exp1" 9 44 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 2 760 87 1
"1208" "exp1" 9 45 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 886 77 1
"1208" "exp1" 9 46 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 1 805 13 1
"1208" "exp1" 9 47 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 1 883 35 1
"1208" "exp1" 9 48 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 892 0 0
"1208" "exp1" 9 49 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 839 0 0
"1208" "exp1" 9 50 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 561 75 1
"1208" "exp1" 9 51 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 1447 37 1
"1208" "exp1" 9 52 "graphed-probability" "pro-out" 70 30 26 77 70 30 25 75 1 726 26 1
"1208" "exp1" 9 53 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 1 1170 13 1
"1208" "exp1" 9 54 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 1 1039 13 1
"1208" "exp1" 9 55 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 2 1418 0 0
"1208" "exp1" 9 56 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 666 0 0
"1208" "exp1" 9 57 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 1 549 26 1
"1208" "exp1" 9 58 "graphed-probability" "congruent" 60 40 65 35 60 40 65 35 1 647 65 1
"1208" "exp1" 9 59 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 739 0 0
"1208" "exp1" 9 60 "graphed-probability" "pro-out" 60 40 37 67 60 40 35 65 1 1527 37 1
"1208" "exp1" 10 1 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 733 40 1
"1208" "exp1" 10 2 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 690 20 1
"1208" "exp1" 10 3 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 762 65 1
"1208" "exp1" 10 4 "graphed-probability" "pro-out" 70 30 26 75 70 30 25 75 1 1238 26 1
"1208" "exp1" 10 5 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 1 744 25 1
"1208" "exp1" 10 6 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 937 30 1
"1208" "exp1" 10 7 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1023 20 1
"1208" "exp1" 10 8 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 1 728 45 1
"1208" "exp1" 10 9 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 1 779 33 1
"1208" "exp1" 10 10 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 740 73 1
"1208" "exp1" 10 11 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 671 67 1
"1208" "exp1" 10 12 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 1 1413 67 1
"1208" "exp1" 10 13 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1378 40 1
"1208" "exp1" 10 14 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 997 65 1
"1208" "exp1" 10 15 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1423 0 0
"1208" "exp1" 10 16 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 2 1643 84 1
"1208" "exp1" 10 17 "graphed-probability" "congruent" 80 20 73 27 80 20 75 25 1 653 73 1
"1208" "exp1" 10 18 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 888 67 1
"1208" "exp1" 10 19 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1434 0 0
"1208" "exp1" 10 20 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 1 1385 0 0
"1208" "exp1" 10 21 "graphed-probability" "pro-prob" 80 20 43 56 80 20 45 55 1 941 43 1
"1208" "exp1" 10 22 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 606 0 0
"1208" "exp1" 10 23 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 2 1292 0 0
"1208" "exp1" 10 24 "graphed-probability" "pro-prob" 60 40 44 54 60 40 45 55 1 797 0 0
"1208" "exp1" 10 25 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 587 45 1
"1208" "exp1" 10 26 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 2 1110 0 0
"1208" "exp1" 10 27 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 1 708 0 0
"1208" "exp1" 10 28 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 1 504 46 1
"1208" "exp1" 10 29 "graphed-probability" "congruent" 80 20 77 25 80 20 75 25 1 534 77 1
"1208" "exp1" 10 30 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 738 0 0
"1208" "exp1" 10 31 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 1 738 13 1
"1208" "exp1" 10 32 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 2 1070 0 0
"1208" "exp1" 10 33 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 679 30 1
"1208" "exp1" 10 34 "graphed-probability" "pro-prob" 80 20 27 74 80 20 25 75 1 704 27 1
"1208" "exp1" 10 35 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 1 970 76 1
"1208" "exp1" 10 36 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 619 75 1
"1208" "exp1" 10 37 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 2 1225 65 1
"1208" "exp1" 10 38 "graphed-probability" "congruent" 70 30 64 35 70 30 65 35 1 653 0 0
"1208" "exp1" 10 39 "graphed-probability" "pro-prob" 80 20 27 74 80 20 25 75 1 746 27 1
"1208" "exp1" 10 40 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 801 0 0
"1208" "exp1" 10 41 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1201 20 1
"1208" "exp1" 10 42 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 878 63 1
"1208" "exp1" 10 43 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 1 892 46 1
"1208" "exp1" 10 44 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 1 594 0 0
"1208" "exp1" 10 45 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 1 815 34 1
"1208" "exp1" 10 46 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 2 1309 0 0
"1208" "exp1" 10 47 "graphed-probability" "pro-out" 80 20 13 84 80 20 15 85 1 1071 13 1
"1208" "exp1" 10 48 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 1 930 0 0
"1208" "exp1" 10 49 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 1 1101 37 1
"1208" "exp1" 10 50 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 583 64 1
"1208" "exp1" 10 51 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 1 1568 0 0
"1208" "exp1" 10 52 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 1 668 25 1
"1208" "exp1" 10 53 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 551 20 1
"1208" "exp1" 10 54 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 907 0 0
"1208" "exp1" 10 55 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 1 558 33 1
"1208" "exp1" 10 56 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 568 34 1
"1208" "exp1" 10 57 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 654 30 1
"1208" "exp1" 10 58 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 1 613 13 1
"1208" "exp1" 10 59 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 587 0 0
"1208" "exp1" 10 60 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 1 1183 0 0
"1208" "exp1" 11 1 "graphed-probability" "congruent" 80 20 77 24 80 20 75 25 1 466 77 1
"1208" "exp1" 11 2 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 1 554 0 0
"1208" "exp1" 11 3 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 1 735 0 0
"1208" "exp1" 11 4 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 1 461 37 1
"1208" "exp1" 11 5 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 1 632 43 1
"1208" "exp1" 11 6 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 664 25 1
"1208" "exp1" 11 7 "graphed-probability" "pro-out" 60 40 14 83 60 40 15 85 2 1218 0 0
"1208" "exp1" 11 8 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 518 65 1
"1208" "exp1" 11 9 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 720 0 0
"1208" "exp1" 11 10 "graphed-probability" "pro-out" 80 20 17 83 80 20 15 85 1 602 17 1
"1208" "exp1" 11 11 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 1 408 0 0
"1208" "exp1" 11 12 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 658 20 1
"1208" "exp1" 11 13 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 476 0 0
"1208" "exp1" 11 14 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 1 502 33 1
"1208" "exp1" 11 15 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 819 0 0
"1208" "exp1" 11 16 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 517 73 1
"1208" "exp1" 11 17 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 537 0 0
"1208" "exp1" 11 18 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 1 496 33 1
"1208" "exp1" 11 19 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 722 64 1
"1208" "exp1" 11 20 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 2 933 0 0
"1208" "exp1" 11 21 "graphed-probability" "congruent" 70 30 66 34 70 30 65 35 1 568 66 1
"1208" "exp1" 11 22 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1617 40 1
"1208" "exp1" 11 23 "graphed-probability" "pro-out" 60 40 36 63 60 40 35 65 1 667 36 1
"1208" "exp1" 11 24 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 1 452 25 1
"1208" "exp1" 11 25 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 1 652 24 1
"1208" "exp1" 11 26 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 1 521 14 1
"1208" "exp1" 11 27 "graphed-probability" "pro-out" 80 20 16 85 80 20 15 85 1 536 16 1
"1208" "exp1" 11 28 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 1 550 0 0
"1208" "exp1" 11 29 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 1 922 26 1
"1208" "exp1" 11 30 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 1 519 46 1
"1208" "exp1" 11 31 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 1 3293 36 1
"1208" "exp1" 11 32 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 494 74 1
"1208" "exp1" 11 33 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 1 549 16 1
"1208" "exp1" 11 34 "graphed-probability" "congruent" 60 40 63 33 60 40 65 35 1 793 63 1
"1208" "exp1" 11 35 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 584 30 1
"1208" "exp1" 11 36 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 624 45 1
"1208" "exp1" 11 37 "graphed-probability" "pro-out" 70 30 23 74 70 30 25 75 1 758 0 0
"1208" "exp1" 11 38 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 613 0 0
"1208" "exp1" 11 39 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 679 30 1
"1208" "exp1" 11 40 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 479 25 1
"1208" "exp1" 11 41 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 1 593 24 1
"1208" "exp1" 11 42 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 573 20 1
"1208" "exp1" 11 43 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 646 0 0
"1208" "exp1" 11 44 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 817 40 1
"1208" "exp1" 11 45 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 2308 40 1
"1208" "exp1" 11 46 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 484 76 1
"1208" "exp1" 11 47 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 1 608 67 1
"1208" "exp1" 11 48 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 2 931 85 1
"1208" "exp1" 11 49 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 611 65 1
"1208" "exp1" 11 50 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 685 20 1
"1208" "exp1" 11 51 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 1 1193 0 0
"1208" "exp1" 11 52 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 629 75 1
"1208" "exp1" 11 53 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 761 0 0
"1208" "exp1" 11 54 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 1 1079 34 1
"1208" "exp1" 11 55 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 1 710 46 1
"1208" "exp1" 11 56 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 502 73 1
"1208" "exp1" 11 57 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 564 20 1
"1208" "exp1" 11 58 "graphed-probability" "pro-prob" 80 20 23 75 80 20 25 75 1 533 23 1
"1208" "exp1" 11 59 "graphed-probability" "pro-prob" 60 40 47 55 60 40 45 55 1 888 47 1
"1208" "exp1" 11 60 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 480 65 1
"1208" "exp1" 12 1 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 2 945 0 0
"1208" "exp1" 12 2 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 488 0 0
"1208" "exp1" 12 3 "graphed-probability" "pro-out" 70 30 25 74 70 30 25 75 1 598 25 1
"1208" "exp1" 12 4 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 544 0 0
"1208" "exp1" 12 5 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 436 0 0
"1208" "exp1" 12 6 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 1 618 0 0
"1208" "exp1" 12 7 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 1 436 77 1
"1208" "exp1" 12 8 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 2 1043 0 0
"1208" "exp1" 12 9 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 1 534 0 0
"1208" "exp1" 12 10 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 570 20 1
"1208" "exp1" 12 11 "graphed-probability" "pro-prob" 80 20 44 56 80 20 45 55 1 480 0 0
"1208" "exp1" 12 12 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 625 64 1
"1208" "exp1" 12 13 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 1 583 14 1
"1208" "exp1" 12 14 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 459 0 0
"1208" "exp1" 12 15 "graphed-probability" "pro-out" 60 40 37 65 60 40 35 65 1 1656 37 1
"1208" "exp1" 12 16 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 2 749 0 0
"1208" "exp1" 12 17 "graphed-probability" "pro-prob" 70 30 34 66 70 30 35 65 1 617 0 0
"1208" "exp1" 12 18 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 499 0 0
"1208" "exp1" 12 19 "graphed-probability" "congruent" 80 20 74 26 80 20 75 25 1 457 74 1
"1208" "exp1" 12 20 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 460 30 1
"1208" "exp1" 12 21 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 1 495 0 0
"1208" "exp1" 12 22 "graphed-probability" "pro-out" 80 20 15 84 80 20 15 85 1 520 15 1
"1208" "exp1" 12 23 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 1 909 46 1
"1208" "exp1" 12 24 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 620 34 1
"1208" "exp1" 12 25 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 1 810 0 0
"1208" "exp1" 12 26 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 1 838 0 0
"1208" "exp1" 12 27 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 1 839 0 0
"1208" "exp1" 12 28 "graphed-probability" "pro-out" 80 20 15 86 80 20 15 85 1 559 0 0
"1208" "exp1" 12 29 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 546 0 0
"1208" "exp1" 12 30 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 803 0 0
"1208" "exp1" 12 31 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 600 64 1
"1208" "exp1" 12 32 "graphed-probability" "congruent" 70 30 63 37 70 30 65 35 1 543 63 1
"1208" "exp1" 12 33 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 512 25 1
"1208" "exp1" 12 34 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 496 30 1
"1208" "exp1" 12 35 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 1 814 17 1
"1208" "exp1" 12 36 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 1 831 0 0
"1208" "exp1" 12 37 "graphed-probability" "pro-prob" 80 20 45 56 80 20 45 55 1 652 0 0
"1208" "exp1" 12 38 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 530 74 1
"1208" "exp1" 12 39 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 520 20 1
"1208" "exp1" 12 40 "graphed-probability" "pro-prob" 80 20 44 56 80 20 45 55 1 498 44 1
"1208" "exp1" 12 41 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 1 492 76 1
"1208" "exp1" 12 42 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 547 0 0
"1208" "exp1" 12 43 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 526 20 1
"1208" "exp1" 12 44 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 1 1012 37 1
"1208" "exp1" 12 45 "graphed-probability" "pro-prob" 60 40 44 54 60 40 45 55 2 1208 54 1
"1208" "exp1" 12 46 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 571 0 0
"1208" "exp1" 12 47 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 538 23 1
"1208" "exp1" 12 48 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 512 64 1
"1208" "exp1" 12 49 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 1 422 24 1
"1208" "exp1" 12 50 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 1 405 74 1
"1208" "exp1" 12 51 "graphed-probability" "pro-out" 70 30 25 77 70 30 25 75 1 613 0 0
"1208" "exp1" 12 52 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 546 66 1
"1208" "exp1" 12 53 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 443 30 1
"1208" "exp1" 12 54 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 2 753 0 0
"1208" "exp1" 12 55 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 1 487 23 1
"1208" "exp1" 12 56 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 856 0 0
"1208" "exp1" 12 57 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 862 0 0
"1208" "exp1" 12 58 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 469 20 1
"1208" "exp1" 12 59 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 1 949 47 1
"1208" "exp1" 12 60 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1585 0 0
"1208" "exp1" 13 1 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 1 847 43 1
"1208" "exp1" 13 2 "graphed-probability" "congruent" 60 40 63 33 60 40 65 35 1 842 63 1
"1208" "exp1" 13 3 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 1 828 67 1
"1208" "exp1" 13 4 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 606 0 0
"1208" "exp1" 13 5 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 626 0 0
"1208" "exp1" 13 6 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 2 833 0 0
"1208" "exp1" 13 7 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 639 36 1
"1208" "exp1" 13 8 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 1088 74 1
"1208" "exp1" 13 9 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 941 20 1
"1208" "exp1" 13 10 "graphed-probability" "pro-out" 80 20 15 83 80 20 15 85 1 833 15 1
"1208" "exp1" 13 11 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 1322 45 1
"1208" "exp1" 13 12 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 588 20 1
"1208" "exp1" 13 13 "graphed-probability" "congruent" 70 30 77 24 70 30 75 25 1 749 77 1
"1208" "exp1" 13 14 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 819 0 0
"1208" "exp1" 13 15 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 1 844 0 0
"1208" "exp1" 13 16 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 2 1836 86 1
"1208" "exp1" 13 17 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 769 0 0
"1208" "exp1" 13 18 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 592 47 1
"1208" "exp1" 13 19 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 2 1497 0 0
"1208" "exp1" 13 20 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 1 876 35 1
"1208" "exp1" 13 21 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1328 0 0
"1208" "exp1" 13 22 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 853 25 1
"1208" "exp1" 13 23 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 1 938 0 0
"1208" "exp1" 13 24 "graphed-probability" "pro-out" 60 40 37 67 60 40 35 65 2 2433 67 1
"1208" "exp1" 13 25 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 923 0 0
"1208" "exp1" 13 26 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 742 30 1
"1208" "exp1" 13 27 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 1 767 67 1
"1208" "exp1" 13 28 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 544 0 0
"1208" "exp1" 13 29 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 1 685 17 1
"1208" "exp1" 13 30 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 1 624 0 0
"1208" "exp1" 13 31 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 787 44 1
"1208" "exp1" 13 32 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 562 0 0
"1208" "exp1" 13 33 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1065 30 1
"1208" "exp1" 13 34 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 1 553 0 0
"1208" "exp1" 13 35 "graphed-probability" "congruent" 80 20 73 25 80 20 75 25 1 711 73 1
"1208" "exp1" 13 36 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 1 2324 15 1
"1208" "exp1" 13 37 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 1 510 13 1
"1208" "exp1" 13 38 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 1 623 0 0
"1208" "exp1" 13 39 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 1 596 0 0
"1208" "exp1" 13 40 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 1 657 26 1
"1208" "exp1" 13 41 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 503 24 1
"1208" "exp1" 13 42 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 982 30 1
"1208" "exp1" 13 43 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 756 76 1
"1208" "exp1" 13 44 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1061 0 0
"1208" "exp1" 13 45 "graphed-probability" "pro-out" 70 30 23 74 70 30 25 75 2 1951 74 1
"1208" "exp1" 13 46 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 2 1174 0 0
"1208" "exp1" 13 47 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1428 0 0
"1208" "exp1" 13 48 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 714 40 1
"1208" "exp1" 13 49 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 1 810 0 0
"1208" "exp1" 13 50 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 552 0 0
"1208" "exp1" 13 51 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 728 20 1
"1208" "exp1" 13 52 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 734 66 1
"1208" "exp1" 13 53 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 792 74 1
"1208" "exp1" 13 54 "graphed-probability" "pro-out" 60 40 37 67 60 40 35 65 2 1504 0 0
"1208" "exp1" 13 55 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 1 1108 0 0
"1208" "exp1" 13 56 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 1 616 46 1
"1208" "exp1" 13 57 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 730 30 1
"1208" "exp1" 13 58 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 1 546 36 1
"1208" "exp1" 13 59 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 585 24 1
"1208" "exp1" 13 60 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 945 20 1
"1208" "exp1" 14 1 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 523 30 1
"1208" "exp1" 14 2 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 439 0 0
"1208" "exp1" 14 3 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 1 400 75 1
"1208" "exp1" 14 4 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 1 551 25 1
"1208" "exp1" 14 5 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 1 510 75 1
"1208" "exp1" 14 6 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 869 40 1
"1208" "exp1" 14 7 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 539 0 0
"1208" "exp1" 14 8 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 1 441 0 0
"1208" "exp1" 14 9 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 1 621 36 1
"1208" "exp1" 14 10 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 499 77 1
"1208" "exp1" 14 11 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 1 470 24 1
"1208" "exp1" 14 12 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 464 64 1
"1208" "exp1" 14 13 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 1 466 0 0
"1208" "exp1" 14 14 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 404 0 0
"1208" "exp1" 14 15 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 489 0 0
"1208" "exp1" 14 16 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 408 20 1
"1208" "exp1" 14 17 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 1 1192 0 0
"1208" "exp1" 14 18 "graphed-probability" "congruent" 60 40 65 36 60 40 65 35 1 744 0 0
"1208" "exp1" 14 19 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 548 43 1
"1208" "exp1" 14 20 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 1 864 35 1
"1208" "exp1" 14 21 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 587 0 0
"1208" "exp1" 14 22 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 1 460 27 1
"1208" "exp1" 14 23 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 474 0 0
"1208" "exp1" 14 24 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 455 0 0
"1208" "exp1" 14 25 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 529 30 1
"1208" "exp1" 14 26 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 448 65 1
"1208" "exp1" 14 27 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 1 833 0 0
"1208" "exp1" 14 28 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 602 65 1
"1208" "exp1" 14 29 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 1 434 0 0
"1208" "exp1" 14 30 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 1 628 0 0
"1208" "exp1" 14 31 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 1 657 35 1
"1208" "exp1" 14 32 "graphed-probability" "congruent" 60 40 63 33 60 40 65 35 1 656 63 1
"1208" "exp1" 14 33 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 1 777 35 1
"1208" "exp1" 14 34 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 484 20 1
"1208" "exp1" 14 35 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 1 1093 17 1
"1208" "exp1" 14 36 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 543 20 1
"1208" "exp1" 14 37 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 1 884 17 1
"1208" "exp1" 14 38 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 1 583 14 1
"1208" "exp1" 14 39 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 1 780 17 1
"1208" "exp1" 14 40 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 1 537 23 1
"1208" "exp1" 14 41 "graphed-probability" "pro-prob" 70 30 36 66 70 30 35 65 1 650 0 0
"1208" "exp1" 14 42 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1293 0 0
"1208" "exp1" 14 43 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 1 521 0 0
"1208" "exp1" 14 44 "graphed-probability" "pro-out" 80 20 15 83 80 20 15 85 1 469 15 1
"1208" "exp1" 14 45 "graphed-probability" "pro-prob" 70 30 36 63 70 30 35 65 1 519 36 1
"1208" "exp1" 14 46 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 1 616 24 1
"1208" "exp1" 14 47 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 1 453 13 1
"1208" "exp1" 14 48 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 468 46 1
"1208" "exp1" 14 49 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 1 413 14 1
"1208" "exp1" 14 50 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 1 425 77 1
"1208" "exp1" 14 51 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 603 20 1
"1208" "exp1" 14 52 "graphed-probability" "congruent" 80 20 76 25 80 20 75 25 1 533 0 0
"1208" "exp1" 14 53 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 500 25 1
"1208" "exp1" 14 54 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 528 0 0
"1208" "exp1" 14 55 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 474 65 1
"1208" "exp1" 14 56 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 1 648 0 0
"1208" "exp1" 14 57 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 1 668 0 0
"1208" "exp1" 14 58 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 408 47 1
"1208" "exp1" 14 59 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 507 30 1
"1208" "exp1" 14 60 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 496 76 1
"1208" "exp1" 15 1 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 585 20 1
"1208" "exp1" 15 2 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 1 906 43 1
"1208" "exp1" 15 3 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 1 754 26 1
"1208" "exp1" 15 4 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 1 1335 0 0
"1208" "exp1" 15 5 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 738 63 1
"1208" "exp1" 15 6 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 2 1031 0 0
"1208" "exp1" 15 7 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 954 66 1
"1208" "exp1" 15 8 "graphed-probability" "pro-out" 80 20 17 83 80 20 15 85 2 1370 0 0
"1208" "exp1" 15 9 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 1 705 0 0
"1208" "exp1" 15 10 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 1 969 0 0
"1208" "exp1" 15 11 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1090 60 1
"1208" "exp1" 15 12 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 628 44 1
"1208" "exp1" 15 13 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 555 75 1
"1208" "exp1" 15 14 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 1411 0 0
"1208" "exp1" 15 15 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 759 65 1
"1208" "exp1" 15 16 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 869 20 1
"1208" "exp1" 15 17 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 1 821 46 1
"1208" "exp1" 15 18 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 915 76 1
"1208" "exp1" 15 19 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 1 944 44 1
"1208" "exp1" 15 20 "graphed-probability" "pro-out" 80 20 16 85 80 20 15 85 2 1373 85 1
"1208" "exp1" 15 21 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 768 30 1
"1208" "exp1" 15 22 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 2 1292 0 0
"1208" "exp1" 15 23 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 2 1504 0 0
"1208" "exp1" 15 24 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 819 0 0
"1208" "exp1" 15 25 "graphed-probability" "pro-prob" 80 20 44 55 80 20 45 55 1 609 44 1
"1208" "exp1" 15 26 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 1 2992 0 0
"1208" "exp1" 15 27 "graphed-probability" "congruent" 80 20 73 27 80 20 75 25 1 525 73 1
"1208" "exp1" 15 28 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 822 0 0
"1208" "exp1" 15 29 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 729 24 1
"1208" "exp1" 15 30 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 1 1002 0 0
"1208" "exp1" 15 31 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 2 892 0 0
"1208" "exp1" 15 32 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 651 33 1
"1208" "exp1" 15 33 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 767 75 1
"1208" "exp1" 15 34 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 879 40 1
"1208" "exp1" 15 35 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 884 0 0
"1208" "exp1" 15 36 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 670 0 0
"1208" "exp1" 15 37 "graphed-probability" "pro-prob" 80 20 43 56 80 20 45 55 1 682 43 1
"1208" "exp1" 15 38 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 687 30 1
"1208" "exp1" 15 39 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 971 20 1
"1208" "exp1" 15 40 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 659 20 1
"1208" "exp1" 15 41 "graphed-probability" "congruent" 80 20 75 25 80 20 75 25 1 611 75 1
"1208" "exp1" 15 42 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 2 779 84 1
"1208" "exp1" 15 43 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 567 74 1
"1208" "exp1" 15 44 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 1 750 43 1
"1208" "exp1" 15 45 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 2 1090 0 0
"1208" "exp1" 15 46 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 1 667 15 1
"1208" "exp1" 15 47 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 510 30 1
"1208" "exp1" 15 48 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 1 558 25 1
"1208" "exp1" 15 49 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1009 0 0
"1208" "exp1" 15 50 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 2 761 83 1
"1208" "exp1" 15 51 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 712 76 1
"1208" "exp1" 15 52 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 696 64 1
"1208" "exp1" 15 53 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 1 559 27 1
"1208" "exp1" 15 54 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 509 35 1
"1208" "exp1" 15 55 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 659 67 1
"1208" "exp1" 15 56 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 471 0 0
"1208" "exp1" 15 57 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 1 628 0 0
"1208" "exp1" 15 58 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 1 648 0 0
"1208" "exp1" 15 59 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 588 63 1
"1208" "exp1" 15 60 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 761 0 0
"1208" "exp1" 16 1 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 613 47 1
"1208" "exp1" 16 2 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 694 0 0
"1208" "exp1" 16 3 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 541 0 0
"1208" "exp1" 16 4 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 578 75 1
"1208" "exp1" 16 5 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 787 67 1
"1208" "exp1" 16 6 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 673 0 0
"1208" "exp1" 16 7 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 2 1066 0 0
"1208" "exp1" 16 8 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 935 0 0
"1208" "exp1" 16 9 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 679 66 1
"1208" "exp1" 16 10 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 2 857 0 0
"1208" "exp1" 16 11 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 876 0 0
"1208" "exp1" 16 12 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 489 33 1
"1208" "exp1" 16 13 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 1 747 23 1
"1208" "exp1" 16 14 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 567 30 1
"1208" "exp1" 16 15 "graphed-probability" "pro-out" 60 40 15 87 60 40 15 85 2 584 0 0
"1208" "exp1" 16 16 "graphed-probability" "pro-prob" 60 40 45 54 60 40 45 55 1 1042 45 1
"1208" "exp1" 16 17 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 961 0 0
"1208" "exp1" 16 18 "graphed-probability" "congruent" 60 40 64 33 60 40 65 35 1 736 64 1
"1208" "exp1" 16 19 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 1081 64 1
"1208" "exp1" 16 20 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 2 904 0 0
"1208" "exp1" 16 21 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1046 0 0
"1208" "exp1" 16 22 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 800 0 0
"1208" "exp1" 16 23 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 2 1353 65 1
"1208" "exp1" 16 24 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 1 573 24 1
"1208" "exp1" 16 25 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 931 0 0
"1208" "exp1" 16 26 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 1 848 0 0
"1208" "exp1" 16 27 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 931 43 1
"1208" "exp1" 16 28 "graphed-probability" "pro-prob" 60 40 47 54 60 40 45 55 1 1450 47 1
"1208" "exp1" 16 29 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 817 40 1
"1208" "exp1" 16 30 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 538 0 0
"1208" "exp1" 16 31 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 1 527 26 1
"1208" "exp1" 16 32 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 946 20 1
"1208" "exp1" 16 33 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 613 63 1
"1208" "exp1" 16 34 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 2 847 63 1
"1208" "exp1" 16 35 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 885 73 1
"1208" "exp1" 16 36 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 2 1350 0 0
"1208" "exp1" 16 37 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 674 30 1
"1208" "exp1" 16 38 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 1 707 0 0
"1208" "exp1" 16 39 "graphed-probability" "congruent" 70 30 75 27 70 30 75 25 1 707 0 0
"1208" "exp1" 16 40 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 1 1069 27 1
"1208" "exp1" 16 41 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 847 74 1
"1208" "exp1" 16 42 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 2 812 0 0
"1208" "exp1" 16 43 "graphed-probability" "pro-out" 60 40 15 87 60 40 15 85 2 1067 87 1
"1208" "exp1" 16 44 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 743 75 1
"1208" "exp1" 16 45 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 713 0 0
"1208" "exp1" 16 46 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 797 20 1
"1208" "exp1" 16 47 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 1 1560 26 1
"1208" "exp1" 16 48 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 2 1216 0 0
"1208" "exp1" 16 49 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 1 951 35 1
"1208" "exp1" 16 50 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 2 1092 0 0
"1208" "exp1" 16 51 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 1 865 46 1
"1208" "exp1" 16 52 "graphed-probability" "pro-prob" 80 20 23 75 80 20 25 75 1 615 23 1
"1208" "exp1" 16 53 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 1047 13 1
"1208" "exp1" 16 54 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 1 652 35 1
"1208" "exp1" 16 55 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 613 47 1
"1208" "exp1" 16 56 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 751 20 1
"1208" "exp1" 16 57 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 1 609 27 1
"1208" "exp1" 16 58 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 856 0 0
"1208" "exp1" 16 59 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 2 859 0 0
"1208" "exp1" 16 60 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 771 73 1
"1208" "exp1" 17 1 "graphed-probability" "pro-prob" 80 20 25 76 80 20 25 75 1 659 25 1
"1208" "exp1" 17 2 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 1 928 65 1
"1208" "exp1" 17 3 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 2 1230 66 1
"1208" "exp1" 17 4 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 814 0 0
"1208" "exp1" 17 5 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1076 40 1
"1208" "exp1" 17 6 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 651 0 0
"1208" "exp1" 17 7 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 943 40 1
"1208" "exp1" 17 8 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 2 1205 75 1
"1208" "exp1" 17 9 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 1247 76 1
"1208" "exp1" 17 10 "graphed-probability" "pro-out" 80 20 17 83 80 20 15 85 1 1603 17 1
"1208" "exp1" 17 11 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 878 0 0
"1208" "exp1" 17 12 "graphed-probability" "pro-prob" 80 20 43 56 80 20 45 55 1 582 43 1
"1208" "exp1" 17 13 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 2 1050 84 1
"1208" "exp1" 17 14 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 778 20 1
"1208" "exp1" 17 15 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 1 970 0 0
"1208" "exp1" 17 16 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1581 0 0
"1208" "exp1" 17 17 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 1886 0 0
"1208" "exp1" 17 18 "graphed-probability" "pro-prob" 80 20 44 56 80 20 45 55 1 958 44 1
"1208" "exp1" 17 19 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 631 76 1
"1208" "exp1" 17 20 "graphed-probability" "pro-out" 70 30 23 77 70 30 25 75 2 1275 0 0
"1208" "exp1" 17 21 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1016 40 1
"1208" "exp1" 17 22 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1095 0 0
"1208" "exp1" 17 23 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 928 24 1
"1208" "exp1" 17 24 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 671 76 1
"1208" "exp1" 17 25 "graphed-probability" "pro-out" 60 40 36 63 60 40 35 65 2 1366 0 0
"1208" "exp1" 17 26 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 675 75 1
"1208" "exp1" 17 27 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 2 1216 0 0
"1208" "exp1" 17 28 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 2 880 0 0
"1208" "exp1" 17 29 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 1 1476 13 1
"1208" "exp1" 17 30 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 1 1396 46 1
"1208" "exp1" 17 31 "graphed-probability" "congruent" 60 40 64 33 60 40 65 35 1 773 0 0
"1208" "exp1" 17 32 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 544 75 1
"1208" "exp1" 17 33 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 1 970 25 1
"1208" "exp1" 17 34 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 951 0 0
"1208" "exp1" 17 35 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 1 818 46 1
"1208" "exp1" 17 36 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 668 0 0
"1208" "exp1" 17 37 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 2 722 85 1
"1208" "exp1" 17 38 "graphed-probability" "pro-prob" 70 30 37 63 70 30 35 65 1 1133 0 0
"1208" "exp1" 17 39 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 667 0 0
"1208" "exp1" 17 40 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 534 73 1
"1208" "exp1" 17 41 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 1 1966 34 1
"1208" "exp1" 17 42 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 2 1948 86 1
"1208" "exp1" 17 43 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 659 0 0
"1208" "exp1" 17 44 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 2 759 84 1
"1208" "exp1" 17 45 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 1 1114 46 1
"1208" "exp1" 17 46 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 927 20 1
"1208" "exp1" 17 47 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 571 63 1
"1208" "exp1" 17 48 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 533 47 1
"1208" "exp1" 17 49 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 1 564 26 1
"1208" "exp1" 17 50 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 744 30 1
"1208" "exp1" 17 51 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 1 1453 25 1
"1208" "exp1" 17 52 "graphed-probability" "congruent" 70 30 66 34 70 30 65 35 1 929 66 1
"1208" "exp1" 17 53 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 987 20 1
"1208" "exp1" 17 54 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 1 992 43 1
"1208" "exp1" 17 55 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 584 45 1
"1208" "exp1" 17 56 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 626 40 1
"1208" "exp1" 17 57 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 1 635 0 0
"1208" "exp1" 17 58 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 2 917 84 1
"1208" "exp1" 17 59 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 2 832 0 0
"1208" "exp1" 17 60 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 2 1112 0 0
"1208" "exp1" 18 1 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 2 1127 0 0
"1208" "exp1" 18 2 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 800 0 0
"1208" "exp1" 18 3 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 2 2649 0 0
"1208" "exp1" 18 4 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 893 0 0
"1208" "exp1" 18 5 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 1 663 75 1
"1208" "exp1" 18 6 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 2 890 0 0
"1208" "exp1" 18 7 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1076 0 0
"1208" "exp1" 18 8 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1837 0 0
"1208" "exp1" 18 9 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 1 939 45 1
"1208" "exp1" 18 10 "graphed-probability" "pro-out" 60 40 15 87 60 40 15 85 2 798 0 0
"1208" "exp1" 18 11 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 948 0 0
"1208" "exp1" 18 12 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 1 594 43 1
"1208" "exp1" 18 13 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 2 945 83 1
"1208" "exp1" 18 14 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 1236 13 1
"1208" "exp1" 18 15 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 2 950 76 1
"1208" "exp1" 18 16 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 1 600 15 1
"1208" "exp1" 18 17 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 586 64 1
"1208" "exp1" 18 18 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 963 47 1
"1208" "exp1" 18 19 "graphed-probability" "congruent" 60 40 64 37 60 40 65 35 1 787 0 0
"1208" "exp1" 18 20 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 2 686 0 0
"1208" "exp1" 18 21 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 1 872 0 0
"1208" "exp1" 18 22 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 1 733 0 0
"1208" "exp1" 18 23 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 2 809 0 0
"1208" "exp1" 18 24 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 621 0 0
"1208" "exp1" 18 25 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 1 924 0 0
"1208" "exp1" 18 26 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 669 75 1
"1208" "exp1" 18 27 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 668 65 1
"1208" "exp1" 18 28 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 807 20 1
"1208" "exp1" 18 29 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 571 24 1
"1208" "exp1" 18 30 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 822 65 1
"1208" "exp1" 18 31 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 668 0 0
"1208" "exp1" 18 32 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 2 912 0 0
"1208" "exp1" 18 33 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 2 1085 0 0
"1208" "exp1" 18 34 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1062 40 1
"1208" "exp1" 18 35 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 568 74 1
"1208" "exp1" 18 36 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 2 847 84 1
"1208" "exp1" 18 37 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1005 0 0
"1208" "exp1" 18 38 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 2 1119 57 1
"1208" "exp1" 18 39 "graphed-probability" "congruent" 70 30 63 37 70 30 65 35 1 595 63 1
"1208" "exp1" 18 40 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 767 20 1
"1208" "exp1" 18 41 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 1 1031 0 0
"1208" "exp1" 18 42 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 1 994 0 0
"1208" "exp1" 18 43 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 581 0 0
"1208" "exp1" 18 44 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 1190 0 0
"1208" "exp1" 18 45 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 1 565 26 1
"1208" "exp1" 18 46 "graphed-probability" "congruent" 80 20 77 24 80 20 75 25 1 849 77 1
"1208" "exp1" 18 47 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 607 0 0
"1208" "exp1" 18 48 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 1 579 23 1
"1208" "exp1" 18 49 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 1 559 0 0
"1208" "exp1" 18 50 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 571 47 1
"1208" "exp1" 18 51 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 1 534 76 1
"1208" "exp1" 18 52 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1000 20 1
"1208" "exp1" 18 53 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 1 716 0 0
"1208" "exp1" 18 54 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 2 981 77 1
"1208" "exp1" 18 55 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 845 30 1
"1208" "exp1" 18 56 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 706 77 1
"1208" "exp1" 18 57 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 903 40 1
"1208" "exp1" 18 58 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 699 64 1
"1208" "exp1" 18 59 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 1 615 0 0
"1208" "exp1" 18 60 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 1 1515 33 1
"1208" "exp1" 19 1 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 1 1237 0 0
"1208" "exp1" 19 2 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 411 0 0
"1208" "exp1" 19 3 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 509 30 1
"1208" "exp1" 19 4 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 653 65 1
"1208" "exp1" 19 5 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 1 576 74 1
"1208" "exp1" 19 6 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 566 0 0
"1208" "exp1" 19 7 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 527 0 0
"1208" "exp1" 19 8 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 1 688 76 1
"1208" "exp1" 19 9 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 2 876 83 1
"1208" "exp1" 19 10 "graphed-probability" "congruent" 80 20 74 26 80 20 75 25 1 545 74 1
"1208" "exp1" 19 11 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 483 67 1
"1208" "exp1" 19 12 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 835 40 1
"1208" "exp1" 19 13 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 2 1088 0 0
"1208" "exp1" 19 14 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 2 1029 0 0
"1208" "exp1" 19 15 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 571 20 1
"1208" "exp1" 19 16 "graphed-probability" "pro-out" 80 20 15 84 80 20 15 85 1 1402 0 0
"1208" "exp1" 19 17 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 468 75 1
"1208" "exp1" 19 18 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 1 747 14 1
"1208" "exp1" 19 19 "graphed-probability" "pro-prob" 80 20 43 56 80 20 45 55 1 1068 43 1
"1208" "exp1" 19 20 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1017 0 0
"1208" "exp1" 19 21 "graphed-probability" "pro-out" 70 30 25 74 70 30 25 75 2 1046 0 0
"1208" "exp1" 19 22 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 961 30 1
"1208" "exp1" 19 23 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 577 77 1
"1208" "exp1" 19 24 "graphed-probability" "pro-out" 80 20 15 83 80 20 15 85 1 918 15 1
"1208" "exp1" 19 25 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 1 1054 0 0
"1208" "exp1" 19 26 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 2 933 0 0
"1208" "exp1" 19 27 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 1 564 27 1
"1208" "exp1" 19 28 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 523 0 0
"1208" "exp1" 19 29 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 486 23 1
"1208" "exp1" 19 30 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 1 496 0 0
"1208" "exp1" 19 31 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 1 884 45 1
"1208" "exp1" 19 32 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 484 74 1
"1208" "exp1" 19 33 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 1 932 0 0
"1208" "exp1" 19 34 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 718 47 1
"1208" "exp1" 19 35 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 527 0 0
"1208" "exp1" 19 36 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 1 937 33 1
"1208" "exp1" 19 37 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 1 527 24 1
"1208" "exp1" 19 38 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 759 35 1
"1208" "exp1" 19 39 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 678 30 1
"1208" "exp1" 19 40 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 830 40 1
"1208" "exp1" 19 41 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 2 1074 0 0
"1208" "exp1" 19 42 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 985 20 1
"1208" "exp1" 19 43 "graphed-probability" "pro-prob" 60 40 47 55 60 40 45 55 1 837 47 1
"1208" "exp1" 19 44 "graphed-probability" "pro-prob" 80 20 44 56 80 20 45 55 1 561 44 1
"1208" "exp1" 19 45 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 2 933 0 0
"1208" "exp1" 19 46 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 541 20 1
"1208" "exp1" 19 47 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 1 498 35 1
"1208" "exp1" 19 48 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 1 479 25 1
"1208" "exp1" 19 49 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 846 0 0
"1208" "exp1" 19 50 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1135 40 1
"1208" "exp1" 19 51 "graphed-probability" "pro-prob" 70 30 34 66 70 30 35 65 1 476 34 1
"1208" "exp1" 19 52 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 734 0 0
"1208" "exp1" 19 53 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 748 67 1
"1208" "exp1" 19 54 "graphed-probability" "pro-out" 60 40 15 86 60 40 15 85 2 969 86 1
"1208" "exp1" 19 55 "graphed-probability" "pro-out" 60 40 35 67 60 40 35 65 1 948 35 1
"1208" "exp1" 19 56 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 655 66 1
"1208" "exp1" 19 57 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 2 1250 0 0
"1208" "exp1" 19 58 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 1 942 0 0
"1208" "exp1" 19 59 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 542 45 1
"1208" "exp1" 19 60 "graphed-probability" "congruent" 80 20 73 27 80 20 75 25 1 600 73 1
"1208" "exp1" 20 1 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 652 0 0
"1208" "exp1" 20 2 "graphed-probability" "congruent" 60 40 64 34 60 40 65 35 1 670 64 1
"1208" "exp1" 20 3 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 2 999 0 0
"1208" "exp1" 20 4 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 2 1151 75 1
"1208" "exp1" 20 5 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 1 880 46 1
"1208" "exp1" 20 6 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 1 584 23 1
"1208" "exp1" 20 7 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 814 0 0
"1208" "exp1" 20 8 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1235 0 0
"1208" "exp1" 20 9 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 604 67 1
"1208" "exp1" 20 10 "graphed-probability" "pro-prob" 60 40 47 54 60 40 45 55 1 968 0 0
"1208" "exp1" 20 11 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1003 20 1
"1208" "exp1" 20 12 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 1 579 0 0
"1208" "exp1" 20 13 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 468 20 1
"1208" "exp1" 20 14 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 1 575 74 1
"1208" "exp1" 20 15 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 2 842 0 0
"1208" "exp1" 20 16 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 944 65 1
"1208" "exp1" 20 17 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 1 642 25 1
"1208" "exp1" 20 18 "graphed-probability" "congruent" 70 30 63 37 70 30 65 35 1 780 63 1
"1208" "exp1" 20 19 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 2 1099 0 0
"1208" "exp1" 20 20 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 858 65 1
"1208" "exp1" 20 21 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 619 0 0
"1208" "exp1" 20 22 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 520 30 1
"1208" "exp1" 20 23 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 1 1623 24 1
"1208" "exp1" 20 24 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 1 1167 16 1
"1208" "exp1" 20 25 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 2 971 0 0
"1208" "exp1" 20 26 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 1 696 46 1
"1208" "exp1" 20 27 "graphed-probability" "congruent" 60 40 64 33 60 40 65 35 1 728 64 1
"1208" "exp1" 20 28 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 1 1006 0 0
"1208" "exp1" 20 29 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1060 40 1
"1208" "exp1" 20 30 "graphed-probability" "congruent" 60 40 67 33 60 40 65 35 1 1049 0 0
"1208" "exp1" 20 31 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 936 0 0
"1208" "exp1" 20 32 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 1 934 0 0
"1208" "exp1" 20 33 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 2 1314 76 1
"1208" "exp1" 20 34 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 972 40 1
"1208" "exp1" 20 35 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 483 35 1
"1208" "exp1" 20 36 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 1 813 0 0
"1208" "exp1" 20 37 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 649 40 1
"1208" "exp1" 20 38 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 689 0 0
"1208" "exp1" 20 39 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 2 531 0 0
"1208" "exp1" 20 40 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 2 1703 0 0
"1208" "exp1" 20 41 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 1 980 24 1
"1208" "exp1" 20 42 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 1 485 43 1
"1208" "exp1" 20 43 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 1 1316 34 1
"1208" "exp1" 20 44 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 488 30 1
"1208" "exp1" 20 45 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 458 0 0
"1208" "exp1" 20 46 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 481 0 0
"1208" "exp1" 20 47 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 1 728 0 0
"1208" "exp1" 20 48 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 1 563 0 0
"1208" "exp1" 20 49 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 570 20 1
"1208" "exp1" 20 50 "graphed-probability" "congruent" 80 20 74 26 80 20 75 25 1 518 74 1
"1208" "exp1" 20 51 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 810 87 1
"1208" "exp1" 20 52 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 1 491 33 1
"1208" "exp1" 20 53 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 528 0 0
"1208" "exp1" 20 54 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 1 846 33 1
"1208" "exp1" 20 55 "graphed-probability" "pro-prob" 70 30 36 66 70 30 35 65 1 557 36 1
"1208" "exp1" 20 56 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 1 1455 16 1
"1208" "exp1" 20 57 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 1 567 0 0
"1208" "exp1" 20 58 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 467 76 1
"1208" "exp1" 20 59 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 958 40 1
"1208" "exp1" 20 60 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 523 74 1
"1209" "exp1" 1 1 "graphed-probability" "pro-prob" 80 20 23 75 80 20 25 75 1 505 0 0
"1209" "exp1" 1 2 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 740 20 1
"1209" "exp1" 1 3 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 535 0 0
"1209" "exp1" 1 4 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 1 710 13 1
"1209" "exp1" 1 5 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 884 63 1
"1209" "exp1" 1 6 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 643 0 0
"1209" "exp1" 1 7 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 601 0 0
"1209" "exp1" 1 8 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 1 562 0 0
"1209" "exp1" 1 9 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 1 571 14 1
"1209" "exp1" 1 10 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 1 932 0 0
"1209" "exp1" 1 11 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 759 20 1
"1209" "exp1" 1 12 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 1 926 0 0
"1209" "exp1" 1 13 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 1 921 37 1
"1209" "exp1" 1 14 "graphed-probability" "congruent" 80 20 75 25 80 20 75 25 1 905 75 1
"1209" "exp1" 1 15 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 1 1113 45 1
"1209" "exp1" 1 16 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 1 1270 36 1
"1209" "exp1" 1 17 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 1190 74 1
"1209" "exp1" 1 18 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 942 66 1
"1209" "exp1" 1 19 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 1 1372 0 0
"1209" "exp1" 1 20 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1401 20 1
"1209" "exp1" 1 21 "graphed-probability" "pro-out" 60 40 35 67 60 40 35 65 1 1513 0 0
"1209" "exp1" 1 22 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 2010 40 1
"1209" "exp1" 1 23 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 842 66 1
"1209" "exp1" 1 24 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 541 0 0
"1209" "exp1" 1 25 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 2 1547 0 0
"1209" "exp1" 1 26 "graphed-probability" "congruent" 80 20 77 25 80 20 75 25 1 843 0 0
"1209" "exp1" 1 27 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 1 1081 0 0
"1209" "exp1" 1 28 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 1138 47 1
"1209" "exp1" 1 29 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 1052 0 0
"1209" "exp1" 1 30 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 2 1569 67 1
"1209" "exp1" 1 31 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 876 45 1
"1209" "exp1" 1 32 "graphed-probability" "congruent" 80 20 77 25 80 20 75 25 1 1245 77 1
"1209" "exp1" 1 33 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 2 1713 55 1
"1209" "exp1" 1 34 "graphed-probability" "pro-prob" 60 40 47 54 60 40 45 55 1 1022 47 1
"1209" "exp1" 1 35 "graphed-probability" "pro-out" 80 20 15 86 80 20 15 85 1 872 15 1
"1209" "exp1" 1 36 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 1271 13 1
"1209" "exp1" 1 37 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 1 893 0 0
"1209" "exp1" 1 38 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 1044 35 1
"1209" "exp1" 1 39 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 683 40 1
"1209" "exp1" 1 40 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 1596 0 0
"1209" "exp1" 1 41 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 542 76 1
"1209" "exp1" 1 42 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 522 63 1
"1209" "exp1" 1 43 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 623 0 0
"1209" "exp1" 1 44 "graphed-probability" "pro-out" 70 30 26 75 70 30 25 75 1 582 26 1
"1209" "exp1" 1 45 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 1 505 0 0
"1209" "exp1" 1 46 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 529 23 1
"1209" "exp1" 1 47 "graphed-probability" "pro-out" 80 20 17 83 80 20 15 85 1 440 17 1
"1209" "exp1" 1 48 "graphed-probability" "congruent" 60 40 65 36 60 40 65 35 2 1284 0 0
"1209" "exp1" 1 49 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 1384 24 1
"1209" "exp1" 1 50 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 1 908 26 1
"1209" "exp1" 1 51 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 669 20 1
"1209" "exp1" 1 52 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 704 30 1
"1209" "exp1" 1 53 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 643 30 1
"1209" "exp1" 1 54 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 959 0 0
"1209" "exp1" 1 55 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 826 0 0
"1209" "exp1" 1 56 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 1 872 0 0
"1209" "exp1" 1 57 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1515 40 1
"1209" "exp1" 1 58 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 2 1513 85 1
"1209" "exp1" 1 59 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 1 1255 25 1
"1209" "exp1" 1 60 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 2 1499 86 1
"1209" "exp1" 2 1 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 1 519 24 1
"1209" "exp1" 2 2 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 582 30 1
"1209" "exp1" 2 3 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 472 63 1
"1209" "exp1" 2 4 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1231 20 1
"1209" "exp1" 2 5 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 875 0 0
"1209" "exp1" 2 6 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 1 1076 33 1
"1209" "exp1" 2 7 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 1 880 46 1
"1209" "exp1" 2 8 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 1 613 27 1
"1209" "exp1" 2 9 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 1 542 46 1
"1209" "exp1" 2 10 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 622 0 0
"1209" "exp1" 2 11 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 730 76 1
"1209" "exp1" 2 12 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 1 702 46 1
"1209" "exp1" 2 13 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 702 30 1
"1209" "exp1" 2 14 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 1 591 13 1
"1209" "exp1" 2 15 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 1169 0 0
"1209" "exp1" 2 16 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1152 0 0
"1209" "exp1" 2 17 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 1522 87 1
"1209" "exp1" 2 18 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 1 688 0 0
"1209" "exp1" 2 19 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 2 1245 0 0
"1209" "exp1" 2 20 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 2 2005 84 1
"1209" "exp1" 2 21 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 1 768 43 1
"1209" "exp1" 2 22 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 628 77 1
"1209" "exp1" 2 23 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 738 67 1
"1209" "exp1" 2 24 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1194 0 0
"1209" "exp1" 2 25 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 662 46 1
"1209" "exp1" 2 26 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1519 0 0
"1209" "exp1" 2 27 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 1 635 75 1
"1209" "exp1" 2 28 "graphed-probability" "pro-out" 60 40 35 67 60 40 35 65 1 922 35 1
"1209" "exp1" 2 29 "graphed-probability" "congruent" 60 40 67 33 60 40 65 35 1 837 67 1
"1209" "exp1" 2 30 "graphed-probability" "congruent" 80 20 73 27 80 20 75 25 1 744 0 0
"1209" "exp1" 2 31 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1022 0 0
"1209" "exp1" 2 32 "graphed-probability" "pro-prob" 80 20 25 74 80 20 25 75 1 653 25 1
"1209" "exp1" 2 33 "graphed-probability" "congruent" 70 30 75 27 70 30 75 25 1 600 75 1
"1209" "exp1" 2 34 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 1 495 16 1
"1209" "exp1" 2 35 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1816 0 0
"1209" "exp1" 2 36 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 578 0 0
"1209" "exp1" 2 37 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 608 47 1
"1209" "exp1" 2 38 "graphed-probability" "pro-out" 60 40 15 86 60 40 15 85 1 949 15 1
"1209" "exp1" 2 39 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 1 575 23 1
"1209" "exp1" 2 40 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 1 651 0 0
"1209" "exp1" 2 41 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 1 600 27 1
"1209" "exp1" 2 42 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 1 1444 46 1
"1209" "exp1" 2 43 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 858 20 1
"1209" "exp1" 2 44 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 2577 0 0
"1209" "exp1" 2 45 "graphed-probability" "pro-out" 70 30 25 74 70 30 25 75 1 706 25 1
"1209" "exp1" 2 46 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 1 598 0 0
"1209" "exp1" 2 47 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 711 0 0
"1209" "exp1" 2 48 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 627 40 1
"1209" "exp1" 2 49 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 528 33 1
"1209" "exp1" 2 50 "graphed-probability" "pro-out" 70 30 26 75 70 30 25 75 1 661 26 1
"1209" "exp1" 2 51 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 1 1208 33 1
"1209" "exp1" 2 52 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 749 63 1
"1209" "exp1" 2 53 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 1542 0 0
"1209" "exp1" 2 54 "graphed-probability" "congruent" 60 40 64 33 60 40 65 35 1 902 0 0
"1209" "exp1" 2 55 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 1 908 43 1
"1209" "exp1" 2 56 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 1023 0 0
"1209" "exp1" 2 57 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 715 75 1
"1209" "exp1" 2 58 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 1 1097 14 1
"1209" "exp1" 2 59 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1013 20 1
"1209" "exp1" 2 60 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 951 74 1
"1209" "exp1" 3 1 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 571 74 1
"1209" "exp1" 3 2 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 1 901 47 1
"1209" "exp1" 3 3 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 1 1075 34 1
"1209" "exp1" 3 4 "graphed-probability" "congruent" 70 30 66 34 70 30 65 35 1 701 0 0
"1209" "exp1" 3 5 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 979 30 1
"1209" "exp1" 3 6 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 1080 37 1
"1209" "exp1" 3 7 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 1 1300 0 0
"1209" "exp1" 3 8 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 944 36 1
"1209" "exp1" 3 9 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 706 0 0
"1209" "exp1" 3 10 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1048 0 0
"1209" "exp1" 3 11 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 604 74 1
"1209" "exp1" 3 12 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 1 982 27 1
"1209" "exp1" 3 13 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 1 674 77 1
"1209" "exp1" 3 14 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 1 972 0 0
"1209" "exp1" 3 15 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1249 40 1
"1209" "exp1" 3 16 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 687 77 1
"1209" "exp1" 3 17 "graphed-probability" "pro-out" 70 30 25 74 70 30 25 75 1 1102 25 1
"1209" "exp1" 3 18 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 2 1135 0 0
"1209" "exp1" 3 19 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 2 863 0 0
"1209" "exp1" 3 20 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 1116 66 1
"1209" "exp1" 3 21 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 1 1286 0 0
"1209" "exp1" 3 22 "graphed-probability" "congruent" 70 30 75 27 70 30 75 25 1 875 75 1
"1209" "exp1" 3 23 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 832 0 0
"1209" "exp1" 3 24 "graphed-probability" "pro-prob" 80 20 25 74 80 20 25 75 1 1211 0 0
"1209" "exp1" 3 25 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 746 75 1
"1209" "exp1" 3 26 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1486 0 0
"1209" "exp1" 3 27 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1020 0 0
"1209" "exp1" 3 28 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 1 1111 23 1
"1209" "exp1" 3 29 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 1 777 24 1
"1209" "exp1" 3 30 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 1 1423 16 1
"1209" "exp1" 3 31 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 748 0 0
"1209" "exp1" 3 32 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 903 20 1
"1209" "exp1" 3 33 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 1107 45 1
"1209" "exp1" 3 34 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 1 809 34 1
"1209" "exp1" 3 35 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 1 714 0 0
"1209" "exp1" 3 36 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 1859 47 1
"1209" "exp1" 3 37 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 991 0 0
"1209" "exp1" 3 38 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 2 1614 0 0
"1209" "exp1" 3 39 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1051 0 0
"1209" "exp1" 3 40 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 486 30 1
"1209" "exp1" 3 41 "graphed-probability" "pro-out" 80 20 17 83 80 20 15 85 1 592 17 1
"1209" "exp1" 3 42 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 1 487 33 1
"1209" "exp1" 3 43 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 1 711 0 0
"1209" "exp1" 3 44 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 456 0 0
"1209" "exp1" 3 45 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 626 0 0
"1209" "exp1" 3 46 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 849 30 1
"1209" "exp1" 3 47 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 689 30 1
"1209" "exp1" 3 48 "graphed-probability" "pro-prob" 80 20 25 76 80 20 25 75 1 513 25 1
"1209" "exp1" 3 49 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 1 528 35 1
"1209" "exp1" 3 50 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 542 73 1
"1209" "exp1" 3 51 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 576 74 1
"1209" "exp1" 3 52 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 1 513 17 1
"1209" "exp1" 3 53 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 416 20 1
"1209" "exp1" 3 54 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 1 490 0 0
"1209" "exp1" 3 55 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 580 65 1
"1209" "exp1" 3 56 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 605 0 0
"1209" "exp1" 3 57 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 1 572 0 0
"1209" "exp1" 3 58 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 1 774 0 0
"1209" "exp1" 3 59 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 931 67 1
"1209" "exp1" 3 60 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 1 464 17 1
"1209" "exp1" 4 1 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 1 556 27 1
"1209" "exp1" 4 2 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 675 64 1
"1209" "exp1" 4 3 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 865 0 0
"1209" "exp1" 4 4 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 577 0 0
"1209" "exp1" 4 5 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 717 25 1
"1209" "exp1" 4 6 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 2 1086 0 0
"1209" "exp1" 4 7 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 1 803 43 1
"1209" "exp1" 4 8 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 1 1619 0 0
"1209" "exp1" 4 9 "graphed-probability" "pro-prob" 70 30 37 63 70 30 35 65 1 579 37 1
"1209" "exp1" 4 10 "graphed-probability" "congruent" 80 20 75 25 80 20 75 25 1 490 75 1
"1209" "exp1" 4 11 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1353 40 1
"1209" "exp1" 4 12 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 1 1089 17 1
"1209" "exp1" 4 13 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 566 45 1
"1209" "exp1" 4 14 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 1 569 17 1
"1209" "exp1" 4 15 "graphed-probability" "pro-prob" 80 20 43 56 80 20 45 55 1 626 43 1
"1209" "exp1" 4 16 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 843 20 1
"1209" "exp1" 4 17 "graphed-probability" "pro-out" 80 20 15 83 80 20 15 85 1 526 15 1
"1209" "exp1" 4 18 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 877 24 1
"1209" "exp1" 4 19 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 490 66 1
"1209" "exp1" 4 20 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 461 64 1
"1209" "exp1" 4 21 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 1 483 0 0
"1209" "exp1" 4 22 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 484 20 1
"1209" "exp1" 4 23 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 379 77 1
"1209" "exp1" 4 24 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 455 40 1
"1209" "exp1" 4 25 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 599 76 1
"1209" "exp1" 4 26 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 477 0 0
"1209" "exp1" 4 27 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 1 768 0 0
"1209" "exp1" 4 28 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 559 30 1
"1209" "exp1" 4 29 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 385 76 1
"1209" "exp1" 4 30 "graphed-probability" "pro-out" 60 40 37 65 60 40 35 65 1 658 37 1
"1209" "exp1" 4 31 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 481 0 0
"1209" "exp1" 4 32 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 606 24 1
"1209" "exp1" 4 33 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 1 681 0 0
"1209" "exp1" 4 34 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 1 764 43 1
"1209" "exp1" 4 35 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 1 470 0 0
"1209" "exp1" 4 36 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 1 553 0 0
"1209" "exp1" 4 37 "graphed-probability" "congruent" 70 30 77 26 70 30 75 25 1 453 0 0
"1209" "exp1" 4 38 "graphed-probability" "congruent" 80 20 75 25 80 20 75 25 1 583 75 1
"1209" "exp1" 4 39 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 477 0 0
"1209" "exp1" 4 40 "graphed-probability" "congruent" 70 30 77 26 70 30 75 25 1 483 77 1
"1209" "exp1" 4 41 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 1 456 23 1
"1209" "exp1" 4 42 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 393 0 0
"1209" "exp1" 4 43 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 1 543 43 1
"1209" "exp1" 4 44 "graphed-probability" "pro-prob" 80 20 44 56 80 20 45 55 1 449 44 1
"1209" "exp1" 4 45 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 1 494 25 1
"1209" "exp1" 4 46 "graphed-probability" "congruent" 70 30 66 37 70 30 65 35 1 601 0 0
"1209" "exp1" 4 47 "graphed-probability" "pro-prob" 60 40 44 54 60 40 45 55 1 638 44 1
"1209" "exp1" 4 48 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 1 555 33 1
"1209" "exp1" 4 49 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 1 565 14 1
"1209" "exp1" 4 50 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 1 548 13 1
"1209" "exp1" 4 51 "graphed-probability" "congruent" 80 20 73 25 80 20 75 25 1 721 0 0
"1209" "exp1" 4 52 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 1 976 44 1
"1209" "exp1" 4 53 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 809 30 1
"1209" "exp1" 4 54 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 586 63 1
"1209" "exp1" 4 55 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 534 20 1
"1209" "exp1" 4 56 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 512 20 1
"1209" "exp1" 4 57 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 672 37 1
"1209" "exp1" 4 58 "graphed-probability" "pro-out" 60 40 36 64 60 40 35 65 1 724 36 1
"1209" "exp1" 4 59 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 629 64 1
"1209" "exp1" 4 60 "graphed-probability" "pro-out" 70 30 23 77 70 30 25 75 1 880 23 1
"1209" "exp1" 5 1 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 528 0 0
"1209" "exp1" 5 2 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 1 1234 33 1
"1209" "exp1" 5 3 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 1 1059 0 0
"1209" "exp1" 5 4 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 1 497 27 1
"1209" "exp1" 5 5 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 1 626 0 0
"1209" "exp1" 5 6 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 545 40 1
"1209" "exp1" 5 7 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 1 453 35 1
"1209" "exp1" 5 8 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 509 66 1
"1209" "exp1" 5 9 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 1 442 0 0
"1209" "exp1" 5 10 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 544 0 0
"1209" "exp1" 5 11 "graphed-probability" "congruent" 70 30 66 34 70 30 65 35 1 585 0 0
"1209" "exp1" 5 12 "graphed-probability" "pro-prob" 60 40 44 54 60 40 45 55 1 685 0 0
"1209" "exp1" 5 13 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 1 457 76 1
"1209" "exp1" 5 14 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 1 581 0 0
"1209" "exp1" 5 15 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 527 73 1
"1209" "exp1" 5 16 "graphed-probability" "pro-out" 70 30 25 77 70 30 25 75 1 480 0 0
"1209" "exp1" 5 17 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 439 20 1
"1209" "exp1" 5 18 "graphed-probability" "congruent" 60 40 65 35 60 40 65 35 1 431 65 1
"1209" "exp1" 5 19 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 1 412 0 0
"1209" "exp1" 5 20 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 1 568 0 0
"1209" "exp1" 5 21 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 516 40 1
"1209" "exp1" 5 22 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 1 400 13 1
"1209" "exp1" 5 23 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 439 40 1
"1209" "exp1" 5 24 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 483 20 1
"1209" "exp1" 5 25 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 383 45 1
"1209" "exp1" 5 26 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 1 431 23 1
"1209" "exp1" 5 27 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 427 73 1
"1209" "exp1" 5 28 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 400 30 1
"1209" "exp1" 5 29 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 474 20 1
"1209" "exp1" 5 30 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 451 47 1
"1209" "exp1" 5 31 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 1 412 76 1
"1209" "exp1" 5 32 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 1 438 14 1
"1209" "exp1" 5 33 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 1 443 0 0
"1209" "exp1" 5 34 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 1 683 46 1
"1209" "exp1" 5 35 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 436 0 0
"1209" "exp1" 5 36 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 1 408 24 1
"1209" "exp1" 5 37 "graphed-probability" "congruent" 60 40 64 33 60 40 65 35 1 450 64 1
"1209" "exp1" 5 38 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 473 74 1
"1209" "exp1" 5 39 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 493 30 1
"1209" "exp1" 5 40 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 468 47 1
"1209" "exp1" 5 41 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 456 67 1
"1209" "exp1" 5 42 "graphed-probability" "pro-out" 80 20 15 83 80 20 15 85 1 477 0 0
"1209" "exp1" 5 43 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 412 20 1
"1209" "exp1" 5 44 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 767 0 0
"1209" "exp1" 5 45 "graphed-probability" "pro-out" 60 40 35 67 60 40 35 65 1 2138 0 0
"1209" "exp1" 5 46 "graphed-probability" "pro-prob" 70 30 34 66 70 30 35 65 1 1087 34 1
"1209" "exp1" 5 47 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 1259 0 0
"1209" "exp1" 5 48 "graphed-probability" "congruent" 60 40 63 35 60 40 65 35 1 1200 0 0
"1209" "exp1" 5 49 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 946 23 1
"1209" "exp1" 5 50 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 2 1221 0 0
"1209" "exp1" 5 51 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 631 0 0
"1209" "exp1" 5 52 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 1 723 13 1
"1209" "exp1" 5 53 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 801 30 1
"1209" "exp1" 5 54 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 779 30 1
"1209" "exp1" 5 55 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 608 0 0
"1209" "exp1" 5 56 "graphed-probability" "pro-out" 60 40 13 85 60 40 15 85 1 891 13 1
"1209" "exp1" 5 57 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 1 721 23 1
"1209" "exp1" 5 58 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 1 988 47 1
"1209" "exp1" 5 59 "graphed-probability" "pro-out" 60 40 14 83 60 40 15 85 1 1323 14 1
"1209" "exp1" 5 60 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 1 1300 45 1
"1209" "exp1" 6 1 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 513 0 0
"1209" "exp1" 6 2 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 444 65 1
"1209" "exp1" 6 3 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 1 471 33 1
"1209" "exp1" 6 4 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 1 461 44 1
"1209" "exp1" 6 5 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 415 47 1
"1209" "exp1" 6 6 "graphed-probability" "congruent" 80 20 77 25 80 20 75 25 1 384 0 0
"1209" "exp1" 6 7 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 1 591 0 0
"1209" "exp1" 6 8 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 1 571 0 0
"1209" "exp1" 6 9 "graphed-probability" "congruent" 70 30 77 24 70 30 75 25 1 472 77 1
"1209" "exp1" 6 10 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 435 20 1
"1209" "exp1" 6 11 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 1 354 26 1
"1209" "exp1" 6 12 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 1 617 0 0
"1209" "exp1" 6 13 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 701 30 1
"1209" "exp1" 6 14 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 1 687 47 1
"1209" "exp1" 6 15 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 1 497 13 1
"1209" "exp1" 6 16 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 650 0 0
"1209" "exp1" 6 17 "graphed-probability" "pro-prob" 80 20 25 74 80 20 25 75 1 644 25 1
"1209" "exp1" 6 18 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 670 0 0
"1209" "exp1" 6 19 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 471 44 1
"1209" "exp1" 6 20 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 1 981 0 0
"1209" "exp1" 6 21 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 1 604 44 1
"1209" "exp1" 6 22 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1384 40 1
"1209" "exp1" 6 23 "graphed-probability" "pro-prob" 60 40 45 54 60 40 45 55 1 1179 0 0
"1209" "exp1" 6 24 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 610 45 1
"1209" "exp1" 6 25 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 552 63 1
"1209" "exp1" 6 26 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 751 30 1
"1209" "exp1" 6 27 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 496 36 1
"1209" "exp1" 6 28 "graphed-probability" "pro-out" 80 20 17 83 80 20 15 85 1 561 0 0
"1209" "exp1" 6 29 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 1 1106 0 0
"1209" "exp1" 6 30 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 1 777 34 1
"1209" "exp1" 6 31 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 474 30 1
"1209" "exp1" 6 32 "graphed-probability" "pro-out" 80 20 13 84 80 20 15 85 1 431 0 0
"1209" "exp1" 6 33 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 1 478 75 1
"1209" "exp1" 6 34 "graphed-probability" "congruent" 70 30 77 26 70 30 75 25 1 437 77 1
"1209" "exp1" 6 35 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 1 471 15 1
"1209" "exp1" 6 36 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 408 0 0
"1209" "exp1" 6 37 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 1 410 27 1
"1209" "exp1" 6 38 "graphed-probability" "pro-prob" 80 20 45 56 80 20 45 55 1 417 45 1
"1209" "exp1" 6 39 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 464 0 0
"1209" "exp1" 6 40 "graphed-probability" "pro-out" 60 40 37 65 60 40 35 65 2 1210 65 1
"1209" "exp1" 6 41 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 1 667 0 0
"1209" "exp1" 6 42 "graphed-probability" "pro-out" 70 30 27 77 70 30 25 75 1 749 0 0
"1209" "exp1" 6 43 "graphed-probability" "congruent" 80 20 76 24 80 20 75 25 1 586 0 0
"1209" "exp1" 6 44 "graphed-probability" "congruent" 80 20 73 25 80 20 75 25 1 480 0 0
"1209" "exp1" 6 45 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 520 65 1
"1209" "exp1" 6 46 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 401 20 1
"1209" "exp1" 6 47 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 1 452 26 1
"1209" "exp1" 6 48 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 485 0 0
"1209" "exp1" 6 49 "graphed-probability" "pro-out" 60 40 36 63 60 40 35 65 1 520 0 0
"1209" "exp1" 6 50 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 1 374 27 1
"1209" "exp1" 6 51 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 1 366 0 0
"1209" "exp1" 6 52 "graphed-probability" "congruent" 60 40 63 35 60 40 65 35 1 560 63 1
"1209" "exp1" 6 53 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 406 74 1
"1209" "exp1" 6 54 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 475 65 1
"1209" "exp1" 6 55 "graphed-probability" "pro-out" 80 20 17 83 80 20 15 85 1 435 17 1
"1209" "exp1" 6 56 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 510 40 1
"1209" "exp1" 6 57 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 341 0 0
"1209" "exp1" 6 58 "graphed-probability" "pro-prob" 70 30 36 63 70 30 35 65 1 438 36 1
"1209" "exp1" 6 59 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 590 0 0
"1209" "exp1" 6 60 "graphed-probability" "congruent" 60 40 65 36 60 40 65 35 1 697 0 0
"1209" "exp1" 7 1 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 430 40 1
"1209" "exp1" 7 2 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 533 74 1
"1209" "exp1" 7 3 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 1 497 27 1
"1209" "exp1" 7 4 "graphed-probability" "congruent" 70 30 77 26 70 30 75 25 1 561 0 0
"1209" "exp1" 7 5 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 725 0 0
"1209" "exp1" 7 6 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 538 0 0
"1209" "exp1" 7 7 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 577 0 0
"1209" "exp1" 7 8 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 1 506 24 1
"1209" "exp1" 7 9 "graphed-probability" "pro-prob" 60 40 44 54 60 40 45 55 1 1340 44 1
"1209" "exp1" 7 10 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 1 1637 0 0
"1209" "exp1" 7 11 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 1 1143 16 1
"1209" "exp1" 7 12 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 515 30 1
"1209" "exp1" 7 13 "graphed-probability" "congruent" 60 40 65 35 60 40 65 35 1 445 0 0
"1209" "exp1" 7 14 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 1 513 33 1
"1209" "exp1" 7 15 "graphed-probability" "congruent" 80 20 75 25 80 20 75 25 1 401 75 1
"1209" "exp1" 7 16 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 1 539 35 1
"1209" "exp1" 7 17 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 359 35 1
"1209" "exp1" 7 18 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 556 0 0
"1209" "exp1" 7 19 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 577 0 0
"1209" "exp1" 7 20 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 1 941 0 0
"1209" "exp1" 7 21 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 1 676 16 1
"1209" "exp1" 7 22 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 1 402 0 0
"1209" "exp1" 7 23 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 510 45 1
"1209" "exp1" 7 24 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 452 45 1
"1209" "exp1" 7 25 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 449 0 0
"1209" "exp1" 7 26 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 433 20 1
"1209" "exp1" 7 27 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 449 76 1
"1209" "exp1" 7 28 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 1 397 16 1
"1209" "exp1" 7 29 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 453 75 1
"1209" "exp1" 7 30 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 1 524 16 1
"1209" "exp1" 7 31 "graphed-probability" "congruent" 70 30 77 26 70 30 75 25 1 360 0 0
"1209" "exp1" 7 32 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 1 549 37 1
"1209" "exp1" 7 33 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 1 527 65 1
"1209" "exp1" 7 34 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 536 20 1
"1209" "exp1" 7 35 "graphed-probability" "pro-out" 70 30 25 74 70 30 25 75 1 436 25 1
"1209" "exp1" 7 36 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 536 20 1
"1209" "exp1" 7 37 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 1 504 0 0
"1209" "exp1" 7 38 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 1 556 0 0
"1209" "exp1" 7 39 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 566 67 1
"1209" "exp1" 7 40 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 1 439 0 0
"1209" "exp1" 7 41 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 475 74 1
"1209" "exp1" 7 42 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 715 43 1
"1209" "exp1" 7 43 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 1 867 14 1
"1209" "exp1" 7 44 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 492 0 0
"1209" "exp1" 7 45 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 1 454 16 1
"1209" "exp1" 7 46 "graphed-probability" "pro-out" 60 40 35 66 60 40 35 65 1 824 0 0
"1209" "exp1" 7 47 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 808 66 1
"1209" "exp1" 7 48 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 1 519 0 0
"1209" "exp1" 7 49 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 609 40 1
"1209" "exp1" 7 50 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 1 578 0 0
"1209" "exp1" 7 51 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 437 30 1
"1209" "exp1" 7 52 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 597 0 0
"1209" "exp1" 7 53 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 460 0 0
"1209" "exp1" 7 54 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 1 408 33 1
"1209" "exp1" 7 55 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 424 73 1
"1209" "exp1" 7 56 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 458 20 1
"1209" "exp1" 7 57 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 1 690 45 1
"1209" "exp1" 7 58 "graphed-probability" "pro-out" 70 30 27 77 70 30 25 75 1 474 0 0
"1209" "exp1" 7 59 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 1 506 45 1
"1209" "exp1" 7 60 "graphed-probability" "pro-out" 70 30 25 74 70 30 25 75 1 455 0 0
"1209" "exp1" 8 1 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 577 30 1
"1209" "exp1" 8 2 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 625 20 1
"1209" "exp1" 8 3 "graphed-probability" "pro-out" 70 30 23 77 70 30 25 75 1 899 0 0
"1209" "exp1" 8 4 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 1 1060 13 1
"1209" "exp1" 8 5 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 1 1043 0 0
"1209" "exp1" 8 6 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 1 1115 46 1
"1209" "exp1" 8 7 "graphed-probability" "pro-prob" 80 20 25 74 80 20 25 75 1 1128 25 1
"1209" "exp1" 8 8 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 1269 87 1
"1209" "exp1" 8 9 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1140 40 1
"1209" "exp1" 8 10 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 617 74 1
"1209" "exp1" 8 11 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 595 75 1
"1209" "exp1" 8 12 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 1 641 37 1
"1209" "exp1" 8 13 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 1 568 0 0
"1209" "exp1" 8 14 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 1 668 33 1
"1209" "exp1" 8 15 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 627 0 0
"1209" "exp1" 8 16 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 2 1022 0 0
"1209" "exp1" 8 17 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 1 742 13 1
"1209" "exp1" 8 18 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 1 833 46 1
"1209" "exp1" 8 19 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 750 0 0
"1209" "exp1" 8 20 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 846 40 1
"1209" "exp1" 8 21 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 611 63 1
"1209" "exp1" 8 22 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 1 1120 33 1
"1209" "exp1" 8 23 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 533 30 1
"1209" "exp1" 8 24 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 451 0 0
"1209" "exp1" 8 25 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 410 77 1
"1209" "exp1" 8 26 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 410 46 1
"1209" "exp1" 8 27 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 1 448 0 0
"1209" "exp1" 8 28 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 367 66 1
"1209" "exp1" 8 29 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 1 437 0 0
"1209" "exp1" 8 30 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 1 550 0 0
"1209" "exp1" 8 31 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 1 494 0 0
"1209" "exp1" 8 32 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 407 40 1
"1209" "exp1" 8 33 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 406 74 1
"1209" "exp1" 8 34 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 508 67 1
"1209" "exp1" 8 35 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 1 502 0 0
"1209" "exp1" 8 36 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 476 0 0
"1209" "exp1" 8 37 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 1 583 17 1
"1209" "exp1" 8 38 "graphed-probability" "congruent" 80 20 74 26 80 20 75 25 1 574 0 0
"1209" "exp1" 8 39 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 1 510 34 1
"1209" "exp1" 8 40 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 564 64 1
"1209" "exp1" 8 41 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 522 0 0
"1209" "exp1" 8 42 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 567 77 1
"1209" "exp1" 8 43 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 757 44 1
"1209" "exp1" 8 44 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 1 683 0 0
"1209" "exp1" 8 45 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 1 737 16 1
"1209" "exp1" 8 46 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 1 548 16 1
"1209" "exp1" 8 47 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 1 553 25 1
"1209" "exp1" 8 48 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 409 0 0
"1209" "exp1" 8 49 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 567 63 1
"1209" "exp1" 8 50 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 446 20 1
"1209" "exp1" 8 51 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 403 0 0
"1209" "exp1" 8 52 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 1 393 14 1
"1209" "exp1" 8 53 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 453 24 1
"1209" "exp1" 8 54 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 413 20 1
"1209" "exp1" 8 55 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1133 0 0
"1209" "exp1" 8 56 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 660 66 1
"1209" "exp1" 8 57 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 1 768 33 1
"1209" "exp1" 8 58 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 670 45 1
"1209" "exp1" 8 59 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 1 833 24 1
"1209" "exp1" 8 60 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 514 0 0
"1209" "exp1" 9 1 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 531 40 1
"1209" "exp1" 9 2 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 411 0 0
"1209" "exp1" 9 3 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 513 24 1
"1209" "exp1" 9 4 "graphed-probability" "pro-out" 80 20 15 84 80 20 15 85 1 396 15 1
"1209" "exp1" 9 5 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 463 45 1
"1209" "exp1" 9 6 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 435 23 1
"1209" "exp1" 9 7 "graphed-probability" "congruent" 80 20 77 25 80 20 75 25 1 392 77 1
"1209" "exp1" 9 8 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 424 30 1
"1209" "exp1" 9 9 "graphed-probability" "pro-out" 60 40 14 83 60 40 15 85 1 742 0 0
"1209" "exp1" 9 10 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 392 66 1
"1209" "exp1" 9 11 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 373 30 1
"1209" "exp1" 9 12 "graphed-probability" "pro-out" 60 40 36 64 60 40 35 65 1 426 36 1
"1209" "exp1" 9 13 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 1 445 25 1
"1209" "exp1" 9 14 "graphed-probability" "pro-out" 80 20 16 85 80 20 15 85 1 384 16 1
"1209" "exp1" 9 15 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 1 452 33 1
"1209" "exp1" 9 16 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 360 0 0
"1209" "exp1" 9 17 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 1 445 17 1
"1209" "exp1" 9 18 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 517 0 0
"1209" "exp1" 9 19 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 830 0 0
"1209" "exp1" 9 20 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 571 73 1
"1209" "exp1" 9 21 "graphed-probability" "pro-out" 80 20 13 84 80 20 15 85 1 517 13 1
"1209" "exp1" 9 22 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 417 0 0
"1209" "exp1" 9 23 "graphed-probability" "pro-out" 80 20 13 84 80 20 15 85 1 355 13 1
"1209" "exp1" 9 24 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 1 431 0 0
"1209" "exp1" 9 25 "graphed-probability" "pro-out" 70 30 23 77 70 30 25 75 1 537 23 1
"1209" "exp1" 9 26 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 1 467 27 1
"1209" "exp1" 9 27 "graphed-probability" "pro-out" 60 40 13 85 60 40 15 85 1 499 13 1
"1209" "exp1" 9 28 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 2 292 57 1
"1209" "exp1" 9 29 "graphed-probability" "congruent" 60 40 64 34 60 40 65 35 1 541 64 1
"1209" "exp1" 9 30 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 390 0 0
"1209" "exp1" 9 31 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 510 44 1
"1209" "exp1" 9 32 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 1 518 0 0
"1209" "exp1" 9 33 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 940 0 0
"1209" "exp1" 9 34 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 1 480 27 1
"1209" "exp1" 9 35 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 591 36 1
"1209" "exp1" 9 36 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 1 455 75 1
"1209" "exp1" 9 37 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 582 74 1
"1209" "exp1" 9 38 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 1 498 0 0
"1209" "exp1" 9 39 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 1 775 23 1
"1209" "exp1" 9 40 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 1 676 34 1
"1209" "exp1" 9 41 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 595 30 1
"1209" "exp1" 9 42 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 534 0 0
"1209" "exp1" 9 43 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 954 40 1
"1209" "exp1" 9 44 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 412 45 1
"1209" "exp1" 9 45 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 1 448 76 1
"1209" "exp1" 9 46 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 1 682 44 1
"1209" "exp1" 9 47 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 1 514 0 0
"1209" "exp1" 9 48 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 1 529 46 1
"1209" "exp1" 9 49 "graphed-probability" "congruent" 60 40 64 33 60 40 65 35 1 523 64 1
"1209" "exp1" 9 50 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 483 0 0
"1209" "exp1" 9 51 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 451 0 0
"1209" "exp1" 9 52 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 423 20 1
"1209" "exp1" 9 53 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 481 67 1
"1209" "exp1" 9 54 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 362 20 1
"1209" "exp1" 9 55 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 1 379 0 0
"1209" "exp1" 9 56 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 485 73 1
"1209" "exp1" 9 57 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 378 45 1
"1209" "exp1" 9 58 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 1 436 0 0
"1209" "exp1" 9 59 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 365 30 1
"1209" "exp1" 9 60 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 499 0 0
"1209" "exp1" 10 1 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 2 1401 0 0
"1209" "exp1" 10 2 "graphed-probability" "pro-prob" 60 40 44 54 60 40 45 55 1 1343 44 1
"1209" "exp1" 10 3 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 1 1005 34 1
"1209" "exp1" 10 4 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 1 490 35 1
"1209" "exp1" 10 5 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 487 30 1
"1209" "exp1" 10 6 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 781 0 0
"1209" "exp1" 10 7 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 1 661 43 1
"1209" "exp1" 10 8 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 1 461 23 1
"1209" "exp1" 10 9 "graphed-probability" "pro-out" 80 20 17 83 80 20 15 85 1 621 17 1
"1209" "exp1" 10 10 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 649 63 1
"1209" "exp1" 10 11 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 1 395 26 1
"1209" "exp1" 10 12 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 1 650 17 1
"1209" "exp1" 10 13 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 1 446 23 1
"1209" "exp1" 10 14 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 610 40 1
"1209" "exp1" 10 15 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 500 76 1
"1209" "exp1" 10 16 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 1 586 0 0
"1209" "exp1" 10 17 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 419 30 1
"1209" "exp1" 10 18 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 1 615 17 1
"1209" "exp1" 10 19 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 411 67 1
"1209" "exp1" 10 20 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 1 389 43 1
"1209" "exp1" 10 21 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 392 30 1
"1209" "exp1" 10 22 "graphed-probability" "congruent" 80 20 75 25 80 20 75 25 1 481 75 1
"1209" "exp1" 10 23 "graphed-probability" "congruent" 60 40 64 34 60 40 65 35 1 424 64 1
"1209" "exp1" 10 24 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 1 1064 16 1
"1209" "exp1" 10 25 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 465 74 1
"1209" "exp1" 10 26 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 1 501 34 1
"1209" "exp1" 10 27 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 492 73 1
"1209" "exp1" 10 28 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 587 66 1
"1209" "exp1" 10 29 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 554 20 1
"1209" "exp1" 10 30 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 1 670 24 1
"1209" "exp1" 10 31 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 1170 66 1
"1209" "exp1" 10 32 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 1 518 44 1
"1209" "exp1" 10 33 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 450 65 1
"1209" "exp1" 10 34 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 404 30 1
"1209" "exp1" 10 35 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 1 507 43 1
"1209" "exp1" 10 36 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 1 451 25 1
"1209" "exp1" 10 37 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 376 43 1
"1209" "exp1" 10 38 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 1 559 0 0
"1209" "exp1" 10 39 "graphed-probability" "congruent" 80 20 73 27 80 20 75 25 1 668 73 1
"1209" "exp1" 10 40 "graphed-probability" "pro-prob" 70 30 37 63 70 30 35 65 1 594 37 1
"1209" "exp1" 10 41 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 1 458 43 1
"1209" "exp1" 10 42 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 1 584 36 1
"1209" "exp1" 10 43 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 1 427 0 0
"1209" "exp1" 10 44 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 1 427 27 1
"1209" "exp1" 10 45 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 1 468 75 1
"1209" "exp1" 10 46 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 372 0 0
"1209" "exp1" 10 47 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 531 40 1
"1209" "exp1" 10 48 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 553 20 1
"1209" "exp1" 10 49 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 1 616 0 0
"1209" "exp1" 10 50 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 1 523 34 1
"1209" "exp1" 10 51 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 455 0 0
"1209" "exp1" 10 52 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 403 0 0
"1209" "exp1" 10 53 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 383 25 1
"1209" "exp1" 10 54 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 449 40 1
"1209" "exp1" 10 55 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 381 24 1
"1209" "exp1" 10 56 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 424 0 0
"1209" "exp1" 10 57 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 479 0 0
"1209" "exp1" 10 58 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 433 20 1
"1209" "exp1" 10 59 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 467 13 1
"1209" "exp1" 10 60 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 1 408 33 1
"1209" "exp1" 11 1 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 1 457 0 0
"1209" "exp1" 11 2 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 1 389 24 1
"1209" "exp1" 11 3 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 535 0 0
"1209" "exp1" 11 4 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 444 63 1
"1209" "exp1" 11 5 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 443 0 0
"1209" "exp1" 11 6 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 1 519 36 1
"1209" "exp1" 11 7 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 542 0 0
"1209" "exp1" 11 8 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 448 20 1
"1209" "exp1" 11 9 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 1 583 34 1
"1209" "exp1" 11 10 "graphed-probability" "congruent" 60 40 64 34 60 40 65 35 1 702 0 0
"1209" "exp1" 11 11 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 494 63 1
"1209" "exp1" 11 12 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 1 744 13 1
"1209" "exp1" 11 13 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 1 478 14 1
"1209" "exp1" 11 14 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 558 0 0
"1209" "exp1" 11 15 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 605 36 1
"1209" "exp1" 11 16 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 776 66 1
"1209" "exp1" 11 17 "graphed-probability" "pro-out" 60 40 13 85 60 40 15 85 1 1039 13 1
"1209" "exp1" 11 18 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 1 594 77 1
"1209" "exp1" 11 19 "graphed-probability" "pro-prob" 80 20 43 56 80 20 45 55 1 580 43 1
"1209" "exp1" 11 20 "graphed-probability" "pro-prob" 60 40 44 54 60 40 45 55 1 979 44 1
"1209" "exp1" 11 21 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 824 40 1
"1209" "exp1" 11 22 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 710 40 1
"1209" "exp1" 11 23 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 1 650 33 1
"1209" "exp1" 11 24 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 506 66 1
"1209" "exp1" 11 25 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 1 411 43 1
"1209" "exp1" 11 26 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 370 30 1
"1209" "exp1" 11 27 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 441 44 1
"1209" "exp1" 11 28 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 352 20 1
"1209" "exp1" 11 29 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 443 45 1
"1209" "exp1" 11 30 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 1 446 43 1
"1209" "exp1" 11 31 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 1 456 43 1
"1209" "exp1" 11 32 "graphed-probability" "congruent" 60 40 67 33 60 40 65 35 1 487 0 0
"1209" "exp1" 11 33 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 368 76 1
"1209" "exp1" 11 34 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 465 20 1
"1209" "exp1" 11 35 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 1 400 43 1
"1209" "exp1" 11 36 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 365 0 0
"1209" "exp1" 11 37 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 436 77 1
"1209" "exp1" 11 38 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 1 534 27 1
"1209" "exp1" 11 39 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 454 33 1
"1209" "exp1" 11 40 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 444 73 1
"1209" "exp1" 11 41 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 483 20 1
"1209" "exp1" 11 42 "graphed-probability" "pro-out" 80 20 15 83 80 20 15 85 1 566 15 1
"1209" "exp1" 11 43 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 1 535 23 1
"1209" "exp1" 11 44 "graphed-probability" "pro-out" 80 20 15 84 80 20 15 85 1 393 15 1
"1209" "exp1" 11 45 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 1 1062 76 1
"1209" "exp1" 11 46 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 2574 0 0
"1209" "exp1" 11 47 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 1 505 24 1
"1209" "exp1" 11 48 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 1 419 0 0
"1209" "exp1" 11 49 "graphed-probability" "pro-prob" 80 20 25 74 80 20 25 75 1 656 25 1
"1209" "exp1" 11 50 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 2 473 87 1
"1209" "exp1" 11 51 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 1 483 24 1
"1209" "exp1" 11 52 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 433 63 1
"1209" "exp1" 11 53 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 1 1055 37 1
"1209" "exp1" 11 54 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 1 494 36 1
"1209" "exp1" 11 55 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 704 30 1
"1209" "exp1" 11 56 "graphed-probability" "pro-out" 70 30 27 74 70 30 25 75 1 481 27 1
"1209" "exp1" 11 57 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 521 0 0
"1209" "exp1" 11 58 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 687 77 1
"1209" "exp1" 11 59 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 1 379 24 1
"1209" "exp1" 11 60 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 413 67 1
"1209" "exp1" 12 1 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 1 411 25 1
"1209" "exp1" 12 2 "graphed-probability" "pro-out" 60 40 35 67 60 40 35 65 1 579 35 1
"1209" "exp1" 12 3 "graphed-probability" "congruent" 70 30 64 35 70 30 65 35 1 416 64 1
"1209" "exp1" 12 4 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 380 30 1
"1209" "exp1" 12 5 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 1 426 46 1
"1209" "exp1" 12 6 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 1 411 27 1
"1209" "exp1" 12 7 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 498 75 1
"1209" "exp1" 12 8 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 403 0 0
"1209" "exp1" 12 9 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 1 365 0 0
"1209" "exp1" 12 10 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 370 36 1
"1209" "exp1" 12 11 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 385 77 1
"1209" "exp1" 12 12 "graphed-probability" "congruent" 80 20 73 27 80 20 75 25 1 382 73 1
"1209" "exp1" 12 13 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 1 359 45 1
"1209" "exp1" 12 14 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 1 456 17 1
"1209" "exp1" 12 15 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 1 380 0 0
"1209" "exp1" 12 16 "graphed-probability" "pro-prob" 70 30 34 65 70 30 35 65 1 364 0 0
"1209" "exp1" 12 17 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 371 0 0
"1209" "exp1" 12 18 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 403 66 1
"1209" "exp1" 12 19 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 518 36 1
"1209" "exp1" 12 20 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 1 425 0 0
"1209" "exp1" 12 21 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 428 0 0
"1209" "exp1" 12 22 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 1 422 67 1
"1209" "exp1" 12 23 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 1 400 0 0
"1209" "exp1" 12 24 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 1 343 26 1
"1209" "exp1" 12 25 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 1 594 13 1
"1209" "exp1" 12 26 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 1 394 16 1
"1209" "exp1" 12 27 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 1 561 0 0
"1209" "exp1" 12 28 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 526 76 1
"1209" "exp1" 12 29 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 1 722 0 0
"1209" "exp1" 12 30 "graphed-probability" "pro-prob" 60 40 47 53 60 40 45 55 1 906 47 1
"1209" "exp1" 12 31 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 1 735 25 1
"1209" "exp1" 12 32 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 691 40 1
"1209" "exp1" 12 33 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 1 819 37 1
"1209" "exp1" 12 34 "graphed-probability" "pro-out" 60 40 35 67 60 40 35 65 1 559 35 1
"1209" "exp1" 12 35 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 623 36 1
"1209" "exp1" 12 36 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 765 77 1
"1209" "exp1" 12 37 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 616 0 0
"1209" "exp1" 12 38 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 661 44 1
"1209" "exp1" 12 39 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 547 0 0
"1209" "exp1" 12 40 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 1 497 23 1
"1209" "exp1" 12 41 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 1 594 43 1
"1209" "exp1" 12 42 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 635 40 1
"1209" "exp1" 12 43 "graphed-probability" "congruent" 60 40 63 35 60 40 65 35 1 703 63 1
"1209" "exp1" 12 44 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 621 0 0
"1209" "exp1" 12 45 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 1 648 0 0
"1209" "exp1" 12 46 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 636 20 1
"1209" "exp1" 12 47 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 547 0 0
"1209" "exp1" 12 48 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 659 74 1
"1209" "exp1" 12 49 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 423 67 1
"1209" "exp1" 12 50 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 391 20 1
"1209" "exp1" 12 51 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 466 30 1
"1209" "exp1" 12 52 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 1 426 33 1
"1209" "exp1" 12 53 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 1 1107 0 0
"1209" "exp1" 12 54 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 477 44 1
"1209" "exp1" 12 55 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 417 0 0
"1209" "exp1" 12 56 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 383 0 0
"1209" "exp1" 12 57 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 354 0 0
"1209" "exp1" 12 58 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 1 625 0 0
"1209" "exp1" 12 59 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 559 20 1
"1209" "exp1" 12 60 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 609 66 1
"1209" "exp1" 13 1 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 1 431 25 1
"1209" "exp1" 13 2 "graphed-probability" "congruent" 60 40 67 33 60 40 65 35 1 461 67 1
"1209" "exp1" 13 3 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 466 0 0
"1209" "exp1" 13 4 "graphed-probability" "pro-prob" 80 20 25 76 80 20 25 75 1 467 25 1
"1209" "exp1" 13 5 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 426 0 0
"1209" "exp1" 13 6 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 1 559 34 1
"1209" "exp1" 13 7 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 443 44 1
"1209" "exp1" 13 8 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 1 517 24 1
"1209" "exp1" 13 9 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 1 550 0 0
"1209" "exp1" 13 10 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 445 30 1
"1209" "exp1" 13 11 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 1 433 43 1
"1209" "exp1" 13 12 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 1 351 0 0
"1209" "exp1" 13 13 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 1 339 17 1
"1209" "exp1" 13 14 "graphed-probability" "congruent" 70 30 66 34 70 30 65 35 1 369 66 1
"1209" "exp1" 13 15 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 390 24 1
"1209" "exp1" 13 16 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 393 20 1
"1209" "exp1" 13 17 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 1 454 43 1
"1209" "exp1" 13 18 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 1 487 37 1
"1209" "exp1" 13 19 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 1 991 0 0
"1209" "exp1" 13 20 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 523 43 1
"1209" "exp1" 13 21 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 1 542 0 0
"1209" "exp1" 13 22 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 1 604 34 1
"1209" "exp1" 13 23 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 1 526 16 1
"1209" "exp1" 13 24 "graphed-probability" "pro-out" 80 20 15 86 80 20 15 85 1 428 15 1
"1209" "exp1" 13 25 "graphed-probability" "congruent" 70 30 66 37 70 30 65 35 1 551 0 0
"1209" "exp1" 13 26 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 373 36 1
"1209" "exp1" 13 27 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 877 40 1
"1209" "exp1" 13 28 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 520 77 1
"1209" "exp1" 13 29 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 669 40 1
"1209" "exp1" 13 30 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 472 30 1
"1209" "exp1" 13 31 "graphed-probability" "congruent" 70 30 66 34 70 30 65 35 1 510 66 1
"1209" "exp1" 13 32 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 536 63 1
"1209" "exp1" 13 33 "graphed-probability" "pro-out" 70 30 26 75 70 30 25 75 1 816 0 0
"1209" "exp1" 13 34 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 1 627 27 1
"1209" "exp1" 13 35 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 631 76 1
"1209" "exp1" 13 36 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 824 20 1
"1209" "exp1" 13 37 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 824 40 1
"1209" "exp1" 13 38 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 1 763 37 1
"1209" "exp1" 13 39 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 1 669 16 1
"1209" "exp1" 13 40 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1478 0 0
"1209" "exp1" 13 41 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 1 513 0 0
"1209" "exp1" 13 42 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 462 0 0
"1209" "exp1" 13 43 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 674 0 0
"1209" "exp1" 13 44 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 428 24 1
"1209" "exp1" 13 45 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 1 444 0 0
"1209" "exp1" 13 46 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 892 0 0
"1209" "exp1" 13 47 "graphed-probability" "pro-out" 60 40 15 86 60 40 15 85 1 650 0 0
"1209" "exp1" 13 48 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 583 76 1
"1209" "exp1" 13 49 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 564 74 1
"1209" "exp1" 13 50 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 531 77 1
"1209" "exp1" 13 51 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 412 0 0
"1209" "exp1" 13 52 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 481 30 1
"1209" "exp1" 13 53 "graphed-probability" "pro-prob" 70 30 36 63 70 30 35 65 1 462 36 1
"1209" "exp1" 13 54 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 447 0 0
"1209" "exp1" 13 55 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 1 580 0 0
"1209" "exp1" 13 56 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 1 531 46 1
"1209" "exp1" 13 57 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 476 73 1
"1209" "exp1" 13 58 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 539 0 0
"1209" "exp1" 13 59 "graphed-probability" "congruent" 60 40 67 33 60 40 65 35 1 657 67 1
"1209" "exp1" 13 60 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 629 0 0
"1209" "exp1" 14 1 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 402 23 1
"1209" "exp1" 14 2 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 453 74 1
"1209" "exp1" 14 3 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 1 439 26 1
"1209" "exp1" 14 4 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 1 404 0 0
"1209" "exp1" 14 5 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 570 23 1
"1209" "exp1" 14 6 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 1 395 0 0
"1209" "exp1" 14 7 "graphed-probability" "congruent" 80 20 74 26 80 20 75 25 1 336 0 0
"1209" "exp1" 14 8 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 423 30 1
"1209" "exp1" 14 9 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 317 66 1
"1209" "exp1" 14 10 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 1 266 0 0
"1209" "exp1" 14 11 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 1 429 34 1
"1209" "exp1" 14 12 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 391 76 1
"1209" "exp1" 14 13 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 407 74 1
"1209" "exp1" 14 14 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 353 30 1
"1209" "exp1" 14 15 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 1 385 0 0
"1209" "exp1" 14 16 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 1 390 33 1
"1209" "exp1" 14 17 "graphed-probability" "congruent" 60 40 65 35 60 40 65 35 1 382 0 0
"1209" "exp1" 14 18 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 408 63 1
"1209" "exp1" 14 19 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 1 382 43 1
"1209" "exp1" 14 20 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 1 814 0 0
"1209" "exp1" 14 21 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 1 460 15 1
"1209" "exp1" 14 22 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 1 406 0 0
"1209" "exp1" 14 23 "graphed-probability" "pro-out" 60 40 14 83 60 40 15 85 1 425 14 1
"1209" "exp1" 14 24 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 795 40 1
"1209" "exp1" 14 25 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 1 1260 33 1
"1209" "exp1" 14 26 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 1 507 0 0
"1209" "exp1" 14 27 "graphed-probability" "pro-out" 80 20 13 84 80 20 15 85 1 419 13 1
"1209" "exp1" 14 28 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 1 414 17 1
"1209" "exp1" 14 29 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 421 0 0
"1209" "exp1" 14 30 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 1 492 0 0
"1209" "exp1" 14 31 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 640 40 1
"1209" "exp1" 14 32 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 459 66 1
"1209" "exp1" 14 33 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 418 0 0
"1209" "exp1" 14 34 "graphed-probability" "pro-prob" 60 40 44 54 60 40 45 55 1 526 0 0
"1209" "exp1" 14 35 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 456 0 0
"1209" "exp1" 14 36 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 453 0 0
"1209" "exp1" 14 37 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 1 433 0 0
"1209" "exp1" 14 38 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 450 47 1
"1209" "exp1" 14 39 "graphed-probability" "congruent" 70 30 66 34 70 30 65 35 1 418 0 0
"1209" "exp1" 14 40 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 407 23 1
"1209" "exp1" 14 41 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 399 20 1
"1209" "exp1" 14 42 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 1 438 0 0
"1209" "exp1" 14 43 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 339 0 0
"1209" "exp1" 14 44 "graphed-probability" "pro-prob" 70 30 36 66 70 30 35 65 1 379 36 1
"1209" "exp1" 14 45 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 406 0 0
"1209" "exp1" 14 46 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 323 20 1
"1209" "exp1" 14 47 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 1 476 0 0
"1209" "exp1" 14 48 "graphed-probability" "pro-out" 70 30 25 74 70 30 25 75 1 612 25 1
"1209" "exp1" 14 49 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 490 0 0
"1209" "exp1" 14 50 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 440 0 0
"1209" "exp1" 14 51 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 353 40 1
"1209" "exp1" 14 52 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 473 20 1
"1209" "exp1" 14 53 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 563 0 0
"1209" "exp1" 14 54 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 421 74 1
"1209" "exp1" 14 55 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 2 1212 0 0
"1209" "exp1" 14 56 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 529 76 1
"1209" "exp1" 14 57 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 604 30 1
"1209" "exp1" 14 58 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 1 529 14 1
"1209" "exp1" 14 59 "graphed-probability" "pro-prob" 70 30 37 65 70 30 35 65 1 722 0 0
"1209" "exp1" 14 60 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 1 437 37 1
"1209" "exp1" 15 1 "graphed-probability" "pro-prob" 80 20 25 76 80 20 25 75 1 525 25 1
"1209" "exp1" 15 2 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 584 67 1
"1209" "exp1" 15 3 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 640 20 1
"1209" "exp1" 15 4 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 621 0 0
"1209" "exp1" 15 5 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 1 790 33 1
"1209" "exp1" 15 6 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 1 1524 44 1
"1209" "exp1" 15 7 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 566 0 0
"1209" "exp1" 15 8 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 1 549 0 0
"1209" "exp1" 15 9 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 1 709 0 0
"1209" "exp1" 15 10 "graphed-probability" "pro-prob" 70 30 37 63 70 30 35 65 1 684 37 1
"1209" "exp1" 15 11 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 1 1038 15 1
"1209" "exp1" 15 12 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 669 0 0
"1209" "exp1" 15 13 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 773 0 0
"1209" "exp1" 15 14 "graphed-probability" "pro-out" 60 40 13 83 60 40 15 85 1 827 13 1
"1209" "exp1" 15 15 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 860 0 0
"1209" "exp1" 15 16 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1022 30 1
"1209" "exp1" 15 17 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 1 920 26 1
"1209" "exp1" 15 18 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 738 0 0
"1209" "exp1" 15 19 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 1 655 43 1
"1209" "exp1" 15 20 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 1 605 14 1
"1209" "exp1" 15 21 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 505 30 1
"1209" "exp1" 15 22 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 390 74 1
"1209" "exp1" 15 23 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 685 40 1
"1209" "exp1" 15 24 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 1 407 23 1
"1209" "exp1" 15 25 "graphed-probability" "congruent" 80 20 75 25 80 20 75 25 1 350 75 1
"1209" "exp1" 15 26 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 470 30 1
"1209" "exp1" 15 27 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 445 13 1
"1209" "exp1" 15 28 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 1 373 16 1
"1209" "exp1" 15 29 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 375 0 0
"1209" "exp1" 15 30 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 1 740 34 1
"1209" "exp1" 15 31 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 1 389 0 0
"1209" "exp1" 15 32 "graphed-probability" "pro-prob" 70 30 37 63 70 30 35 65 1 376 37 1
"1209" "exp1" 15 33 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 1 478 34 1
"1209" "exp1" 15 34 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 434 73 1
"1209" "exp1" 15 35 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 1 777 24 1
"1209" "exp1" 15 36 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 1 766 47 1
"1209" "exp1" 15 37 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 665 30 1
"1209" "exp1" 15 38 "graphed-probability" "congruent" 60 40 63 35 60 40 65 35 1 433 0 0
"1209" "exp1" 15 39 "graphed-probability" "pro-prob" 60 40 47 55 60 40 45 55 1 587 47 1
"1209" "exp1" 15 40 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 1 422 0 0
"1209" "exp1" 15 41 "graphed-probability" "congruent" 60 40 63 35 60 40 65 35 1 978 0 0
"1209" "exp1" 15 42 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 582 0 0
"1209" "exp1" 15 43 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 711 0 0
"1209" "exp1" 15 44 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 713 0 0
"1209" "exp1" 15 45 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 1 851 27 1
"1209" "exp1" 15 46 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 2 1392 0 0
"1209" "exp1" 15 47 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 546 45 1
"1209" "exp1" 15 48 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 635 20 1
"1209" "exp1" 15 49 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 2 1098 0 0
"1209" "exp1" 15 50 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 1 635 33 1
"1209" "exp1" 15 51 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 2 993 0 0
"1209" "exp1" 15 52 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 1 545 26 1
"1209" "exp1" 15 53 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 1 712 0 0
"1209" "exp1" 15 54 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 574 0 0
"1209" "exp1" 15 55 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1060 20 1
"1209" "exp1" 15 56 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 1 1672 43 1
"1209" "exp1" 15 57 "graphed-probability" "congruent" 60 40 65 35 60 40 65 35 1 808 65 1
"1209" "exp1" 15 58 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 801 73 1
"1209" "exp1" 15 59 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1359 40 1
"1209" "exp1" 15 60 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 907 77 1
"1209" "exp1" 16 1 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 517 63 1
"1209" "exp1" 16 2 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 1 853 17 1
"1209" "exp1" 16 3 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 648 0 0
"1209" "exp1" 16 4 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 951 40 1
"1209" "exp1" 16 5 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 1 805 43 1
"1209" "exp1" 16 6 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 576 30 1
"1209" "exp1" 16 7 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 1 656 27 1
"1209" "exp1" 16 8 "graphed-probability" "congruent" 80 20 74 26 80 20 75 25 1 532 74 1
"1209" "exp1" 16 9 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 560 37 1
"1209" "exp1" 16 10 "graphed-probability" "pro-out" 80 20 16 85 80 20 15 85 1 727 16 1
"1209" "exp1" 16 11 "graphed-probability" "congruent" 70 30 77 24 70 30 75 25 1 496 0 0
"1209" "exp1" 16 12 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 1 889 0 0
"1209" "exp1" 16 13 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 1 561 0 0
"1209" "exp1" 16 14 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 487 44 1
"1209" "exp1" 16 15 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 2 1331 0 0
"1209" "exp1" 16 16 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 645 40 1
"1209" "exp1" 16 17 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 608 40 1
"1209" "exp1" 16 18 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 1 675 0 0
"1209" "exp1" 16 19 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 669 20 1
"1209" "exp1" 16 20 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 2 1593 0 0
"1209" "exp1" 16 21 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 607 75 1
"1209" "exp1" 16 22 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 1 692 24 1
"1209" "exp1" 16 23 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 1 480 23 1
"1209" "exp1" 16 24 "graphed-probability" "congruent" 70 30 77 24 70 30 75 25 1 597 0 0
"1209" "exp1" 16 25 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 550 0 0
"1209" "exp1" 16 26 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 552 66 1
"1209" "exp1" 16 27 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 964 40 1
"1209" "exp1" 16 28 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 590 0 0
"1209" "exp1" 16 29 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 1 799 0 0
"1209" "exp1" 16 30 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 1 530 23 1
"1209" "exp1" 16 31 "graphed-probability" "pro-out" 60 40 35 65 60 40 35 65 1 819 35 1
"1209" "exp1" 16 32 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 556 0 0
"1209" "exp1" 16 33 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 1 690 16 1
"1209" "exp1" 16 34 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 606 20 1
"1209" "exp1" 16 35 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 1 522 27 1
"1209" "exp1" 16 36 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 1 455 65 1
"1209" "exp1" 16 37 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 503 46 1
"1209" "exp1" 16 38 "graphed-probability" "congruent" 60 40 63 35 60 40 65 35 1 1374 0 0
"1209" "exp1" 16 39 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 1 567 65 1
"1209" "exp1" 16 40 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 1 1106 24 1
"1209" "exp1" 16 41 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 845 46 1
"1209" "exp1" 16 42 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 637 30 1
"1209" "exp1" 16 43 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 384 73 1
"1209" "exp1" 16 44 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 482 20 1
"1209" "exp1" 16 45 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 438 36 1
"1209" "exp1" 16 46 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 465 66 1
"1209" "exp1" 16 47 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 357 34 1
"1209" "exp1" 16 48 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 576 67 1
"1209" "exp1" 16 49 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 1 367 13 1
"1209" "exp1" 16 50 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 1 487 33 1
"1209" "exp1" 16 51 "graphed-probability" "pro-prob" 60 40 45 54 60 40 45 55 1 667 45 1
"1209" "exp1" 16 52 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 1 495 15 1
"1209" "exp1" 16 53 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 1 1239 0 0
"1209" "exp1" 16 54 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1089 30 1
"1209" "exp1" 16 55 "graphed-probability" "pro-prob" 70 30 36 66 70 30 35 65 1 727 36 1
"1209" "exp1" 16 56 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 626 0 0
"1209" "exp1" 16 57 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 536 0 0
"1209" "exp1" 16 58 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 1 566 26 1
"1209" "exp1" 16 59 "graphed-probability" "pro-out" 80 20 15 84 80 20 15 85 1 709 15 1
"1209" "exp1" 16 60 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 740 73 1
"1209" "exp1" 17 1 "graphed-probability" "pro-prob" 70 30 37 63 70 30 35 65 1 471 0 0
"1209" "exp1" 17 2 "graphed-probability" "congruent" 60 40 65 35 60 40 65 35 1 1455 65 1
"1209" "exp1" 17 3 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 682 44 1
"1209" "exp1" 17 4 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 1 566 0 0
"1209" "exp1" 17 5 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 676 76 1
"1209" "exp1" 17 6 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 1 686 0 0
"1209" "exp1" 17 7 "graphed-probability" "pro-prob" 60 40 47 54 60 40 45 55 1 613 0 0
"1209" "exp1" 17 8 "graphed-probability" "congruent" 60 40 65 36 60 40 65 35 1 503 0 0
"1209" "exp1" 17 9 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 1 1228 0 0
"1209" "exp1" 17 10 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 1 433 76 1
"1209" "exp1" 17 11 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 549 75 1
"1209" "exp1" 17 12 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 625 0 0
"1209" "exp1" 17 13 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 1 637 0 0
"1209" "exp1" 17 14 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 528 0 0
"1209" "exp1" 17 15 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 1 582 0 0
"1209" "exp1" 17 16 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 1 562 0 0
"1209" "exp1" 17 17 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 629 0 0
"1209" "exp1" 17 18 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 449 20 1
"1209" "exp1" 17 19 "graphed-probability" "pro-out" 60 40 15 87 60 40 15 85 1 546 15 1
"1209" "exp1" 17 20 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1676 40 1
"1209" "exp1" 17 21 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 1 461 23 1
"1209" "exp1" 17 22 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 1 646 13 1
"1209" "exp1" 17 23 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 1 573 0 0
"1209" "exp1" 17 24 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 602 20 1
"1209" "exp1" 17 25 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 966 0 0
"1209" "exp1" 17 26 "graphed-probability" "congruent" 80 20 77 24 80 20 75 25 1 558 77 1
"1209" "exp1" 17 27 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 1 548 14 1
"1209" "exp1" 17 28 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 1 445 36 1
"1209" "exp1" 17 29 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 534 0 0
"1209" "exp1" 17 30 "graphed-probability" "pro-prob" 60 40 47 55 60 40 45 55 1 477 0 0
"1209" "exp1" 17 31 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 466 75 1
"1209" "exp1" 17 32 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 445 30 1
"1209" "exp1" 17 33 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 1 445 36 1
"1209" "exp1" 17 34 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 1 447 45 1
"1209" "exp1" 17 35 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 369 13 1
"1209" "exp1" 17 36 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 502 40 1
"1209" "exp1" 17 37 "graphed-probability" "pro-out" 70 30 23 77 70 30 25 75 1 423 0 0
"1209" "exp1" 17 38 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 1 331 0 0
"1209" "exp1" 17 39 "graphed-probability" "congruent" 60 40 65 35 60 40 65 35 1 800 0 0
"1209" "exp1" 17 40 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 1 474 24 1
"1209" "exp1" 17 41 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 601 0 0
"1209" "exp1" 17 42 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 630 20 1
"1209" "exp1" 17 43 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 1 463 0 0
"1209" "exp1" 17 44 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 583 0 0
"1209" "exp1" 17 45 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 490 0 0
"1209" "exp1" 17 46 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 1 348 13 1
"1209" "exp1" 17 47 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 295 30 1
"1209" "exp1" 17 48 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 1 437 37 1
"1209" "exp1" 17 49 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 448 20 1
"1209" "exp1" 17 50 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 600 0 0
"1209" "exp1" 17 51 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 510 30 1
"1209" "exp1" 17 52 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 1 802 24 1
"1209" "exp1" 17 53 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 1 634 26 1
"1209" "exp1" 17 54 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 547 65 1
"1209" "exp1" 17 55 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 2 1352 83 1
"1209" "exp1" 17 56 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 2 1532 0 0
"1209" "exp1" 17 57 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 740 0 0
"1209" "exp1" 17 58 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 1 810 0 0
"1209" "exp1" 17 59 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1386 30 1
"1209" "exp1" 17 60 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 1 749 46 1
"1209" "exp1" 18 1 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 1 658 13 1
"1209" "exp1" 18 2 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 1 779 0 0
"1209" "exp1" 18 3 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 1 748 33 1
"1209" "exp1" 18 4 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 1 522 23 1
"1209" "exp1" 18 5 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 1 968 36 1
"1209" "exp1" 18 6 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 1 519 15 1
"1209" "exp1" 18 7 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 521 20 1
"1209" "exp1" 18 8 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 981 35 1
"1209" "exp1" 18 9 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 530 67 1
"1209" "exp1" 18 10 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 1 615 24 1
"1209" "exp1" 18 11 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 1 1098 44 1
"1209" "exp1" 18 12 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 512 40 1
"1209" "exp1" 18 13 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 728 20 1
"1209" "exp1" 18 14 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 549 75 1
"1209" "exp1" 18 15 "graphed-probability" "pro-out" 60 40 34 66 60 40 35 65 1 910 34 1
"1209" "exp1" 18 16 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 632 0 0
"1209" "exp1" 18 17 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 496 75 1
"1209" "exp1" 18 18 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 1 634 0 0
"1209" "exp1" 18 19 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 1 822 0 0
"1209" "exp1" 18 20 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 535 0 0
"1209" "exp1" 18 21 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 1 640 27 1
"1209" "exp1" 18 22 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 1 806 14 1
"1209" "exp1" 18 23 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 476 35 1
"1209" "exp1" 18 24 "graphed-probability" "pro-out" 60 40 13 83 60 40 15 85 1 608 0 0
"1209" "exp1" 18 25 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 667 20 1
"1209" "exp1" 18 26 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 567 45 1
"1209" "exp1" 18 27 "graphed-probability" "congruent" 70 30 64 35 70 30 65 35 1 537 64 1
"1209" "exp1" 18 28 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 664 30 1
"1209" "exp1" 18 29 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 465 0 0
"1209" "exp1" 18 30 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 552 0 0
"1209" "exp1" 18 31 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 1 593 0 0
"1209" "exp1" 18 32 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 796 0 0
"1209" "exp1" 18 33 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 1 538 44 1
"1209" "exp1" 18 34 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 518 75 1
"1209" "exp1" 18 35 "graphed-probability" "pro-prob" 80 20 45 56 80 20 45 55 1 464 0 0
"1209" "exp1" 18 36 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 541 75 1
"1209" "exp1" 18 37 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 659 0 0
"1209" "exp1" 18 38 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 474 66 1
"1209" "exp1" 18 39 "graphed-probability" "pro-prob" 80 20 25 74 80 20 25 75 1 631 25 1
"1209" "exp1" 18 40 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 1 569 44 1
"1209" "exp1" 18 41 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 1 555 0 0
"1209" "exp1" 18 42 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 781 40 1
"1209" "exp1" 18 43 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 640 0 0
"1209" "exp1" 18 44 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 1 572 13 1
"1209" "exp1" 18 45 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 537 23 1
"1209" "exp1" 18 46 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 623 0 0
"1209" "exp1" 18 47 "graphed-probability" "congruent" 70 30 75 27 70 30 75 25 1 812 0 0
"1209" "exp1" 18 48 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 1 1204 33 1
"1209" "exp1" 18 49 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 845 30 1
"1209" "exp1" 18 50 "graphed-probability" "congruent" 60 40 63 33 60 40 65 35 1 1705 63 1
"1209" "exp1" 18 51 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 825 0 0
"1209" "exp1" 18 52 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 1 630 76 1
"1209" "exp1" 18 53 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 1 789 16 1
"1209" "exp1" 18 54 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 785 75 1
"1209" "exp1" 18 55 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 1 915 0 0
"1209" "exp1" 18 56 "graphed-probability" "pro-out" 60 40 15 86 60 40 15 85 2 1323 0 0
"1209" "exp1" 18 57 "graphed-probability" "pro-prob" 80 20 45 56 80 20 45 55 1 576 45 1
"1209" "exp1" 18 58 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 653 0 0
"1209" "exp1" 18 59 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 672 20 1
"1209" "exp1" 18 60 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 1 781 27 1
"1209" "exp1" 19 1 "graphed-probability" "pro-out" 60 40 34 66 60 40 35 65 1 574 34 1
"1209" "exp1" 19 2 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 1 708 16 1
"1209" "exp1" 19 3 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 474 44 1
"1209" "exp1" 19 4 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 482 20 1
"1209" "exp1" 19 5 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 464 20 1
"1209" "exp1" 19 6 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 1 476 0 0
"1209" "exp1" 19 7 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 1 481 37 1
"1209" "exp1" 19 8 "graphed-probability" "congruent" 80 20 76 24 80 20 75 25 1 509 76 1
"1209" "exp1" 19 9 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 1290 65 1
"1209" "exp1" 19 10 "graphed-probability" "congruent" 80 20 74 26 80 20 75 25 1 526 74 1
"1209" "exp1" 19 11 "graphed-probability" "pro-prob" 80 20 25 74 80 20 25 75 1 448 25 1
"1209" "exp1" 19 12 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1042 40 1
"1209" "exp1" 19 13 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 654 30 1
"1209" "exp1" 19 14 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 1 386 23 1
"1209" "exp1" 19 15 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 598 74 1
"1209" "exp1" 19 16 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 1 691 35 1
"1209" "exp1" 19 17 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 2 676 0 0
"1209" "exp1" 19 18 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 575 0 0
"1209" "exp1" 19 19 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 555 66 1
"1209" "exp1" 19 20 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 587 0 0
"1209" "exp1" 19 21 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 903 40 1
"1209" "exp1" 19 22 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 1 466 0 0
"1209" "exp1" 19 23 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 1404 76 1
"1209" "exp1" 19 24 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 493 64 1
"1209" "exp1" 19 25 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 1 628 26 1
"1209" "exp1" 19 26 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 863 40 1
"1209" "exp1" 19 27 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 592 44 1
"1209" "exp1" 19 28 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 767 45 1
"1209" "exp1" 19 29 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 1 1381 67 1
"1209" "exp1" 19 30 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 843 0 0
"1209" "exp1" 19 31 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 1 709 34 1
"1209" "exp1" 19 32 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 1 425 0 0
"1209" "exp1" 19 33 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 965 20 1
"1209" "exp1" 19 34 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 1 979 67 1
"1209" "exp1" 19 35 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 1 508 27 1
"1209" "exp1" 19 36 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 1 414 76 1
"1209" "exp1" 19 37 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 621 30 1
"1209" "exp1" 19 38 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 486 0 0
"1209" "exp1" 19 39 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 2 1420 64 1
"1209" "exp1" 19 40 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 878 20 1
"1209" "exp1" 19 41 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 2600 45 1
"1209" "exp1" 19 42 "graphed-probability" "pro-prob" 80 20 43 54 80 20 45 55 1 463 43 1
"1209" "exp1" 19 43 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 1 594 43 1
"1209" "exp1" 19 44 "graphed-probability" "pro-out" 80 20 15 86 80 20 15 85 1 607 0 0
"1209" "exp1" 19 45 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 1 773 17 1
"1209" "exp1" 19 46 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 1 630 76 1
"1209" "exp1" 19 47 "graphed-probability" "pro-out" 60 40 15 86 60 40 15 85 1 699 0 0
"1209" "exp1" 19 48 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 1 728 0 0
"1209" "exp1" 19 49 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 1 564 23 1
"1209" "exp1" 19 50 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 1 1571 13 1
"1209" "exp1" 19 51 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 1 543 33 1
"1209" "exp1" 19 52 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 1 448 33 1
"1209" "exp1" 19 53 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 1024 64 1
"1209" "exp1" 19 54 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 1 554 17 1
"1209" "exp1" 19 55 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 1 516 0 0
"1209" "exp1" 19 56 "graphed-probability" "congruent" 60 40 67 33 60 40 65 35 1 557 67 1
"1209" "exp1" 19 57 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 556 30 1
"1209" "exp1" 19 58 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 1 418 25 1
"1209" "exp1" 19 59 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 2290 40 1
"1209" "exp1" 19 60 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 468 30 1
"1209" "exp1" 20 1 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 2 312 0 0
"1209" "exp1" 20 2 "graphed-probability" "pro-prob" 80 20 25 75 80 20 25 75 1 645 0 0
"1209" "exp1" 20 3 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 726 0 0
"1209" "exp1" 20 4 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 1 570 46 1
"1209" "exp1" 20 5 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 496 73 1
"1209" "exp1" 20 6 "graphed-probability" "pro-out" 60 40 35 66 60 40 35 65 1 468 0 0
"1209" "exp1" 20 7 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 1 767 0 0
"1209" "exp1" 20 8 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 479 0 0
"1209" "exp1" 20 9 "graphed-probability" "pro-prob" 80 20 44 56 80 20 45 55 1 523 0 0
"1209" "exp1" 20 10 "graphed-probability" "congruent" 80 20 77 25 80 20 75 25 1 534 77 1
"1209" "exp1" 20 11 "graphed-probability" "pro-out" 70 30 26 77 70 30 25 75 1 576 26 1
"1209" "exp1" 20 12 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 1 1581 35 1
"1209" "exp1" 20 13 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 1 546 23 1
"1209" "exp1" 20 14 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 750 40 1
"1209" "exp1" 20 15 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 588 74 1
"1209" "exp1" 20 16 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 589 74 1
"1209" "exp1" 20 17 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 1 483 27 1
"1209" "exp1" 20 18 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 1 520 16 1
"1209" "exp1" 20 19 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 564 35 1
"1209" "exp1" 20 20 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 1 499 25 1
"1209" "exp1" 20 21 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 464 67 1
"1209" "exp1" 20 22 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 1 501 36 1
"1209" "exp1" 20 23 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 1 575 17 1
"1209" "exp1" 20 24 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 1 475 0 0
"1209" "exp1" 20 25 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 456 20 1
"1209" "exp1" 20 26 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 367 30 1
"1209" "exp1" 20 27 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 1 653 0 0
"1209" "exp1" 20 28 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 431 35 1
"1209" "exp1" 20 29 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 354 65 1
"1209" "exp1" 20 30 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 1 619 0 0
"1209" "exp1" 20 31 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 1 535 14 1
"1209" "exp1" 20 32 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 576 20 1
"1209" "exp1" 20 33 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 2 345 35 1
"1209" "exp1" 20 34 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 508 20 1
"1209" "exp1" 20 35 "graphed-probability" "pro-prob" 70 30 37 64 70 30 35 65 1 990 37 1
"1209" "exp1" 20 36 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 701 0 0
"1209" "exp1" 20 37 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 514 77 1
"1209" "exp1" 20 38 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 814 20 1
"1209" "exp1" 20 39 "graphed-probability" "pro-out" 60 40 14 83 60 40 15 85 1 1091 0 0
"1209" "exp1" 20 40 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 439 30 1
"1209" "exp1" 20 41 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 674 65 1
"1209" "exp1" 20 42 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 648 0 0
"1209" "exp1" 20 43 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 551 0 0
"1209" "exp1" 20 44 "graphed-probability" "congruent" 70 30 77 26 70 30 75 25 1 476 77 1
"1209" "exp1" 20 45 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 1 760 0 0
"1209" "exp1" 20 46 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 417 0 0
"1209" "exp1" 20 47 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 507 40 1
"1209" "exp1" 20 48 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 1 642 0 0
"1209" "exp1" 20 49 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 533 67 1
"1209" "exp1" 20 50 "graphed-probability" "pro-prob" 80 20 23 74 80 20 25 75 1 538 23 1
"1209" "exp1" 20 51 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 556 30 1
"1209" "exp1" 20 52 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 1 388 46 1
"1209" "exp1" 20 53 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 1 408 16 1
"1209" "exp1" 20 54 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 399 30 1
"1209" "exp1" 20 55 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 447 0 0
"1209" "exp1" 20 56 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 456 74 1
"1209" "exp1" 20 57 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 843 44 1
"1209" "exp1" 20 58 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 1 822 0 0
"1209" "exp1" 20 59 "graphed-probability" "pro-prob" 80 20 27 74 80 20 25 75 1 1529 27 1
"1209" "exp1" 20 60 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 1 512 17 1
"1210" "exp1" 1 1 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 2889 65 1
"1210" "exp1" 1 2 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 1 972 0 0
"1210" "exp1" 1 3 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 817 20 1
"1210" "exp1" 1 4 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 1105 34 1
"1210" "exp1" 1 5 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 1969 74 1
"1210" "exp1" 1 6 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 1004 77 1
"1210" "exp1" 1 7 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 1 1241 0 0
"1210" "exp1" 1 8 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 901 64 1
"1210" "exp1" 1 9 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 699 23 1
"1210" "exp1" 1 10 "graphed-probability" "congruent" 80 20 74 26 80 20 75 25 1 1156 74 1
"1210" "exp1" 1 11 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 1 1651 17 1
"1210" "exp1" 1 12 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 1 1738 34 1
"1210" "exp1" 1 13 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1229 0 0
"1210" "exp1" 1 14 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1843 20 1
"1210" "exp1" 1 15 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 7473 60 1
"1210" "exp1" 1 16 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 1301 74 1
"1210" "exp1" 1 17 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 1 2252 27 1
"1210" "exp1" 1 18 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 2 2130 53 1
"1210" "exp1" 1 19 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 1 994 17 1
"1210" "exp1" 1 20 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 1 799 27 1
"1210" "exp1" 1 21 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 955 77 1
"1210" "exp1" 1 22 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 1 867 27 1
"1210" "exp1" 1 23 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 1 3554 43 1
"1210" "exp1" 1 24 "graphed-probability" "congruent" 60 40 63 35 60 40 65 35 1 2493 63 1
"1210" "exp1" 1 25 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 2 5051 65 1
"1210" "exp1" 1 26 "graphed-probability" "pro-prob" 80 20 23 75 80 20 25 75 1 877 0 0
"1210" "exp1" 1 27 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 1 1234 0 0
"1210" "exp1" 1 28 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1676 40 1
"1210" "exp1" 1 29 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 1246 65 1
"1210" "exp1" 1 30 "graphed-probability" "pro-out" 60 40 36 63 60 40 35 65 1 1686 0 0
"1210" "exp1" 1 31 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 823 0 0
"1210" "exp1" 1 32 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 1 2167 24 1
"1210" "exp1" 1 33 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1964 0 0
"1210" "exp1" 1 34 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 1771 73 1
"1210" "exp1" 1 35 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 1 1727 33 1
"1210" "exp1" 1 36 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 1 2977 0 0
"1210" "exp1" 1 37 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 2011 64 1
"1210" "exp1" 1 38 "graphed-probability" "pro-prob" 80 20 45 54 80 20 45 55 1 1305 45 1
"1210" "exp1" 1 39 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 1 2701 0 0
"1210" "exp1" 1 40 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 1 2888 0 0
"1210" "exp1" 1 41 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 2352 0 0
"1210" "exp1" 1 42 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 2134 40 1
"1210" "exp1" 1 43 "graphed-probability" "pro-prob" 80 20 43 56 80 20 45 55 1 692 0 0
"1210" "exp1" 1 44 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 1139 67 1
"1210" "exp1" 1 45 "graphed-probability" "congruent" 80 20 77 24 80 20 75 25 1 1138 0 0
"1210" "exp1" 1 46 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 1 1012 15 1
"1210" "exp1" 1 47 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 1 2644 0 0
"1210" "exp1" 1 48 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 2 2801 56 1
"1210" "exp1" 1 49 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 1 2935 33 1
"1210" "exp1" 1 50 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 1 1072 35 1
"1210" "exp1" 1 51 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1668 40 1
"1210" "exp1" 1 52 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 1329 67 1
"1210" "exp1" 1 53 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 1911 66 1
"1210" "exp1" 1 54 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 1 1853 0 0
"1210" "exp1" 1 55 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 2516 76 1
"1210" "exp1" 1 56 "graphed-probability" "pro-out" 70 30 25 74 70 30 25 75 1 1834 25 1
"1210" "exp1" 1 57 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 2533 30 1
"1210" "exp1" 1 58 "graphed-probability" "pro-out" 70 30 26 75 70 30 25 75 1 1330 26 1
"1210" "exp1" 1 59 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1194 20 1
"1210" "exp1" 1 60 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 3847 20 1
"1210" "exp1" 2 1 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 1 2271 67 1
"1210" "exp1" 2 2 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 2 1930 0 0
"1210" "exp1" 2 3 "graphed-probability" "pro-prob" 60 40 47 54 60 40 45 55 1 2619 47 1
"1210" "exp1" 2 4 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1425 20 1
"1210" "exp1" 2 5 "graphed-probability" "pro-out" 80 20 14 87 80 20 15 85 1 1721 14 1
"1210" "exp1" 2 6 "graphed-probability" "pro-out" 70 30 25 74 70 30 25 75 1 1498 25 1
"1210" "exp1" 2 7 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1639 30 1
"1210" "exp1" 2 8 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 5417 0 0
"1210" "exp1" 2 9 "graphed-probability" "pro-out" 60 40 34 65 60 40 35 65 1 2483 34 1
"1210" "exp1" 2 10 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1712 40 1
"1210" "exp1" 2 11 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 2 1845 0 0
"1210" "exp1" 2 12 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 1896 67 1
"1210" "exp1" 2 13 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 1 1289 36 1
"1210" "exp1" 2 14 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 1 5516 23 1
"1210" "exp1" 2 15 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 1 1417 14 1
"1210" "exp1" 2 16 "graphed-probability" "pro-prob" 80 20 26 75 80 20 25 75 1 1560 0 0
"1210" "exp1" 2 17 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 2332 87 1
"1210" "exp1" 2 18 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1387 0 0
"1210" "exp1" 2 19 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 3123 0 0
"1210" "exp1" 2 20 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 2 4559 66 1
"1210" "exp1" 2 21 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1336 20 1
"1210" "exp1" 2 22 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 3403 30 1
"1210" "exp1" 2 23 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 1 1942 25 1
"1210" "exp1" 2 24 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 1910 45 1
"1210" "exp1" 2 25 "graphed-probability" "congruent" 80 20 77 24 80 20 75 25 1 2779 77 1
"1210" "exp1" 2 26 "graphed-probability" "congruent" 70 30 64 35 70 30 65 35 1 4222 64 1
"1210" "exp1" 2 27 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 2 3789 86 1
"1210" "exp1" 2 28 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 1090 75 1
"1210" "exp1" 2 29 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 1455 45 1
"1210" "exp1" 2 30 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 1 1753 25 1
"1210" "exp1" 2 31 "graphed-probability" "congruent" 70 30 74 24 70 30 75 25 1 2734 0 0
"1210" "exp1" 2 32 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 2717 30 1
"1210" "exp1" 2 33 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 2136 0 0
"1210" "exp1" 2 34 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 2927 0 0
"1210" "exp1" 2 35 "graphed-probability" "congruent" 70 30 77 26 70 30 75 25 1 2472 77 1
"1210" "exp1" 2 36 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 2 4988 0 0
"1210" "exp1" 2 37 "graphed-probability" "congruent" 70 30 75 27 70 30 75 25 1 1356 0 0
"1210" "exp1" 2 38 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 1366 45 1
"1210" "exp1" 2 39 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 1 1826 26 1
"1210" "exp1" 2 40 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 3302 36 1
"1210" "exp1" 2 41 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 1513 0 0
"1210" "exp1" 2 42 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 5145 0 0
"1210" "exp1" 2 43 "graphed-probability" "pro-prob" 70 30 37 63 70 30 35 65 1 2187 37 1
"1210" "exp1" 2 44 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 1 1949 65 1
"1210" "exp1" 2 45 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1792 30 1
"1210" "exp1" 2 46 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 2 1649 0 0
"1210" "exp1" 2 47 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 1 1799 44 1
"1210" "exp1" 2 48 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 2796 60 1
"1210" "exp1" 2 49 "graphed-probability" "pro-prob" 60 40 45 54 60 40 45 55 1 2759 0 0
"1210" "exp1" 2 50 "graphed-probability" "pro-out" 80 20 17 83 80 20 15 85 1 1842 0 0
"1210" "exp1" 2 51 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 1899 75 1
"1210" "exp1" 2 52 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 1908 75 1
"1210" "exp1" 2 53 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 1 2874 0 0
"1210" "exp1" 2 54 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 2 1832 0 0
"1210" "exp1" 2 55 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 1066 0 0
"1210" "exp1" 2 56 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 1238 0 0
"1210" "exp1" 2 57 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 1 3130 24 1
"1210" "exp1" 2 58 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 2011 75 1
"1210" "exp1" 2 59 "graphed-probability" "pro-prob" 60 40 44 57 60 40 45 55 2 4817 0 0
"1210" "exp1" 2 60 "graphed-probability" "congruent" 60 40 63 35 60 40 65 35 1 4817 0 0
"1210" "exp1" 3 1 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 1 5341 36 1
"1210" "exp1" 3 2 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 1 5950 45 1
"1210" "exp1" 3 3 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 1 1036 76 1
"1210" "exp1" 3 4 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1518 0 0
"1210" "exp1" 3 5 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 727 0 0
"1210" "exp1" 3 6 "graphed-probability" "pro-prob" 70 30 34 66 70 30 35 65 1 4585 34 1
"1210" "exp1" 3 7 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 2 1813 0 0
"1210" "exp1" 3 8 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 2233 40 1
"1210" "exp1" 3 9 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1687 30 1
"1210" "exp1" 3 10 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 666 47 1
"1210" "exp1" 3 11 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 1 1350 35 1
"1210" "exp1" 3 12 "graphed-probability" "congruent" 70 30 63 37 70 30 65 35 1 1002 63 1
"1210" "exp1" 3 13 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 1 1764 36 1
"1210" "exp1" 3 14 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 1634 0 0
"1210" "exp1" 3 15 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 1 1365 0 0
"1210" "exp1" 3 16 "graphed-probability" "congruent" 60 40 67 36 60 40 65 35 1 2747 0 0
"1210" "exp1" 3 17 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 961 23 1
"1210" "exp1" 3 18 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1450 30 1
"1210" "exp1" 3 19 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 1 2213 0 0
"1210" "exp1" 3 20 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 1 1695 46 1
"1210" "exp1" 3 21 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 1975 67 1
"1210" "exp1" 3 22 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 2 2566 83 1
"1210" "exp1" 3 23 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 1015 77 1
"1210" "exp1" 3 24 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 1289 45 1
"1210" "exp1" 3 25 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 2298 70 1
"1210" "exp1" 3 26 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 2 1586 0 0
"1210" "exp1" 3 27 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 3640 40 1
"1210" "exp1" 3 28 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 1409 0 0
"1210" "exp1" 3 29 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 1091 45 1
"1210" "exp1" 3 30 "graphed-probability" "pro-out" 60 40 34 67 60 40 35 65 2 1590 67 1
"1210" "exp1" 3 31 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1369 20 1
"1210" "exp1" 3 32 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 1995 65 1
"1210" "exp1" 3 33 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 1 732 77 1
"1210" "exp1" 3 34 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 859 0 0
"1210" "exp1" 3 35 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 1 8090 16 1
"1210" "exp1" 3 36 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 2280 0 0
"1210" "exp1" 3 37 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 1 1660 36 1
"1210" "exp1" 3 38 "graphed-probability" "congruent" 60 40 64 33 60 40 65 35 1 1601 64 1
"1210" "exp1" 3 39 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 2 4113 0 0
"1210" "exp1" 3 40 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1745 0 0
"1210" "exp1" 3 41 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 2 4141 0 0
"1210" "exp1" 3 42 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 1 1409 43 1
"1210" "exp1" 3 43 "graphed-probability" "pro-out" 70 30 25 74 70 30 25 75 1 2539 0 0
"1210" "exp1" 3 44 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 1 1569 23 1
"1210" "exp1" 3 45 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 951 74 1
"1210" "exp1" 3 46 "graphed-probability" "pro-out" 80 20 15 84 80 20 15 85 2 1345 0 0
"1210" "exp1" 3 47 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 2643 0 0
"1210" "exp1" 3 48 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 1211 23 1
"1210" "exp1" 3 49 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 1 1618 0 0
"1210" "exp1" 3 50 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 2 2055 0 0
"1210" "exp1" 3 51 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 3752 75 1
"1210" "exp1" 3 52 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 2 1238 87 1
"1210" "exp1" 3 53 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 1 2834 0 0
"1210" "exp1" 3 54 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 1084 66 1
"1210" "exp1" 3 55 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 3135 80 1
"1210" "exp1" 3 56 "graphed-probability" "pro-out" 80 20 16 84 80 20 15 85 1 1298 16 1
"1210" "exp1" 3 57 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 1 823 75 1
"1210" "exp1" 3 58 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 2184 20 1
"1210" "exp1" 3 59 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1223 30 1
"1210" "exp1" 3 60 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 928 0 0
"1210" "exp1" 4 1 "graphed-probability" "pro-out" 70 30 26 75 70 30 25 75 2 2549 0 0
"1210" "exp1" 4 2 "graphed-probability" "pro-prob" 60 40 44 54 60 40 45 55 1 1265 44 1
"1210" "exp1" 4 3 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 2 1082 0 0
"1210" "exp1" 4 4 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 2 1642 84 1
"1210" "exp1" 4 5 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 2 1333 85 1
"1210" "exp1" 4 6 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 775 63 1
"1210" "exp1" 4 7 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 698 0 0
"1210" "exp1" 4 8 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 1 1574 44 1
"1210" "exp1" 4 9 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 1 2275 17 1
"1210" "exp1" 4 10 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 982 67 1
"1210" "exp1" 4 11 "graphed-probability" "congruent" 60 40 67 33 60 40 65 35 1 1276 0 0
"1210" "exp1" 4 12 "graphed-probability" "pro-out" 60 40 34 66 60 40 35 65 2 2346 0 0
"1210" "exp1" 4 13 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 1 1534 0 0
"1210" "exp1" 4 14 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 998 73 1
"1210" "exp1" 4 15 "graphed-probability" "pro-out" 70 30 23 73 70 30 25 75 2 1539 0 0
"1210" "exp1" 4 16 "graphed-probability" "pro-out" 60 40 13 85 60 40 15 85 2 1566 85 1
"1210" "exp1" 4 17 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 1 1382 14 1
"1210" "exp1" 4 18 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 1 1505 27 1
"1210" "exp1" 4 19 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1847 40 1
"1210" "exp1" 4 20 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1565 20 1
"1210" "exp1" 4 21 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 2183 47 1
"1210" "exp1" 4 22 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 1 3383 0 0
"1210" "exp1" 4 23 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 1005 73 1
"1210" "exp1" 4 24 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1784 40 1
"1210" "exp1" 4 25 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 1 1888 37 1
"1210" "exp1" 4 26 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 839 0 0
"1210" "exp1" 4 27 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 1034 77 1
"1210" "exp1" 4 28 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1422 30 1
"1210" "exp1" 4 29 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 889 77 1
"1210" "exp1" 4 30 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 2 1965 0 0
"1210" "exp1" 4 31 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 3709 0 0
"1210" "exp1" 4 32 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 1084 63 1
"1210" "exp1" 4 33 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 1 1594 14 1
"1210" "exp1" 4 34 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 2227 0 0
"1210" "exp1" 4 35 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 1 1458 0 0
"1210" "exp1" 4 36 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 1 1676 35 1
"1210" "exp1" 4 37 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 1943 64 1
"1210" "exp1" 4 38 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 2 2582 0 0
"1210" "exp1" 4 39 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1170 20 1
"1210" "exp1" 4 40 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 1 1761 36 1
"1210" "exp1" 4 41 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 3059 0 0
"1210" "exp1" 4 42 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 1 1355 44 1
"1210" "exp1" 4 43 "graphed-probability" "pro-prob" 80 20 43 57 80 20 45 55 1 1719 0 0
"1210" "exp1" 4 44 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 1220 75 1
"1210" "exp1" 4 45 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 2170 30 1
"1210" "exp1" 4 46 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 1 1928 23 1
"1210" "exp1" 4 47 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1199 0 0
"1210" "exp1" 4 48 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 1 1872 0 0
"1210" "exp1" 4 49 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 2 1491 0 0
"1210" "exp1" 4 50 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 1071 45 1
"1210" "exp1" 4 51 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 2516 60 1
"1210" "exp1" 4 52 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 1 2388 35 1
"1210" "exp1" 4 53 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 1201 64 1
"1210" "exp1" 4 54 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 1008 0 0
"1210" "exp1" 4 55 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1941 0 0
"1210" "exp1" 4 56 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 981 0 0
"1210" "exp1" 4 57 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 2645 34 1
"1210" "exp1" 4 58 "graphed-probability" "pro-prob" 80 20 43 56 80 20 45 55 1 1536 43 1
"1210" "exp1" 4 59 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 1054 0 0
"1210" "exp1" 4 60 "graphed-probability" "pro-out" 60 40 35 66 60 40 35 65 2 1877 0 0
"1210" "exp1" 5 1 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 2 1482 0 0
"1210" "exp1" 5 2 "graphed-probability" "pro-prob" 70 30 36 66 70 30 35 65 1 945 36 1
"1210" "exp1" 5 3 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 846 65 1
"1210" "exp1" 5 4 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 2 1384 85 1
"1210" "exp1" 5 5 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 1 865 0 0
"1210" "exp1" 5 6 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 2 2006 0 0
"1210" "exp1" 5 7 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 1 1629 17 1
"1210" "exp1" 5 8 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 2 1489 0 0
"1210" "exp1" 5 9 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 1215 46 1
"1210" "exp1" 5 10 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 2 1846 0 0
"1210" "exp1" 5 11 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1910 0 0
"1210" "exp1" 5 12 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 1 1445 0 0
"1210" "exp1" 5 13 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 1 1385 25 1
"1210" "exp1" 5 14 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 3877 34 1
"1210" "exp1" 5 15 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 935 0 0
"1210" "exp1" 5 16 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 2 2229 0 0
"1210" "exp1" 5 17 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 999 0 0
"1210" "exp1" 5 18 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 1 1317 0 0
"1210" "exp1" 5 19 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 4758 0 0
"1210" "exp1" 5 20 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 1 959 46 1
"1210" "exp1" 5 21 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 2586 0 0
"1210" "exp1" 5 22 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 1426 0 0
"1210" "exp1" 5 23 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 2 2560 0 0
"1210" "exp1" 5 24 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 1314 66 1
"1210" "exp1" 5 25 "graphed-probability" "pro-out" 60 40 35 67 60 40 35 65 2 1577 67 1
"1210" "exp1" 5 26 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 1137 47 1
"1210" "exp1" 5 27 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 2 1318 84 1
"1210" "exp1" 5 28 "graphed-probability" "pro-out" 60 40 15 86 60 40 15 85 2 1273 0 0
"1210" "exp1" 5 29 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 2 1279 0 0
"1210" "exp1" 5 30 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 2085 74 1
"1210" "exp1" 5 31 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 2087 0 0
"1210" "exp1" 5 32 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 1811 0 0
"1210" "exp1" 5 33 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 1 3840 35 1
"1210" "exp1" 5 34 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1136 80 1
"1210" "exp1" 5 35 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 3293 0 0
"1210" "exp1" 5 36 "graphed-probability" "pro-prob" 60 40 47 55 60 40 45 55 1 1845 0 0
"1210" "exp1" 5 37 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1985 0 0
"1210" "exp1" 5 38 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 1346 77 1
"1210" "exp1" 5 39 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 2591 0 0
"1210" "exp1" 5 40 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 951 73 1
"1210" "exp1" 5 41 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 911 77 1
"1210" "exp1" 5 42 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 1301 66 1
"1210" "exp1" 5 43 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 1 2225 0 0
"1210" "exp1" 5 44 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 2 1383 0 0
"1210" "exp1" 5 45 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 1499 0 0
"1210" "exp1" 5 46 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 1 1416 0 0
"1210" "exp1" 5 47 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 2 1408 0 0
"1210" "exp1" 5 48 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 2221 87 1
"1210" "exp1" 5 49 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1512 0 0
"1210" "exp1" 5 50 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 2 2077 0 0
"1210" "exp1" 5 51 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1740 20 1
"1210" "exp1" 5 52 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 2 1614 0 0
"1210" "exp1" 5 53 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 1198 66 1
"1210" "exp1" 5 54 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 827 75 1
"1210" "exp1" 5 55 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 2065 0 0
"1210" "exp1" 5 56 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 1 1266 76 1
"1210" "exp1" 5 57 "graphed-probability" "congruent" 70 30 74 26 70 30 75 25 1 969 74 1
"1210" "exp1" 5 58 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 2460 0 0
"1210" "exp1" 5 59 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 1 1349 0 0
"1210" "exp1" 5 60 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 2 1278 0 0
"1210" "exp1" 6 1 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 1 2319 33 1
"1210" "exp1" 6 2 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 1 767 0 0
"1210" "exp1" 6 3 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 1 754 0 0
"1210" "exp1" 6 4 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 2 1171 0 0
"1210" "exp1" 6 5 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1250 0 0
"1210" "exp1" 6 6 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 1 763 26 1
"1210" "exp1" 6 7 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 958 65 1
"1210" "exp1" 6 8 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 1 2045 46 1
"1210" "exp1" 6 9 "graphed-probability" "pro-prob" 80 20 25 73 80 20 25 75 2 1600 0 0
"1210" "exp1" 6 10 "graphed-probability" "congruent" 80 20 77 24 80 20 75 25 1 826 0 0
"1210" "exp1" 6 11 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 997 0 0
"1210" "exp1" 6 12 "graphed-probability" "congruent" 80 20 73 27 80 20 75 25 1 754 73 1
"1210" "exp1" 6 13 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 1 1282 0 0
"1210" "exp1" 6 14 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 2187 0 0
"1210" "exp1" 6 15 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 971 65 1
"1210" "exp1" 6 16 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 1027 45 1
"1210" "exp1" 6 17 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 1363 35 1
"1210" "exp1" 6 18 "graphed-probability" "pro-out" 60 40 33 63 60 40 35 65 1 2053 0 0
"1210" "exp1" 6 19 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 2203 20 1
"1210" "exp1" 6 20 "graphed-probability" "pro-out" 70 30 25 77 70 30 25 75 2 2059 0 0
"1210" "exp1" 6 21 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 2408 0 0
"1210" "exp1" 6 22 "graphed-probability" "congruent" 70 30 75 27 70 30 75 25 1 1551 75 1
"1210" "exp1" 6 23 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 2 2020 64 1
"1210" "exp1" 6 24 "graphed-probability" "pro-out" 60 40 13 85 60 40 15 85 2 1679 0 0
"1210" "exp1" 6 25 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 1073 74 1
"1210" "exp1" 6 26 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1219 0 0
"1210" "exp1" 6 27 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 1220 75 1
"1210" "exp1" 6 28 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1667 20 1
"1210" "exp1" 6 29 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 2 984 85 1
"1210" "exp1" 6 30 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 2 1223 0 0
"1210" "exp1" 6 31 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 1019 67 1
"1210" "exp1" 6 32 "graphed-probability" "congruent" 60 40 64 33 60 40 65 35 1 2346 0 0
"1210" "exp1" 6 33 "graphed-probability" "pro-prob" 80 20 23 75 80 20 25 75 2 1013 0 0
"1210" "exp1" 6 34 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 1085 44 1
"1210" "exp1" 6 35 "graphed-probability" "congruent" 60 40 64 34 60 40 65 35 1 2660 64 1
"1210" "exp1" 6 36 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1195 30 1
"1210" "exp1" 6 37 "graphed-probability" "congruent" 70 30 76 25 70 30 75 25 1 864 76 1
"1210" "exp1" 6 38 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 1 1353 47 1
"1210" "exp1" 6 39 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 1 1951 26 1
"1210" "exp1" 6 40 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 2 1189 0 0
"1210" "exp1" 6 41 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1814 0 0
"1210" "exp1" 6 42 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1287 80 1
"1210" "exp1" 6 43 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 1511 0 0
"1210" "exp1" 6 44 "graphed-probability" "pro-prob" 70 30 36 66 70 30 35 65 1 935 0 0
"1210" "exp1" 6 45 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 1 886 0 0
"1210" "exp1" 6 46 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 1 2361 0 0
"1210" "exp1" 6 47 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 1 1035 76 1
"1210" "exp1" 6 48 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 2 1543 0 0
"1210" "exp1" 6 49 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 1443 45 1
"1210" "exp1" 6 50 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 2 1277 0 0
"1210" "exp1" 6 51 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1497 0 0
"1210" "exp1" 6 52 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 2 1506 0 0
"1210" "exp1" 6 53 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 1142 0 0
"1210" "exp1" 6 54 "graphed-probability" "pro-prob" 70 30 36 63 70 30 35 65 1 1442 0 0
"1210" "exp1" 6 55 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 2 2732 0 0
"1210" "exp1" 6 56 "graphed-probability" "pro-prob" 60 40 47 54 60 40 45 55 1 1353 47 1
"1210" "exp1" 6 57 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 2 1197 0 0
"1210" "exp1" 6 58 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1610 0 0
"1210" "exp1" 6 59 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 2 1344 87 1
"1210" "exp1" 6 60 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 1480 46 1
"1210" "exp1" 7 1 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 2 1358 0 0
"1210" "exp1" 7 2 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1224 0 0
"1210" "exp1" 7 3 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 2 3308 84 1
"1210" "exp1" 7 4 "graphed-probability" "congruent" 70 30 64 35 70 30 65 35 1 915 64 1
"1210" "exp1" 7 5 "graphed-probability" "pro-out" 60 40 35 66 60 40 35 65 2 3983 66 1
"1210" "exp1" 7 6 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 2 1137 0 0
"1210" "exp1" 7 7 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 1 1397 24 1
"1210" "exp1" 7 8 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 2 1761 63 1
"1210" "exp1" 7 9 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 1075 63 1
"1210" "exp1" 7 10 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 967 40 1
"1210" "exp1" 7 11 "graphed-probability" "pro-out" 80 20 16 85 80 20 15 85 2 1351 0 0
"1210" "exp1" 7 12 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1202 0 0
"1210" "exp1" 7 13 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 1 1728 24 1
"1210" "exp1" 7 14 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 963 30 1
"1210" "exp1" 7 15 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 824 66 1
"1210" "exp1" 7 16 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 895 73 1
"1210" "exp1" 7 17 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 2 1786 75 1
"1210" "exp1" 7 18 "graphed-probability" "pro-prob" 60 40 47 54 60 40 45 55 1 1385 47 1
"1210" "exp1" 7 19 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1796 0 0
"1210" "exp1" 7 20 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 2 3239 74 1
"1210" "exp1" 7 21 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 1135 75 1
"1210" "exp1" 7 22 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 2033 0 0
"1210" "exp1" 7 23 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1867 0 0
"1210" "exp1" 7 24 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 895 77 1
"1210" "exp1" 7 25 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 934 74 1
"1210" "exp1" 7 26 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 947 47 1
"1210" "exp1" 7 27 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 839 75 1
"1210" "exp1" 7 28 "graphed-probability" "congruent" 70 30 64 35 70 30 65 35 1 2005 64 1
"1210" "exp1" 7 29 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 1049 45 1
"1210" "exp1" 7 30 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 2375 0 0
"1210" "exp1" 7 31 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 763 67 1
"1210" "exp1" 7 32 "graphed-probability" "congruent" 70 30 77 23 70 30 75 25 1 727 77 1
"1210" "exp1" 7 33 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 2 1151 0 0
"1210" "exp1" 7 34 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 1 1075 47 1
"1210" "exp1" 7 35 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 1058 45 1
"1210" "exp1" 7 36 "graphed-probability" "pro-prob" 70 30 37 63 70 30 35 65 1 815 37 1
"1210" "exp1" 7 37 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 587 73 1
"1210" "exp1" 7 38 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1247 0 0
"1210" "exp1" 7 39 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1753 40 1
"1210" "exp1" 7 40 "graphed-probability" "pro-out" 70 30 25 77 70 30 25 75 2 1373 77 1
"1210" "exp1" 7 41 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 2 1550 0 0
"1210" "exp1" 7 42 "graphed-probability" "pro-prob" 60 40 47 56 60 40 45 55 1 1724 47 1
"1210" "exp1" 7 43 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 2 2777 65 1
"1210" "exp1" 7 44 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 1500 0 0
"1210" "exp1" 7 45 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 1085 0 0
"1210" "exp1" 7 46 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1426 0 0
"1210" "exp1" 7 47 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 2 1616 0 0
"1210" "exp1" 7 48 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 2 1029 83 1
"1210" "exp1" 7 49 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 2 1307 0 0
"1210" "exp1" 7 50 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 2 3458 0 0
"1210" "exp1" 7 51 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 1 2078 23 1
"1210" "exp1" 7 52 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 1 2850 0 0
"1210" "exp1" 7 53 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 1 1323 46 1
"1210" "exp1" 7 54 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 1 882 76 1
"1210" "exp1" 7 55 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 1 2037 34 1
"1210" "exp1" 7 56 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 2 1105 0 0
"1210" "exp1" 7 57 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 1062 43 1
"1210" "exp1" 7 58 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 909 0 0
"1210" "exp1" 7 59 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1426 40 1
"1210" "exp1" 7 60 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 2 1331 77 1
"1210" "exp1" 8 1 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 2186 40 1
"1210" "exp1" 8 2 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 677 77 1
"1210" "exp1" 8 3 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 621 64 1
"1210" "exp1" 8 4 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 663 0 0
"1210" "exp1" 8 5 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 2 1112 76 1
"1210" "exp1" 8 6 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1365 0 0
"1210" "exp1" 8 7 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1424 30 1
"1210" "exp1" 8 8 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 622 0 0
"1210" "exp1" 8 9 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 700 73 1
"1210" "exp1" 8 10 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1327 0 0
"1210" "exp1" 8 11 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 1185 76 1
"1210" "exp1" 8 12 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 726 75 1
"1210" "exp1" 8 13 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 2 1153 85 1
"1210" "exp1" 8 14 "graphed-probability" "pro-prob" 80 20 27 74 80 20 25 75 2 1944 0 0
"1210" "exp1" 8 15 "graphed-probability" "pro-out" 70 30 27 77 70 30 25 75 1 1828 27 1
"1210" "exp1" 8 16 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 2 2059 0 0
"1210" "exp1" 8 17 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 1 3110 23 1
"1210" "exp1" 8 18 "graphed-probability" "pro-out" 60 40 15 84 60 40 15 85 2 1383 0 0
"1210" "exp1" 8 19 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1219 40 1
"1210" "exp1" 8 20 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1182 30 1
"1210" "exp1" 8 21 "graphed-probability" "congruent" 60 40 64 37 60 40 65 35 1 1108 64 1
"1210" "exp1" 8 22 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 1211 66 1
"1210" "exp1" 8 23 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 1172 46 1
"1210" "exp1" 8 24 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1072 0 0
"1210" "exp1" 8 25 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 2 1172 85 1
"1210" "exp1" 8 26 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1589 0 0
"1210" "exp1" 8 27 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1047 20 1
"1210" "exp1" 8 28 "graphed-probability" "pro-out" 60 40 13 83 60 40 15 85 2 1037 0 0
"1210" "exp1" 8 29 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 653 76 1
"1210" "exp1" 8 30 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1166 0 0
"1210" "exp1" 8 31 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 2 1015 0 0
"1210" "exp1" 8 32 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 764 67 1
"1210" "exp1" 8 33 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 2 2068 0 0
"1210" "exp1" 8 34 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 870 44 1
"1210" "exp1" 8 35 "graphed-probability" "pro-prob" 60 40 45 54 60 40 45 55 1 2740 0 0
"1210" "exp1" 8 36 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 1 2448 24 1
"1210" "exp1" 8 37 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 1 1498 33 1
"1210" "exp1" 8 38 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 2 1202 0 0
"1210" "exp1" 8 39 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 1 1689 35 1
"1210" "exp1" 8 40 "graphed-probability" "congruent" 80 20 77 27 80 20 75 25 1 675 77 1
"1210" "exp1" 8 41 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 1 1129 46 1
"1210" "exp1" 8 42 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 1928 66 1
"1210" "exp1" 8 43 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 756 75 1
"1210" "exp1" 8 44 "graphed-probability" "pro-prob" 70 30 33 64 70 30 35 65 1 2217 0 0
"1210" "exp1" 8 45 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 2 1033 84 1
"1210" "exp1" 8 46 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 1151 0 0
"1210" "exp1" 8 47 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 983 0 0
"1210" "exp1" 8 48 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 2 1302 0 0
"1210" "exp1" 8 49 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 1 1245 37 1
"1210" "exp1" 8 50 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 2 1795 0 0
"1210" "exp1" 8 51 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 2 1242 0 0
"1210" "exp1" 8 52 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 2105 66 1
"1210" "exp1" 8 53 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 1 1168 46 1
"1210" "exp1" 8 54 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 2 1319 0 0
"1210" "exp1" 8 55 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 2 1462 67 1
"1210" "exp1" 8 56 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 2 1004 0 0
"1210" "exp1" 8 57 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1330 30 1
"1210" "exp1" 8 58 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 1 1100 44 1
"1210" "exp1" 8 59 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 1 2037 26 1
"1210" "exp1" 8 60 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1458 0 0
"1210" "exp1" 9 1 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 1161 44 1
"1210" "exp1" 9 2 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1452 0 0
"1210" "exp1" 9 3 "graphed-probability" "congruent" 70 30 63 37 70 30 65 35 1 783 63 1
"1210" "exp1" 9 4 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1037 0 0
"1210" "exp1" 9 5 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 1 1090 0 0
"1210" "exp1" 9 6 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 2 1539 0 0
"1210" "exp1" 9 7 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 2 1240 0 0
"1210" "exp1" 9 8 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1094 80 1
"1210" "exp1" 9 9 "graphed-probability" "pro-out" 70 30 25 74 70 30 25 75 1 1998 0 0
"1210" "exp1" 9 10 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 829 63 1
"1210" "exp1" 9 11 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 804 64 1
"1210" "exp1" 9 12 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 876 0 0
"1210" "exp1" 9 13 "graphed-probability" "pro-prob" 60 40 43 54 60 40 45 55 1 1105 43 1
"1210" "exp1" 9 14 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 2717 0 0
"1210" "exp1" 9 15 "graphed-probability" "pro-prob" 70 30 35 66 70 30 35 65 2 1874 0 0
"1210" "exp1" 9 16 "graphed-probability" "pro-prob" 80 20 24 76 80 20 25 75 2 1080 0 0
"1210" "exp1" 9 17 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 2 869 0 0
"1210" "exp1" 9 18 "graphed-probability" "pro-out" 70 30 25 74 70 30 25 75 2 2410 0 0
"1210" "exp1" 9 19 "graphed-probability" "pro-out" 60 40 13 85 60 40 15 85 2 1403 85 1
"1210" "exp1" 9 20 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 2687 40 1
"1210" "exp1" 9 21 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 1254 0 0
"1210" "exp1" 9 22 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 716 74 1
"1210" "exp1" 9 23 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 2 1911 0 0
"1210" "exp1" 9 24 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1230 70 1
"1210" "exp1" 9 25 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1126 40 1
"1210" "exp1" 9 26 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 1 1621 35 1
"1210" "exp1" 9 27 "graphed-probability" "congruent" 60 40 65 35 60 40 65 35 1 944 65 1
"1210" "exp1" 9 28 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1075 0 0
"1210" "exp1" 9 29 "graphed-probability" "pro-out" 80 20 16 85 80 20 15 85 2 1751 0 0
"1210" "exp1" 9 30 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 2 1387 85 1
"1210" "exp1" 9 31 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 879 76 1
"1210" "exp1" 9 32 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 925 0 0
"1210" "exp1" 9 33 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 785 0 0
"1210" "exp1" 9 34 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 1 1074 0 0
"1210" "exp1" 9 35 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 681 76 1
"1210" "exp1" 9 36 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 1 954 76 1
"1210" "exp1" 9 37 "graphed-probability" "pro-out" 80 20 15 86 80 20 15 85 2 853 86 1
"1210" "exp1" 9 38 "graphed-probability" "congruent" 70 30 77 24 70 30 75 25 1 780 77 1
"1210" "exp1" 9 39 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 884 80 1
"1210" "exp1" 9 40 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 2 1263 0 0
"1210" "exp1" 9 41 "graphed-probability" "pro-out" 60 40 35 66 60 40 35 65 2 1072 0 0
"1210" "exp1" 9 42 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 2 973 0 0
"1210" "exp1" 9 43 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 1 1512 43 1
"1210" "exp1" 9 44 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1652 40 1
"1210" "exp1" 9 45 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 1 1835 35 1
"1210" "exp1" 9 46 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 845 73 1
"1210" "exp1" 9 47 "graphed-probability" "pro-prob" 80 20 24 74 80 20 25 75 2 1187 0 0
"1210" "exp1" 9 48 "graphed-probability" "pro-out" 60 40 14 85 60 40 15 85 2 1296 85 1
"1210" "exp1" 9 49 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 2 1452 66 1
"1210" "exp1" 9 50 "graphed-probability" "pro-out" 60 40 35 67 60 40 35 65 1 1512 35 1
"1210" "exp1" 9 51 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 2 1592 0 0
"1210" "exp1" 9 52 "graphed-probability" "pro-prob" 80 20 44 54 80 20 45 55 1 926 44 1
"1210" "exp1" 9 53 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 937 0 0
"1210" "exp1" 9 54 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 1 654 0 0
"1210" "exp1" 9 55 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 819 66 1
"1210" "exp1" 9 56 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 826 75 1
"1210" "exp1" 9 57 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1634 0 0
"1210" "exp1" 9 58 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 716 64 1
"1210" "exp1" 9 59 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1363 0 0
"1210" "exp1" 9 60 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 1 977 0 0
"1210" "exp1" 10 1 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 2 2369 0 0
"1210" "exp1" 10 2 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 661 64 1
"1210" "exp1" 10 3 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1092 30 1
"1210" "exp1" 10 4 "graphed-probability" "pro-prob" 70 30 37 63 70 30 35 65 1 657 37 1
"1210" "exp1" 10 5 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 1 1647 0 0
"1210" "exp1" 10 6 "graphed-probability" "pro-prob" 60 40 44 56 60 40 45 55 1 1526 44 1
"1210" "exp1" 10 7 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 1 839 75 1
"1210" "exp1" 10 8 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 2 1079 0 0
"1210" "exp1" 10 9 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 1230 45 1
"1210" "exp1" 10 10 "graphed-probability" "pro-out" 60 40 15 87 60 40 15 85 2 1139 87 1
"1210" "exp1" 10 11 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1218 30 1
"1210" "exp1" 10 12 "graphed-probability" "pro-prob" 60 40 45 53 60 40 45 55 2 2806 0 0
"1210" "exp1" 10 13 "graphed-probability" "congruent" 70 30 76 26 70 30 75 25 1 1060 0 0
"1210" "exp1" 10 14 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1625 0 0
"1210" "exp1" 10 15 "graphed-probability" "pro-out" 70 30 26 77 70 30 25 75 1 2294 26 1
"1210" "exp1" 10 16 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 810 75 1
"1210" "exp1" 10 17 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1201 0 0
"1210" "exp1" 10 18 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 837 73 1
"1210" "exp1" 10 19 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 2 1316 0 0
"1210" "exp1" 10 20 "graphed-probability" "pro-prob" 70 30 37 67 70 30 35 65 1 1295 0 0
"1210" "exp1" 10 21 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 2 1685 0 0
"1210" "exp1" 10 22 "graphed-probability" "congruent" 60 40 66 34 60 40 65 35 1 845 66 1
"1210" "exp1" 10 23 "graphed-probability" "pro-out" 70 30 26 75 70 30 25 75 2 1872 0 0
"1210" "exp1" 10 24 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 2 737 76 1
"1210" "exp1" 10 25 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 2 1919 0 0
"1210" "exp1" 10 26 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 894 67 1
"1210" "exp1" 10 27 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 719 0 0
"1210" "exp1" 10 28 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 2 963 84 1
"1210" "exp1" 10 29 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 637 75 1
"1210" "exp1" 10 30 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 862 0 0
"1210" "exp1" 10 31 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 652 0 0
"1210" "exp1" 10 32 "graphed-probability" "pro-out" 70 30 26 75 70 30 25 75 2 1647 75 1
"1210" "exp1" 10 33 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 1 887 0 0
"1210" "exp1" 10 34 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1361 70 1
"1210" "exp1" 10 35 "graphed-probability" "congruent" 70 30 64 37 70 30 65 35 1 859 0 0
"1210" "exp1" 10 36 "graphed-probability" "congruent" 80 20 76 24 80 20 75 25 1 681 0 0
"1210" "exp1" 10 37 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1043 0 0
"1210" "exp1" 10 38 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1013 0 0
"1210" "exp1" 10 39 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1438 0 0
"1210" "exp1" 10 40 "graphed-probability" "pro-out" 60 40 37 67 60 40 35 65 2 1541 0 0
"1210" "exp1" 10 41 "graphed-probability" "pro-out" 60 40 36 64 60 40 35 65 2 2307 64 1
"1210" "exp1" 10 42 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 1 1273 46 1
"1210" "exp1" 10 43 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 2 1621 85 1
"1210" "exp1" 10 44 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 1 1264 0 0
"1210" "exp1" 10 45 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 1255 35 1
"1210" "exp1" 10 46 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 2 1023 86 1
"1210" "exp1" 10 47 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 831 75 1
"1210" "exp1" 10 48 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 714 74 1
"1210" "exp1" 10 49 "graphed-probability" "pro-prob" 80 20 43 56 80 20 45 55 1 2116 43 1
"1210" "exp1" 10 50 "graphed-probability" "pro-out" 80 20 16 85 80 20 15 85 2 989 0 0
"1210" "exp1" 10 51 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1402 60 1
"1210" "exp1" 10 52 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 2 1196 87 1
"1210" "exp1" 10 53 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 1 1353 25 1
"1210" "exp1" 10 54 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1053 0 0
"1210" "exp1" 10 55 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 815 0 0
"1210" "exp1" 10 56 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 1 1797 35 1
"1210" "exp1" 10 57 "graphed-probability" "congruent" 60 40 67 33 60 40 65 35 1 1241 67 1
"1210" "exp1" 10 58 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 1106 0 0
"1210" "exp1" 10 59 "graphed-probability" "pro-prob" 80 20 23 77 80 20 25 75 2 1236 0 0
"1210" "exp1" 10 60 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 2 1274 0 0
"1210" "exp1" 11 1 "graphed-probability" "pro-out" 80 20 15 86 80 20 15 85 2 834 0 0
"1210" "exp1" 11 2 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 861 60 1
"1210" "exp1" 11 3 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 2 939 85 1
"1210" "exp1" 11 4 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 692 74 1
"1210" "exp1" 11 5 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 2 1137 0 0
"1210" "exp1" 11 6 "graphed-probability" "pro-out" 60 40 37 65 60 40 35 65 2 992 65 1
"1210" "exp1" 11 7 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 2484 0 0
"1210" "exp1" 11 8 "graphed-probability" "pro-out" 60 40 16 86 60 40 15 85 2 853 86 1
"1210" "exp1" 11 9 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 1 2250 0 0
"1210" "exp1" 11 10 "graphed-probability" "congruent" 80 20 75 26 80 20 75 25 1 648 75 1
"1210" "exp1" 11 11 "graphed-probability" "congruent" 80 20 74 24 80 20 75 25 1 1086 74 1
"1210" "exp1" 11 12 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 2 1389 0 0
"1210" "exp1" 11 13 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 2 1029 0 0
"1210" "exp1" 11 14 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 896 0 0
"1210" "exp1" 11 15 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 1055 64 1
"1210" "exp1" 11 16 "graphed-probability" "congruent" 60 40 63 37 60 40 65 35 1 1193 63 1
"1210" "exp1" 11 17 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 2 1101 85 1
"1210" "exp1" 11 18 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 2 1071 0 0
"1210" "exp1" 11 19 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 2 993 0 0
"1210" "exp1" 11 20 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 2 2790 0 0
"1210" "exp1" 11 21 "graphed-probability" "pro-prob" 60 40 43 55 60 40 45 55 1 1364 0 0
"1210" "exp1" 11 22 "graphed-probability" "pro-prob" 70 30 35 67 70 30 35 65 1 1345 0 0
"1210" "exp1" 11 23 "graphed-probability" "pro-prob" 80 20 46 54 80 20 45 55 1 986 46 1
"1210" "exp1" 11 24 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 2 1125 0 0
"1210" "exp1" 11 25 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 1 1156 0 0
"1210" "exp1" 11 26 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 691 75 1
"1210" "exp1" 11 27 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1934 0 0
"1210" "exp1" 11 28 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 749 77 1
"1210" "exp1" 11 29 "graphed-probability" "pro-prob" 80 20 45 56 80 20 45 55 1 978 45 1
"1210" "exp1" 11 30 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1154 0 0
"1210" "exp1" 11 31 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 2 1089 74 1
"1210" "exp1" 11 32 "graphed-probability" "pro-prob" 80 20 44 57 80 20 45 55 1 1016 44 1
"1210" "exp1" 11 33 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 944 63 1
"1210" "exp1" 11 34 "graphed-probability" "pro-out" 70 30 23 75 70 30 25 75 2 949 0 0
"1210" "exp1" 11 35 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 1 836 75 1
"1210" "exp1" 11 36 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 768 76 1
"1210" "exp1" 11 37 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 2 952 0 0
"1210" "exp1" 11 38 "graphed-probability" "pro-prob" 60 40 46 55 60 40 45 55 1 1206 46 1
"1210" "exp1" 11 39 "graphed-probability" "pro-prob" 80 20 43 54 80 20 45 55 1 919 43 1
"1210" "exp1" 11 40 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 2 785 0 0
"1210" "exp1" 11 41 "graphed-probability" "congruent" 70 30 63 35 70 30 65 35 1 777 63 1
"1210" "exp1" 11 42 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 1014 66 1
"1210" "exp1" 11 43 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 1034 66 1
"1210" "exp1" 11 44 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 2 888 0 0
"1210" "exp1" 11 45 "graphed-probability" "pro-out" 60 40 36 64 60 40 35 65 2 1189 64 1
"1210" "exp1" 11 46 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1034 0 0
"1210" "exp1" 11 47 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 679 76 1
"1210" "exp1" 11 48 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 2 1083 65 1
"1210" "exp1" 11 49 "graphed-probability" "congruent" 60 40 64 37 60 40 65 35 1 784 0 0
"1210" "exp1" 11 50 "graphed-probability" "congruent" 70 30 64 34 70 30 65 35 1 606 64 1
"1210" "exp1" 11 51 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1320 0 0
"1210" "exp1" 11 52 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1093 60 1
"1210" "exp1" 11 53 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 2 1990 0 0
"1210" "exp1" 11 54 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1232 30 1
"1210" "exp1" 11 55 "graphed-probability" "pro-prob" 70 30 33 67 70 30 35 65 2 1727 0 0
"1210" "exp1" 11 56 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1020 0 0
"1210" "exp1" 11 57 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 929 0 0
"1210" "exp1" 11 58 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 2 1584 0 0
"1210" "exp1" 11 59 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1567 20 1
"1210" "exp1" 11 60 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 2 1132 0 0
"1210" "exp1" 12 1 "graphed-probability" "pro-out" 60 40 15 87 60 40 15 85 2 909 0 0
"1210" "exp1" 12 2 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 2 784 76 1
"1210" "exp1" 12 3 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 2 1070 0 0
"1210" "exp1" 12 4 "graphed-probability" "pro-out" 60 40 33 65 60 40 35 65 2 910 0 0
"1210" "exp1" 12 5 "graphed-probability" "pro-out" 60 40 36 64 60 40 35 65 2 1361 0 0
"1210" "exp1" 12 6 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1046 30 1
"1210" "exp1" 12 7 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 916 0 0
"1210" "exp1" 12 8 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 1 809 67 1
"1210" "exp1" 12 9 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 824 66 1
"1210" "exp1" 12 10 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 854 0 0
"1210" "exp1" 12 11 "graphed-probability" "pro-prob" 70 30 35 64 70 30 35 65 2 1268 0 0
"1210" "exp1" 12 12 "graphed-probability" "pro-prob" 60 40 44 54 60 40 45 55 1 1127 0 0
"1210" "exp1" 12 13 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1035 40 1
"1210" "exp1" 12 14 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 2 1054 0 0
"1210" "exp1" 12 15 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 2 943 84 1
"1210" "exp1" 12 16 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 924 46 1
"1210" "exp1" 12 17 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 1138 0 0
"1210" "exp1" 12 18 "graphed-probability" "pro-prob" 60 40 47 53 60 40 45 55 1 921 47 1
"1210" "exp1" 12 19 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 995 70 1
"1210" "exp1" 12 20 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 1 966 44 1
"1210" "exp1" 12 21 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 2 936 76 1
"1210" "exp1" 12 22 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 1019 67 1
"1210" "exp1" 12 23 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 711 74 1
"1210" "exp1" 12 24 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 821 60 1
"1210" "exp1" 12 25 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 2 866 0 0
"1210" "exp1" 12 26 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 2 1216 0 0
"1210" "exp1" 12 27 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 2 2140 0 0
"1210" "exp1" 12 28 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 2 746 0 0
"1210" "exp1" 12 29 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1147 0 0
"1210" "exp1" 12 30 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 1 983 43 1
"1210" "exp1" 12 31 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 2 918 0 0
"1210" "exp1" 12 32 "graphed-probability" "pro-prob" 60 40 47 53 60 40 45 55 1 1227 47 1
"1210" "exp1" 12 33 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 783 0 0
"1210" "exp1" 12 34 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1172 0 0
"1210" "exp1" 12 35 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 1052 76 1
"1210" "exp1" 12 36 "graphed-probability" "congruent" 80 20 76 23 80 20 75 25 1 825 76 1
"1210" "exp1" 12 37 "graphed-probability" "pro-prob" 80 20 25 74 80 20 25 75 2 1152 0 0
"1210" "exp1" 12 38 "graphed-probability" "pro-prob" 70 30 36 66 70 30 35 65 1 1178 36 1
"1210" "exp1" 12 39 "graphed-probability" "pro-prob" 70 30 33 65 70 30 35 65 1 949 33 1
"1210" "exp1" 12 40 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 2 1687 0 0
"1210" "exp1" 12 41 "graphed-probability" "congruent" 80 20 74 23 80 20 75 25 1 819 0 0
"1210" "exp1" 12 42 "graphed-probability" "congruent" 70 30 66 36 70 30 65 35 1 642 0 0
"1210" "exp1" 12 43 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 708 0 0
"1210" "exp1" 12 44 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 2 1416 75 1
"1210" "exp1" 12 45 "graphed-probability" "congruent" 60 40 67 33 60 40 65 35 1 789 67 1
"1210" "exp1" 12 46 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1331 60 1
"1210" "exp1" 12 47 "graphed-probability" "congruent" 70 30 74 23 70 30 75 25 1 1012 74 1
"1210" "exp1" 12 48 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 962 0 0
"1210" "exp1" 12 49 "graphed-probability" "pro-out" 60 40 37 67 60 40 35 65 2 1316 0 0
"1210" "exp1" 12 50 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 760 75 1
"1210" "exp1" 12 51 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 703 76 1
"1210" "exp1" 12 52 "graphed-probability" "pro-prob" 80 20 23 75 80 20 25 75 2 802 75 1
"1210" "exp1" 12 53 "graphed-probability" "congruent" 80 20 74 26 80 20 75 25 1 835 74 1
"1210" "exp1" 12 54 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 1 1515 24 1
"1210" "exp1" 12 55 "graphed-probability" "pro-out" 70 30 27 75 70 30 25 75 2 1123 0 0
"1210" "exp1" 12 56 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 850 0 0
"1210" "exp1" 12 57 "graphed-probability" "pro-prob" 80 20 25 74 80 20 25 75 2 986 0 0
"1210" "exp1" 12 58 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 1 916 46 1
"1210" "exp1" 12 59 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 932 0 0
"1210" "exp1" 12 60 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 936 60 1
"1210" "exp1" 13 1 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1054 30 1
"1210" "exp1" 13 2 "graphed-probability" "pro-prob" 80 20 27 75 80 20 25 75 2 993 0 0
"1210" "exp1" 13 3 "graphed-probability" "congruent" 80 20 76 24 80 20 75 25 1 670 76 1
"1210" "exp1" 13 4 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 842 0 0
"1210" "exp1" 13 5 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 1 1174 44 1
"1210" "exp1" 13 6 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 923 20 1
"1210" "exp1" 13 7 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 1 534 0 0
"1210" "exp1" 13 8 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 2 1152 83 1
"1210" "exp1" 13 9 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 1 858 0 0
"1210" "exp1" 13 10 "graphed-probability" "pro-out" 60 40 15 86 60 40 15 85 2 885 86 1
"1210" "exp1" 13 11 "graphed-probability" "pro-prob" 80 20 26 74 80 20 25 75 2 1410 0 0
"1210" "exp1" 13 12 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 866 0 0
"1210" "exp1" 13 13 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 2 989 64 1
"1210" "exp1" 13 14 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 1 1340 43 1
"1210" "exp1" 13 15 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 887 77 1
"1210" "exp1" 13 16 "graphed-probability" "pro-prob" 70 30 34 66 70 30 35 65 2 1205 0 0
"1210" "exp1" 13 17 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 1182 47 1
"1210" "exp1" 13 18 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 942 40 1
"1210" "exp1" 13 19 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 1 704 75 1
"1210" "exp1" 13 20 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 1121 47 1
"1210" "exp1" 13 21 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 2 1646 64 1
"1210" "exp1" 13 22 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 2 1446 0 0
"1210" "exp1" 13 23 "graphed-probability" "pro-out" 80 20 16 85 80 20 15 85 2 871 0 0
"1210" "exp1" 13 24 "graphed-probability" "pro-out" 60 40 13 83 60 40 15 85 2 951 83 1
"1210" "exp1" 13 25 "graphed-probability" "pro-out" 60 40 14 86 60 40 15 85 2 928 0 0
"1210" "exp1" 13 26 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 2149 0 0
"1210" "exp1" 13 27 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 2 963 0 0
"1210" "exp1" 13 28 "graphed-probability" "congruent" 60 40 64 33 60 40 65 35 1 857 0 0
"1210" "exp1" 13 29 "graphed-probability" "pro-prob" 60 40 43 56 60 40 45 55 2 801 0 0
"1210" "exp1" 13 30 "graphed-probability" "congruent" 60 40 64 34 60 40 65 35 1 765 64 1
"1210" "exp1" 13 31 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 2 971 0 0
"1210" "exp1" 13 32 "graphed-probability" "pro-out" 60 40 33 67 60 40 35 65 2 754 67 1
"1210" "exp1" 13 33 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 921 75 1
"1210" "exp1" 13 34 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 869 0 0
"1210" "exp1" 13 35 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 2 851 85 1
"1210" "exp1" 13 36 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 733 74 1
"1210" "exp1" 13 37 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 844 65 1
"1210" "exp1" 13 38 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 944 73 1
"1210" "exp1" 13 39 "graphed-probability" "pro-out" 70 30 25 77 70 30 25 75 2 876 0 0
"1210" "exp1" 13 40 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 2 1029 0 0
"1210" "exp1" 13 41 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 2 880 0 0
"1210" "exp1" 13 42 "graphed-probability" "pro-prob" 80 20 43 56 80 20 45 55 1 1189 43 1
"1210" "exp1" 13 43 "graphed-probability" "pro-prob" 80 20 47 57 80 20 45 55 1 991 47 1
"1210" "exp1" 13 44 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 2 1188 0 0
"1210" "exp1" 13 45 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 2 731 0 0
"1210" "exp1" 13 46 "graphed-probability" "pro-out" 80 20 16 85 80 20 15 85 2 760 85 1
"1210" "exp1" 13 47 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1020 60 1
"1210" "exp1" 13 48 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 580 77 1
"1210" "exp1" 13 49 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 877 0 0
"1210" "exp1" 13 50 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1101 30 1
"1210" "exp1" 13 51 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1423 70 1
"1210" "exp1" 13 52 "graphed-probability" "congruent" 70 30 65 34 70 30 65 35 1 1034 65 1
"1210" "exp1" 13 53 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 2 802 0 0
"1210" "exp1" 13 54 "graphed-probability" "pro-prob" 80 20 25 77 80 20 25 75 2 922 77 1
"1210" "exp1" 13 55 "graphed-probability" "congruent" 60 40 63 35 60 40 65 35 1 1157 63 1
"1210" "exp1" 13 56 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 739 0 0
"1210" "exp1" 13 57 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1306 20 1
"1210" "exp1" 13 58 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 675 76 1
"1210" "exp1" 13 59 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 2 1284 0 0
"1210" "exp1" 13 60 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 613 0 0
"1210" "exp1" 14 1 "graphed-probability" "pro-out" 80 20 15 85 80 20 15 85 2 896 85 1
"1210" "exp1" 14 2 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 741 0 0
"1210" "exp1" 14 3 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 548 67 1
"1210" "exp1" 14 4 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 1 914 0 0
"1210" "exp1" 14 5 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 2 831 84 1
"1210" "exp1" 14 6 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 2 896 0 0
"1210" "exp1" 14 7 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1050 0 0
"1210" "exp1" 14 8 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 2 1013 83 1
"1210" "exp1" 14 9 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 938 0 0
"1210" "exp1" 14 10 "graphed-probability" "pro-out" 60 40 17 83 60 40 15 85 2 898 0 0
"1210" "exp1" 14 11 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 2 1167 0 0
"1210" "exp1" 14 12 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 2 859 0 0
"1210" "exp1" 14 13 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 916 0 0
"1210" "exp1" 14 14 "graphed-probability" "pro-prob" 70 30 34 66 70 30 35 65 2 1042 0 0
"1210" "exp1" 14 15 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 918 65 1
"1210" "exp1" 14 16 "graphed-probability" "congruent" 80 20 76 24 80 20 75 25 1 652 76 1
"1210" "exp1" 14 17 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 2 715 0 0
"1210" "exp1" 14 18 "graphed-probability" "congruent" 70 30 77 25 70 30 75 25 1 917 77 1
"1210" "exp1" 14 19 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1458 70 1
"1210" "exp1" 14 20 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 2 1367 0 0
"1210" "exp1" 14 21 "graphed-probability" "pro-prob" 70 30 34 66 70 30 35 65 2 1018 0 0
"1210" "exp1" 14 22 "graphed-probability" "pro-prob" 60 40 44 54 60 40 45 55 1 1301 0 0
"1210" "exp1" 14 23 "graphed-probability" "pro-prob" 80 20 43 54 80 20 45 55 1 1044 43 1
"1210" "exp1" 14 24 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 701 47 1
"1210" "exp1" 14 25 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 792 0 0
"1210" "exp1" 14 26 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 646 66 1
"1210" "exp1" 14 27 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 2 1083 64 1
"1210" "exp1" 14 28 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 698 0 0
"1210" "exp1" 14 29 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 2 864 77 1
"1210" "exp1" 14 30 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 2 951 66 1
"1210" "exp1" 14 31 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 736 74 1
"1210" "exp1" 14 32 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 882 80 1
"1210" "exp1" 14 33 "graphed-probability" "pro-prob" 70 30 37 63 70 30 35 65 2 1550 0 0
"1210" "exp1" 14 34 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 2 1276 0 0
"1210" "exp1" 14 35 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 2 800 73 1
"1210" "exp1" 14 36 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1256 30 1
"1210" "exp1" 14 37 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 784 77 1
"1210" "exp1" 14 38 "graphed-probability" "pro-out" 80 20 16 83 80 20 15 85 2 898 0 0
"1210" "exp1" 14 39 "graphed-probability" "pro-out" 60 40 37 65 60 40 35 65 2 823 65 1
"1210" "exp1" 14 40 "graphed-probability" "congruent" 70 30 65 33 70 30 65 35 1 757 65 1
"1210" "exp1" 14 41 "graphed-probability" "congruent" 70 30 75 26 70 30 75 25 1 710 0 0
"1210" "exp1" 14 42 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 948 0 0
"1210" "exp1" 14 43 "graphed-probability" "congruent" 70 30 67 33 70 30 65 35 1 611 0 0
"1210" "exp1" 14 44 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 2 794 0 0
"1210" "exp1" 14 45 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 2 882 0 0
"1210" "exp1" 14 46 "graphed-probability" "congruent" 70 30 73 24 70 30 75 25 1 887 73 1
"1210" "exp1" 14 47 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 660 60 1
"1210" "exp1" 14 48 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 991 40 1
"1210" "exp1" 14 49 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 2 786 0 0
"1210" "exp1" 14 50 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1227 70 1
"1210" "exp1" 14 51 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 855 65 1
"1210" "exp1" 14 52 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 680 77 1
"1210" "exp1" 14 53 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 678 63 1
"1210" "exp1" 14 54 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 1 1104 46 1
"1210" "exp1" 14 55 "graphed-probability" "pro-out" 70 30 25 76 70 30 25 75 2 976 0 0
"1210" "exp1" 14 56 "graphed-probability" "pro-prob" 70 30 36 67 70 30 35 65 2 1008 0 0
"1210" "exp1" 14 57 "graphed-probability" "pro-out" 70 30 23 74 70 30 25 75 2 813 0 0
"1210" "exp1" 14 58 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 2 1030 0 0
"1210" "exp1" 14 59 "graphed-probability" "pro-prob" 60 40 46 56 60 40 45 55 1 1006 46 1
"1210" "exp1" 14 60 "graphed-probability" "pro-prob" 60 40 47 54 60 40 45 55 1 1034 47 1
"1210" "exp1" 15 1 "graphed-probability" "pro-prob" 70 30 35 65 70 30 35 65 2 1259 65 1
"1210" "exp1" 15 2 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 608 0 0
"1210" "exp1" 15 3 "graphed-probability" "pro-prob" 80 20 27 76 80 20 25 75 2 1380 76 1
"1210" "exp1" 15 4 "graphed-probability" "congruent" 70 30 77 26 70 30 75 25 1 566 77 1
"1210" "exp1" 15 5 "graphed-probability" "pro-prob" 60 40 47 55 60 40 45 55 1 911 47 1
"1210" "exp1" 15 6 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 743 30 1
"1210" "exp1" 15 7 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 603 63 1
"1210" "exp1" 15 8 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 573 73 1
"1210" "exp1" 15 9 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 2 935 0 0
"1210" "exp1" 15 10 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 678 73 1
"1210" "exp1" 15 11 "graphed-probability" "congruent" 60 40 64 34 60 40 65 35 1 738 64 1
"1210" "exp1" 15 12 "graphed-probability" "pro-out" 60 40 15 83 60 40 15 85 2 993 0 0
"1210" "exp1" 15 13 "graphed-probability" "pro-out" 80 20 15 87 80 20 15 85 2 1029 0 0
"1210" "exp1" 15 14 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 911 0 0
"1210" "exp1" 15 15 "graphed-probability" "pro-out" 60 40 13 83 60 40 15 85 2 915 83 1
"1210" "exp1" 15 16 "graphed-probability" "pro-prob" 60 40 43 53 60 40 45 55 1 879 43 1
"1210" "exp1" 15 17 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 966 0 0
"1210" "exp1" 15 18 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 586 67 1
"1210" "exp1" 15 19 "graphed-probability" "pro-out" 60 40 14 84 60 40 15 85 2 1371 0 0
"1210" "exp1" 15 20 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 968 0 0
"1210" "exp1" 15 21 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 774 80 1
"1210" "exp1" 15 22 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 811 0 0
"1210" "exp1" 15 23 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 722 75 1
"1210" "exp1" 15 24 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 971 40 1
"1210" "exp1" 15 25 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 2 909 0 0
"1210" "exp1" 15 26 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 601 65 1
"1210" "exp1" 15 27 "graphed-probability" "pro-out" 70 30 25 75 70 30 25 75 2 933 0 0
"1210" "exp1" 15 28 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 861 40 1
"1210" "exp1" 15 29 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 2227 70 1
"1210" "exp1" 15 30 "graphed-probability" "congruent" 70 30 64 33 70 30 65 35 1 644 64 1
"1210" "exp1" 15 31 "graphed-probability" "congruent" 70 30 73 23 70 30 75 25 1 608 73 1
"1210" "exp1" 15 32 "graphed-probability" "pro-out" 60 40 37 64 60 40 35 65 2 852 64 1
"1210" "exp1" 15 33 "graphed-probability" "pro-out" 80 20 14 84 80 20 15 85 2 831 0 0
"1210" "exp1" 15 34 "graphed-probability" "pro-prob" 80 20 43 56 80 20 45 55 1 2958 0 0
"1210" "exp1" 15 35 "graphed-probability" "pro-prob" 60 40 44 53 60 40 45 55 1 1526 0 0
"1210" "exp1" 15 36 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 1232 0 0
"1210" "exp1" 15 37 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 2 891 73 1
"1210" "exp1" 15 38 "graphed-probability" "pro-prob" 70 30 36 64 70 30 35 65 1 1440 0 0
"1210" "exp1" 15 39 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 2 1000 0 0
"1210" "exp1" 15 40 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 2 778 66 1
"1210" "exp1" 15 41 "graphed-probability" "pro-prob" 80 20 23 73 80 20 25 75 2 1295 0 0
"1210" "exp1" 15 42 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 1 1603 44 1
"1210" "exp1" 15 43 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 854 0 0
"1210" "exp1" 15 44 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1050 0 0
"1210" "exp1" 15 45 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 2 892 0 0
"1210" "exp1" 15 46 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 2 826 0 0
"1210" "exp1" 15 47 "graphed-probability" "pro-prob" 80 20 43 53 80 20 45 55 1 1173 43 1
"1210" "exp1" 15 48 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 2 879 0 0
"1210" "exp1" 15 49 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 2 1186 0 0
"1210" "exp1" 15 50 "graphed-probability" "congruent" 70 30 64 35 70 30 65 35 1 621 64 1
"1210" "exp1" 15 51 "graphed-probability" "pro-out" 80 20 13 84 80 20 15 85 2 1114 0 0
"1210" "exp1" 15 52 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 1019 45 1
"1210" "exp1" 15 53 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 2 949 0 0
"1210" "exp1" 15 54 "graphed-probability" "pro-out" 60 40 36 64 60 40 35 65 2 1120 0 0
"1210" "exp1" 15 55 "graphed-probability" "pro-out" 60 40 15 85 60 40 15 85 2 1124 0 0
"1210" "exp1" 15 56 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 995 0 0
"1210" "exp1" 15 57 "graphed-probability" "congruent" 80 20 77 23 80 20 75 25 1 725 77 1
"1210" "exp1" 15 58 "graphed-probability" "congruent" 80 20 75 23 80 20 75 25 1 652 75 1
"1210" "exp1" 15 59 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 860 0 0
"1210" "exp1" 15 60 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 613 0 0
"1210" "exp1" 16 1 "graphed-probability" "pro-out" 80 20 16 85 80 20 15 85 2 981 0 0
"1210" "exp1" 16 2 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1187 0 0
"1210" "exp1" 16 3 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 745 0 0
"1210" "exp1" 16 4 "graphed-probability" "congruent" 70 30 63 36 70 30 65 35 1 655 63 1
"1210" "exp1" 16 5 "graphed-probability" "pro-prob" 70 30 34 67 70 30 35 65 2 778 0 0
"1210" "exp1" 16 6 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 815 70 1
"1210" "exp1" 16 7 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 894 0 0
"1210" "exp1" 16 8 "graphed-probability" "congruent" 80 20 74 25 80 20 75 25 1 554 74 1
"1210" "exp1" 16 9 "graphed-probability" "congruent" 60 40 65 34 60 40 65 35 1 723 65 1
"1210" "exp1" 16 10 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 614 64 1
"1210" "exp1" 16 11 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 800 0 0
"1210" "exp1" 16 12 "graphed-probability" "congruent" 80 20 76 25 80 20 75 25 1 588 76 1
"1210" "exp1" 16 13 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 610 77 1
"1210" "exp1" 16 14 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 1 1001 0 0
"1210" "exp1" 16 15 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 1167 0 0
"1210" "exp1" 16 16 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 892 0 0
"1210" "exp1" 16 17 "graphed-probability" "pro-out" 70 30 27 76 70 30 25 75 2 1041 0 0
"1210" "exp1" 16 18 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 930 30 1
"1210" "exp1" 16 19 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 2 938 0 0
"1210" "exp1" 16 20 "graphed-probability" "pro-prob" 60 40 46 54 60 40 45 55 1 880 0 0
"1210" "exp1" 16 21 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1017 0 0
"1210" "exp1" 16 22 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1765 0 0
"1210" "exp1" 16 23 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 1765 30 1
"1210" "exp1" 16 24 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 893 60 1
"1210" "exp1" 16 25 "graphed-probability" "pro-prob" 80 20 46 57 80 20 45 55 1 1150 46 1
"1210" "exp1" 16 26 "graphed-probability" "pro-prob" 80 20 24 73 80 20 25 75 2 898 0 0
"1210" "exp1" 16 27 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 890 0 0
"1210" "exp1" 16 28 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 2 1266 66 1
"1210" "exp1" 16 29 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 646 76 1
"1210" "exp1" 16 30 "graphed-probability" "pro-prob" 70 30 36 63 70 30 35 65 2 1064 0 0
"1210" "exp1" 16 31 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 2 1088 0 0
"1210" "exp1" 16 32 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 2 1003 0 0
"1210" "exp1" 16 33 "graphed-probability" "congruent" 80 20 76 26 80 20 75 25 1 631 76 1
"1210" "exp1" 16 34 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 720 0 0
"1210" "exp1" 16 35 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 616 0 0
"1210" "exp1" 16 36 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 692 66 1
"1210" "exp1" 16 37 "graphed-probability" "pro-out" 70 30 23 77 70 30 25 75 2 1020 0 0
"1210" "exp1" 16 38 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 1 1099 36 1
"1210" "exp1" 16 39 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 2 885 0 0
"1210" "exp1" 16 40 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 942 67 1
"1210" "exp1" 16 41 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 671 45 1
"1210" "exp1" 16 42 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 2 880 0 0
"1210" "exp1" 16 43 "graphed-probability" "pro-out" 60 40 35 66 60 40 35 65 2 1201 66 1
"1210" "exp1" 16 44 "graphed-probability" "pro-prob" 80 20 47 56 80 20 45 55 1 1085 47 1
"1210" "exp1" 16 45 "graphed-probability" "pro-out" 60 40 16 87 60 40 15 85 1 1183 16 1
"1210" "exp1" 16 46 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 2 779 0 0
"1210" "exp1" 16 47 "graphed-probability" "pro-out" 60 40 37 66 60 40 35 65 2 1285 0 0
"1210" "exp1" 16 48 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 804 0 0
"1210" "exp1" 16 49 "graphed-probability" "pro-prob" 60 40 45 56 60 40 45 55 1 1303 0 0
"1210" "exp1" 16 50 "graphed-probability" "congruent" 60 40 66 37 60 40 65 35 1 729 66 1
"1210" "exp1" 16 51 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 2 866 0 0
"1210" "exp1" 16 52 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 2 826 87 1
"1210" "exp1" 16 53 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 759 0 0
"1210" "exp1" 16 54 "graphed-probability" "pro-out" 60 40 14 87 60 40 15 85 2 738 0 0
"1210" "exp1" 16 55 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 1 1248 43 1
"1210" "exp1" 16 56 "graphed-probability" "pro-out" 80 20 13 87 80 20 15 85 2 865 0 0
"1210" "exp1" 16 57 "graphed-probability" "congruent" 70 30 65 37 70 30 65 35 1 671 0 0
"1210" "exp1" 16 58 "graphed-probability" "pro-prob" 70 30 37 63 70 30 35 65 2 2301 0 0
"1210" "exp1" 16 59 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 2 1283 0 0
"1210" "exp1" 16 60 "graphed-probability" "pro-out" 70 30 25 77 70 30 25 75 2 1482 0 0
"1210" "exp1" 17 1 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 823 73 1
"1210" "exp1" 17 2 "graphed-probability" "pro-prob" 60 40 46 53 60 40 45 55 1 830 0 0
"1210" "exp1" 17 3 "graphed-probability" "pro-prob" 70 30 37 66 70 30 35 65 1 625 0 0
"1210" "exp1" 17 4 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 1 602 0 0
"1210" "exp1" 17 5 "graphed-probability" "congruent" 70 30 75 23 70 30 75 25 1 580 0 0
"1210" "exp1" 17 6 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 790 0 0
"1210" "exp1" 17 7 "graphed-probability" "congruent" 60 40 67 33 60 40 65 35 1 612 67 1
"1210" "exp1" 17 8 "graphed-probability" "congruent" 70 30 73 25 70 30 75 25 1 632 73 1
"1210" "exp1" 17 9 "graphed-probability" "congruent" 80 20 76 25 80 20 75 25 1 591 76 1
"1210" "exp1" 17 10 "graphed-probability" "congruent" 70 30 77 27 70 30 75 25 1 610 77 1
"1210" "exp1" 17 11 "graphed-probability" "pro-prob" 70 30 37 63 70 30 35 65 2 1017 63 1
"1210" "exp1" 17 12 "graphed-probability" "pro-prob" 60 40 47 53 60 40 45 55 1 1008 47 1
"1210" "exp1" 17 13 "graphed-probability" "pro-out" 80 20 15 86 80 20 15 85 1 570 0 0
"1210" "exp1" 17 14 "graphed-probability" "pro-out" 80 20 13 86 80 20 15 85 1 872 13 1
"1210" "exp1" 17 15 "graphed-probability" "pro-out" 70 30 26 74 70 30 25 75 2 1904 74 1
"1210" "exp1" 17 16 "graphed-probability" "pro-out" 70 30 25 73 70 30 25 75 2 1007 0 0
"1210" "exp1" 17 17 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 2 925 0 0
"1210" "exp1" 17 18 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1487 0 0
"1210" "exp1" 17 19 "graphed-probability" "pro-out" 60 40 13 87 60 40 15 85 2 762 0 0
"1210" "exp1" 17 20 "graphed-probability" "congruent" 70 30 73 26 70 30 75 25 1 944 73 1
"1210" "exp1" 17 21 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 891 65 1
"1210" "exp1" 17 22 "graphed-probability" "pro-out" 60 40 34 64 60 40 35 65 2 1118 64 1
"1210" "exp1" 17 23 "graphed-probability" "pro-prob" 80 20 25 76 80 20 25 75 2 1101 0 0
"1210" "exp1" 17 24 "graphed-probability" "pro-prob" 70 30 34 66 70 30 35 65 2 791 66 1
"1210" "exp1" 17 25 "graphed-probability" "pro-prob" 80 20 46 56 80 20 45 55 1 786 46 1
"1210" "exp1" 17 26 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 2 945 0 0
"1210" "exp1" 17 27 "graphed-probability" "pro-prob" 80 20 24 75 80 20 25 75 1 1475 24 1
"1210" "exp1" 17 28 "graphed-probability" "pro-out" 70 30 24 73 70 30 25 75 2 1596 73 1
"1210" "exp1" 17 29 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 2 1286 0 0
"1210" "exp1" 17 30 "graphed-probability" "congruent" 80 20 75 24 80 20 75 25 1 671 75 1
"1210" "exp1" 17 31 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 2 2645 0 0
"1210" "exp1" 17 32 "graphed-probability" "congruent" 70 30 67 37 70 30 65 35 1 782 67 1
"1210" "exp1" 17 33 "graphed-probability" "congruent" 60 40 65 33 60 40 65 35 1 594 65 1
"1210" "exp1" 17 34 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 2 718 0 0
"1210" "exp1" 17 35 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 489 0 0
"1210" "exp1" 17 36 "graphed-probability" "pro-out" 60 40 34 66 60 40 35 65 2 739 66 1
"1210" "exp1" 17 37 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1019 70 1
"1210" "exp1" 17 38 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 704 65 1
"1210" "exp1" 17 39 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 1097 20 1
"1210" "exp1" 17 40 "graphed-probability" "pro-prob" 70 30 36 63 70 30 35 65 1 1558 36 1
"1210" "exp1" 17 41 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1300 60 1
"1210" "exp1" 17 42 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 978 70 1
"1210" "exp1" 17 43 "graphed-probability" "pro-prob" 80 20 47 54 80 20 45 55 1 1008 47 1
"1210" "exp1" 17 44 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 1 774 20 1
"1210" "exp1" 17 45 "graphed-probability" "pro-out" 60 40 16 85 60 40 15 85 2 759 0 0
"1210" "exp1" 17 46 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 2 768 0 0
"1210" "exp1" 17 47 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 2 871 0 0
"1210" "exp1" 17 48 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 629 80 1
"1210" "exp1" 17 49 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 1 1031 0 0
"1210" "exp1" 17 50 "graphed-probability" "pro-prob" 80 20 44 56 80 20 45 55 1 888 44 1
"1210" "exp1" 17 51 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1262 0 0
"1210" "exp1" 17 52 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 603 0 0
"1210" "exp1" 17 53 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 816 40 1
"1210" "exp1" 17 54 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 2 712 0 0
"1210" "exp1" 17 55 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 515 0 0
"1210" "exp1" 17 56 "graphed-probability" "pro-prob" 80 20 45 55 80 20 45 55 1 593 45 1
"1210" "exp1" 17 57 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 743 0 0
"1210" "exp1" 17 58 "graphed-probability" "pro-out" 70 30 24 75 70 30 25 75 2 891 0 0
"1210" "exp1" 17 59 "graphed-probability" "congruent" 80 20 73 27 80 20 75 25 1 773 73 1
"1210" "exp1" 17 60 "graphed-probability" "congruent" 60 40 67 37 60 40 65 35 1 641 67 1
"1210" "exp1" 18 1 "graphed-probability" "congruent" 60 40 64 36 60 40 65 35 1 572 0 0
"1210" "exp1" 18 2 "graphed-probability" "congruent" 80 20 73 26 80 20 75 25 1 518 0 0
"1210" "exp1" 18 3 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 438 65 1
"1210" "exp1" 18 4 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 2 796 0 0
"1210" "exp1" 18 5 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 793 0 0
"1210" "exp1" 18 6 "graphed-probability" "pro-out" 70 30 23 74 70 30 25 75 2 845 0 0
"1210" "exp1" 18 7 "graphed-probability" "pro-prob" 80 20 47 53 80 20 45 55 1 682 47 1
"1210" "exp1" 18 8 "graphed-probability" "congruent" 70 30 64 36 70 30 65 35 1 593 64 1
"1210" "exp1" 18 9 "graphed-probability" "pro-out" 60 40 17 84 60 40 15 85 2 906 84 1
"1210" "exp1" 18 10 "graphed-probability" "congruent" 80 20 75 25 80 20 75 25 1 607 75 1
"1210" "exp1" 18 11 "graphed-probability" "pro-out" 80 20 17 86 80 20 15 85 2 753 0 0
"1210" "exp1" 18 12 "graphed-probability" "pro-prob" 60 40 43 57 60 40 45 55 2 777 0 0
"1210" "exp1" 18 13 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 742 0 0
"1210" "exp1" 18 14 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 595 0 0
"1210" "exp1" 18 15 "graphed-probability" "congruent" 60 40 64 35 60 40 65 35 1 754 64 1
"1210" "exp1" 18 16 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 2 1196 0 0
"1210" "exp1" 18 17 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 776 70 1
"1210" "exp1" 18 18 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1045 0 0
"1210" "exp1" 18 19 "graphed-probability" "pro-out" 60 40 16 83 60 40 15 85 2 1146 0 0
"1210" "exp1" 18 20 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 616 0 0
"1210" "exp1" 18 21 "graphed-probability" "pro-out" 80 20 13 85 80 20 15 85 2 786 0 0
"1210" "exp1" 18 22 "graphed-probability" "congruent" 80 20 76 25 80 20 75 25 1 642 76 1
"1210" "exp1" 18 23 "graphed-probability" "pro-out" 60 40 17 87 60 40 15 85 2 1113 0 0
"1210" "exp1" 18 24 "graphed-probability" "pro-prob" 80 20 26 76 80 20 25 75 2 767 0 0
"1210" "exp1" 18 25 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 1 1373 0 0
"1210" "exp1" 18 26 "graphed-probability" "pro-prob" 60 40 45 54 60 40 45 55 1 989 0 0
"1210" "exp1" 18 27 "graphed-probability" "pro-prob" 80 20 45 53 80 20 45 55 1 819 45 1
"1210" "exp1" 18 28 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 545 45 1
"1210" "exp1" 18 29 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 995 0 0
"1210" "exp1" 18 30 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 1 541 76 1
"1210" "exp1" 18 31 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 930 60 1
"1210" "exp1" 18 32 "graphed-probability" "pro-out" 70 30 24 74 70 30 25 75 2 1116 74 1
"1210" "exp1" 18 33 "graphed-probability" "pro-prob" 80 20 25 74 80 20 25 75 2 562 74 1
"1210" "exp1" 18 34 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 793 0 0
"1210" "exp1" 18 35 "graphed-probability" "pro-out" 60 40 34 63 60 40 35 65 2 655 63 1
"1210" "exp1" 18 36 "graphed-probability" "congruent" 60 40 66 33 60 40 65 35 1 600 0 0
"1210" "exp1" 18 37 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 2 927 0 0
"1210" "exp1" 18 38 "graphed-probability" "congruent" 70 30 76 27 70 30 75 25 1 989 76 1
"1210" "exp1" 18 39 "graphed-probability" "congruent" 60 40 66 35 60 40 65 35 1 624 66 1
"1210" "exp1" 18 40 "graphed-probability" "pro-out" 60 40 36 66 60 40 35 65 2 769 66 1
"1210" "exp1" 18 41 "graphed-probability" "pro-out" 70 30 26 75 70 30 25 75 1 609 26 1
"1210" "exp1" 18 42 "graphed-probability" "congruent" 70 30 67 36 70 30 65 35 1 604 67 1
"1210" "exp1" 18 43 "graphed-probability" "pro-prob" 70 30 33 63 70 30 35 65 1 503 33 1
"1210" "exp1" 18 44 "graphed-probability" "congruent" 70 30 73 27 70 30 75 25 1 607 73 1
"1210" "exp1" 18 45 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 796 60 1
"1210" "exp1" 18 46 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 821 30 1
"1210" "exp1" 18 47 "graphed-probability" "pro-out" 70 30 24 77 70 30 25 75 2 787 77 1
"1210" "exp1" 18 48 "graphed-probability" "pro-out" 60 40 36 65 60 40 35 65 1 955 36 1
"1210" "exp1" 18 49 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 898 0 0
"1210" "exp1" 18 50 "graphed-probability" "congruent" 80 20 73 27 80 20 75 25 1 693 73 1
"1210" "exp1" 18 51 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 873 40 1
"1210" "exp1" 18 52 "graphed-probability" "pro-out" 80 20 13 83 80 20 15 85 2 1156 0 0
"1210" "exp1" 18 53 "graphed-probability" "pro-prob" 80 20 46 53 80 20 45 55 1 1150 46 1
"1210" "exp1" 18 54 "graphed-probability" "pro-out" 60 40 13 84 60 40 15 85 2 814 84 1
"1210" "exp1" 18 55 "graphed-probability" "pro-prob" 60 40 45 55 60 40 45 55 2 718 55 1
"1210" "exp1" 18 56 "graphed-probability" "pro-out" 80 20 16 87 80 20 15 85 2 837 0 0
"1210" "exp1" 18 57 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 2 1167 0 0
"1210" "exp1" 18 58 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 2 1400 0 0
"1210" "exp1" 18 59 "graphed-probability" "pro-prob" 70 30 34 64 70 30 35 65 1 1289 34 1
"1210" "exp1" 18 60 "graphed-probability" "congruent" 70 30 66 35 70 30 65 35 1 740 0 0
"1210" "exp1" 19 1 "graphed-probability" "congruent" 70 30 63 33 70 30 65 35 1 859 63 1
"1210" "exp1" 19 2 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 676 70 1
"1210" "exp1" 19 3 "graphed-probability" "congruent" 70 30 67 35 70 30 65 35 1 569 67 1
"1210" "exp1" 19 4 "graphed-probability" "pro-prob" 80 20 43 55 80 20 45 55 1 1091 43 1
"1210" "exp1" 19 5 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 1 583 23 1
"1210" "exp1" 19 6 "graphed-probability" "pro-prob" 80 20 43 54 80 20 45 55 1 621 43 1
"1210" "exp1" 19 7 "graphed-probability" "pro-out" 60 40 13 86 60 40 15 85 2 913 0 0
"1210" "exp1" 19 8 "graphed-probability" "pro-out" 60 40 15 86 60 40 15 85 2 897 86 1
"1210" "exp1" 19 9 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 2 1334 77 1
"1210" "exp1" 19 10 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1025 60 1
"1210" "exp1" 19 11 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 630 0 0
"1210" "exp1" 19 12 "graphed-probability" "pro-out" 70 30 27 73 70 30 25 75 2 909 0 0
"1210" "exp1" 19 13 "graphed-probability" "pro-out" 80 20 14 85 80 20 15 85 2 782 0 0
"1210" "exp1" 19 14 "graphed-probability" "congruent" 70 30 66 33 70 30 65 35 1 548 66 1
"1210" "exp1" 19 15 "graphed-probability" "pro-prob" 60 40 47 57 60 40 45 55 1 918 0 0
"1210" "exp1" 19 16 "graphed-probability" "pro-prob" 80 20 26 73 80 20 25 75 2 1229 0 0
"1210" "exp1" 19 17 "graphed-probability" "congruent" 70 30 77 24 70 30 75 25 1 631 77 1
"1210" "exp1" 19 18 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 663 0 0
"1210" "exp1" 19 19 "graphed-probability" "congruent" 60 40 67 35 60 40 65 35 1 508 67 1
"1210" "exp1" 19 20 "graphed-probability" "pro-prob" 80 20 45 57 80 20 45 55 1 566 45 1
"1210" "exp1" 19 21 "graphed-probability" "pro-prob" 80 20 26 77 80 20 25 75 1 495 26 1
"1210" "exp1" 19 22 "graphed-probability" "pro-prob" 80 20 27 73 80 20 25 75 2 1429 0 0
"1210" "exp1" 19 23 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 584 75 1
"1210" "exp1" 19 24 "graphed-probability" "pro-out" 60 40 17 85 60 40 15 85 2 724 0 0
"1210" "exp1" 19 25 "graphed-probability" "pro-out" 80 20 15 84 80 20 15 85 2 920 0 0
"1210" "exp1" 19 26 "graphed-probability" "congruent" 70 30 63 34 70 30 65 35 1 819 63 1
"1210" "exp1" 19 27 "graphed-probability" "pro-out" 80 20 17 85 80 20 15 85 2 747 0 0
"1210" "exp1" 19 28 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 641 0 0
"1210" "exp1" 19 29 "graphed-probability" "pro-prob" 60 40 44 55 60 40 45 55 2 1184 55 1
"1210" "exp1" 19 30 "graphed-probability" "pro-prob" 70 30 33 66 70 30 35 65 2 806 0 0
"1210" "exp1" 19 31 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 937 0 0
"1210" "exp1" 19 32 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 568 80 1
"1210" "exp1" 19 33 "graphed-probability" "pro-prob" 70 30 35 63 70 30 35 65 2 780 63 1
"1210" "exp1" 19 34 "graphed-probability" "pro-out" 70 30 23 76 70 30 25 75 2 946 0 0
"1210" "exp1" 19 35 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 765 80 1
"1210" "exp1" 19 36 "graphed-probability" "pro-prob" 60 40 44 54 60 40 45 55 1 1068 44 1
"1210" "exp1" 19 37 "graphed-probability" "pro-out" 80 20 17 87 80 20 15 85 2 916 87 1
"1210" "exp1" 19 38 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 798 0 0
"1210" "exp1" 19 39 "graphed-probability" "congruent" 80 20 77 26 80 20 75 25 1 638 77 1
"1210" "exp1" 19 40 "graphed-probability" "congruent" 70 30 75 25 70 30 75 25 1 919 75 1
"1210" "exp1" 19 41 "graphed-probability" "pro-prob" 70 30 37 63 70 30 35 65 2 959 0 0
"1210" "exp1" 19 42 "graphed-probability" "pro-out" 70 30 26 73 70 30 25 75 2 959 0 0
"1210" "exp1" 19 43 "graphed-probability" "pro-prob" 70 30 36 63 70 30 35 65 2 1529 0 0
"1210" "exp1" 19 44 "graphed-probability" "congruent" 70 30 75 24 70 30 75 25 1 705 75 1
"1210" "exp1" 19 45 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 534 76 1
"1210" "exp1" 19 46 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 750 60 1
"1210" "exp1" 19 47 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 1014 0 0
"1210" "exp1" 19 48 "graphed-probability" "pro-out" 60 40 35 66 60 40 35 65 1 941 0 0
"1210" "exp1" 19 49 "graphed-probability" "congruent" 80 20 73 23 80 20 75 25 1 590 73 1
"1210" "exp1" 19 50 "graphed-probability" "congruent" 80 20 73 24 80 20 75 25 1 431 73 1
"1210" "exp1" 19 51 "graphed-probability" "congruent" 60 40 66 36 60 40 65 35 1 684 0 0
"1210" "exp1" 19 52 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1006 0 0
"1210" "exp1" 19 53 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 1092 0 0
"1210" "exp1" 19 54 "graphed-probability" "congruent" 60 40 64 34 60 40 65 35 1 613 0 0
"1210" "exp1" 19 55 "graphed-probability" "pro-out" 60 40 34 66 60 40 35 65 2 1455 0 0
"1210" "exp1" 19 56 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 2 603 0 0
"1210" "exp1" 19 57 "graphed-probability" "pro-out" 60 40 17 86 60 40 15 85 2 906 0 0
"1210" "exp1" 19 58 "graphed-probability" "pro-out" 60 40 36 67 60 40 35 65 2 979 0 0
"1210" "exp1" 19 59 "graphed-probability" "pro-out" 60 40 35 64 60 40 35 65 1 991 35 1
"1210" "exp1" 19 60 "graphed-probability" "congruent" 60 40 67 34 60 40 65 35 1 684 67 1
"1210" "exp1" 20 1 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 811 70 1
"1210" "exp1" 20 2 "graphed-probability" "pro-prob" 60 40 46 57 60 40 45 55 1 990 46 1
"1210" "exp1" 20 3 "graphed-probability" "pro-prob" 70 30 37 63 70 30 35 65 2 813 63 1
"1210" "exp1" 20 4 "graphed-probability" "congruent" 70 30 74 25 70 30 75 25 1 512 74 1
"1210" "exp1" 20 5 "graphed-probability" "pro-prob" 80 20 44 53 80 20 45 55 2 923 0 0
"1210" "exp1" 20 6 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 1104 0 0
"1210" "exp1" 20 7 "graphed-probability" "pro-out" 70 30 26 76 70 30 25 75 2 1032 0 0
"1210" "exp1" 20 8 "graphed-probability" "pro-prob" 80 20 46 55 80 20 45 55 1 899 46 1
"1210" "exp1" 20 9 "graphed-probability" "pro-out" 80 20 14 86 80 20 15 85 2 696 0 0
"1210" "exp1" 20 10 "graphed-probability" "pro-prob" 80 20 45 56 80 20 45 55 1 1180 0 0
"1210" "exp1" 20 11 "graphed-probability" "pro-prob" 70 30 36 65 70 30 35 65 1 651 0 0
"1210" "exp1" 20 12 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 1122 0 0
"1210" "exp1" 20 13 "graphed-probability" "pro-prob" 80 20 24 77 80 20 25 75 2 1051 0 0
"1210" "exp1" 20 14 "graphed-probability" "congruent" 70 30 74 27 70 30 75 25 1 659 74 1
"1210" "exp1" 20 15 "graphed-probability" "congruent" 70 30 67 34 70 30 65 35 1 670 67 1
"1210" "exp1" 20 16 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 871 0 0
"1210" "exp1" 20 17 "graphed-probability" "congruent" 70 30 76 24 70 30 75 25 1 775 0 0
"1210" "exp1" 20 18 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 2 916 0 0
"1210" "exp1" 20 19 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 2 628 84 1
"1210" "exp1" 20 20 "graphed-probability" "pro-prob" 60 40 45 57 60 40 45 55 1 1043 0 0
"1210" "exp1" 20 21 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 1 838 30 1
"1210" "exp1" 20 22 "graphed-probability" "pro-out" 60 40 16 84 60 40 15 85 2 784 0 0
"1210" "exp1" 20 23 "graphed-probability" "congruent" 80 20 74 27 80 20 75 25 1 613 74 1
"1210" "exp1" 20 24 "graphed-probability" "pro-out" 60 40 15 86 60 40 15 85 2 1052 86 1
"1210" "exp1" 20 25 "graphed-probability" "pro-prob" 80 20 27 74 80 20 25 75 2 1086 0 0
"1210" "exp1" 20 26 "graphed-probability" "congruent" 70 30 76 23 70 30 75 25 1 675 0 0
"1210" "exp1" 20 27 "graphed-probability" "pro-prob" 70 30 34 66 70 30 35 65 2 895 66 1
"1210" "exp1" 20 28 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 916 0 0
"1210" "exp1" 20 29 "graphed-probability" "pro-prob" 60 40 44 54 60 40 45 55 2 876 0 0
"1210" "exp1" 20 30 "graphed-probability" "pro-out" 80 20 16 86 80 20 15 85 2 895 0 0
"1210" "exp1" 20 31 "graphed-probability" "congruent" 70 30 65 36 70 30 65 35 1 762 65 1
"1210" "exp1" 20 32 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 847 0 0
"1210" "exp1" 20 33 "graphed-probability" "pro-prob" 80 20 27 77 80 20 25 75 2 934 77 1
"1210" "exp1" 20 34 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 751 0 0
"1210" "exp1" 20 35 "graphed-probability" "pro-out" 60 40 33 66 60 40 35 65 2 1495 66 1
"1210" "exp1" 20 36 "graphed-probability" "congruent" 80 20 75 27 80 20 75 25 1 672 75 1
"1210" "exp1" 20 37 "graphed-probability" "congruent" 60 40 63 34 60 40 65 35 1 600 0 0
"1210" "exp1" 20 38 "graphed-probability" "pro-prob" 60 40 44 54 60 40 45 55 2 881 0 0
"1210" "exp1" 20 39 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 2 867 0 0
"1210" "exp1" 20 40 "graphed-probability" "pro-prob" 80 20 23 76 80 20 25 75 2 844 0 0
"1210" "exp1" 20 41 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 584 65 1
"1210" "exp1" 20 42 "graphed-probability" "pro-prob" 80 20 47 55 80 20 45 55 1 1051 47 1
"1210" "exp1" 20 43 "graphed-probability" "congruent" 60 40 63 36 60 40 65 35 1 569 63 1
"1210" "exp1" 20 44 "graphed-probability" "congruent" 70 30 65 35 70 30 65 35 1 592 0 0
"1210" "exp1" 20 45 "graphed-probability" "neutral" 70 30 30 70 70 30 30 70 2 779 70 1
"1210" "exp1" 20 46 "graphed-probability" "congruent" 80 20 77 24 80 20 75 25 1 640 0 0
"1210" "exp1" 20 47 "graphed-probability" "congruent" 60 40 65 37 60 40 65 35 1 553 65 1
"1210" "exp1" 20 48 "graphed-probability" "pro-out" 60 40 15 86 60 40 15 85 1 1109 0 0
"1210" "exp1" 20 49 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 2 693 0 0
"1210" "exp1" 20 50 "graphed-probability" "pro-prob" 70 30 34 63 70 30 35 65 2 746 0 0
"1210" "exp1" 20 51 "graphed-probability" "neutral" 80 20 20 80 80 20 20 80 2 709 0 0
"1210" "exp1" 20 52 "graphed-probability" "pro-out" 80 20 14 83 80 20 15 85 2 917 0 0
"1210" "exp1" 20 53 "graphed-probability" "pro-out" 60 40 35 63 60 40 35 65 2 879 0 0
"1210" "exp1" 20 54 "graphed-probability" "congruent" 60 40 65 36 60 40 65 35 1 887 65 1
"1210" "exp1" 20 55 "graphed-probability" "pro-out" 60 40 37 63 60 40 35 65 2 1068 0 0
"1210" "exp1" 20 56 "graphed-probability" "congruent" 80 20 76 27 80 20 75 25 1 588 0 0
"1210" "exp1" 20 57 "graphed-probability" "pro-out" 80 20 17 84 80 20 15 85 2 864 0 0
"1210" "exp1" 20 58 "graphed-probability" "neutral" 60 40 40 60 60 40 40 60 1 1137 40 1
"1210" "exp1" 20 59 "graphed-probability" "pro-out" 70 30 24 76 70 30 25 75 2 950 0 0
"1210" "exp1" 20 60 "graphed-probability" "pro-out" 60 40 33 64 60 40 35 65 2 748 64 1
"1301" "exp1" 1 1 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 779 65 1
"1301" "exp1" 1 2 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2091 40 1
"1301" "exp1" 1 3 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1965 0 0
"1301" "exp1" 1 4 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 1025 45 1
"1301" "exp1" 1 5 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 2271 30 1
"1301" "exp1" 1 6 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1050 45 1
"1301" "exp1" 1 7 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 932 0 0
"1301" "exp1" 1 8 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1495 20 1
"1301" "exp1" 1 9 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1660 25 1
"1301" "exp1" 1 10 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1344 0 0
"1301" "exp1" 1 11 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 1929 25 1
"1301" "exp1" 1 12 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1157 65 1
"1301" "exp1" 1 13 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1611 65 1
"1301" "exp1" 1 14 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1688 20 1
"1301" "exp1" 1 15 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1124 15 1
"1301" "exp1" 1 16 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 1333 75 1
"1301" "exp1" 1 17 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 1282 65 1
"1301" "exp1" 1 18 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 1835 0 0
"1301" "exp1" 1 19 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 1420 55 1
"1301" "exp1" 1 20 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 930 75 1
"1301" "exp1" 1 21 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 2 1972 65 1
"1301" "exp1" 1 22 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 898 70 1
"1301" "exp1" 1 23 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 2415 0 0
"1301" "exp1" 1 24 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 970 0 0
"1301" "exp1" 1 25 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 791 15 1
"1301" "exp1" 1 26 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 1765 0 0
"1301" "exp1" 1 27 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1170 65 1
"1301" "exp1" 1 28 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 2314 20 1
"1301" "exp1" 1 29 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 2388 0 0
"1301" "exp1" 1 30 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 1692 35 1
"1301" "exp1" 1 31 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 1096 0 0
"1301" "exp1" 1 32 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 994 0 0
"1301" "exp1" 1 33 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 2200 0 0
"1301" "exp1" 1 34 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 1284 65 1
"1301" "exp1" 1 35 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 1743 65 1
"1301" "exp1" 1 36 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 1018 25 1
"1301" "exp1" 1 37 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 1257 0 0
"1301" "exp1" 1 38 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 1139 15 1
"1301" "exp1" 1 39 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 1263 0 0
"1301" "exp1" 1 40 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1851 45 1
"1301" "exp1" 1 41 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 2719 0 0
"1301" "exp1" 1 42 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1130 20 1
"1301" "exp1" 1 43 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1235 0 0
"1301" "exp1" 1 44 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 2 2016 85 1
"1301" "exp1" 1 45 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1589 40 1
"1301" "exp1" 1 46 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1608 45 1
"1301" "exp1" 1 47 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 1372 15 1
"1301" "exp1" 1 48 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 3087 40 1
"1301" "exp1" 1 49 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1331 65 1
"1301" "exp1" 1 50 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 739 75 1
"1301" "exp1" 1 51 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 1153 0 0
"1301" "exp1" 1 52 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 798 0 0
"1301" "exp1" 1 53 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 2956 35 1
"1301" "exp1" 1 54 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 2097 0 0
"1301" "exp1" 1 55 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 2618 65 1
"1301" "exp1" 1 56 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1790 0 0
"1301" "exp1" 1 57 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1079 85 1
"1301" "exp1" 1 58 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 1295 75 1
"1301" "exp1" 1 59 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 1667 0 0
"1301" "exp1" 1 60 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 1721 0 0
"1301" "exp1" 2 1 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 970 65 1
"1301" "exp1" 2 2 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1748 45 1
"1301" "exp1" 2 3 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 889 0 0
"1301" "exp1" 2 4 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 2484 65 1
"1301" "exp1" 2 5 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 2503 15 1
"1301" "exp1" 2 6 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1242 0 0
"1301" "exp1" 2 7 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 1168 55 1
"1301" "exp1" 2 8 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 1130 75 1
"1301" "exp1" 2 9 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 1494 0 0
"1301" "exp1" 2 10 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 1762 45 1
"1301" "exp1" 2 11 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1317 30 1
"1301" "exp1" 2 12 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 2 1770 0 0
"1301" "exp1" 2 13 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 2168 25 1
"1301" "exp1" 2 14 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1958 25 1
"1301" "exp1" 2 15 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1311 0 0
"1301" "exp1" 2 16 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1471 0 0
"1301" "exp1" 2 17 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 2317 65 1
"1301" "exp1" 2 18 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 898 35 1
"1301" "exp1" 2 19 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1936 0 0
"1301" "exp1" 2 20 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 1351 0 0
"1301" "exp1" 2 21 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 2 1464 85 1
"1301" "exp1" 2 22 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 3649 0 0
"1301" "exp1" 2 23 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 1032 0 0
"1301" "exp1" 2 24 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 2 829 55 1
"1301" "exp1" 2 25 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 2235 65 1
"1301" "exp1" 2 26 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 2 1343 65 1
"1301" "exp1" 2 27 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 984 30 1
"1301" "exp1" 2 28 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1479 15 1
"1301" "exp1" 2 29 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 2358 0 0
"1301" "exp1" 2 30 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 2181 30 1
"1301" "exp1" 2 31 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 1448 0 0
"1301" "exp1" 2 32 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 2410 65 1
"1301" "exp1" 2 33 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1727 0 0
"1301" "exp1" 2 34 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1519 25 1
"1301" "exp1" 2 35 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1176 25 1
"1301" "exp1" 2 36 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 1509 55 1
"1301" "exp1" 2 37 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 1702 15 1
"1301" "exp1" 2 38 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1088 20 1
"1301" "exp1" 2 39 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1091 15 1
"1301" "exp1" 2 40 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 2282 65 1
"1301" "exp1" 2 41 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 996 35 1
"1301" "exp1" 2 42 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 1804 75 1
"1301" "exp1" 2 43 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 951 40 1
"1301" "exp1" 2 44 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1690 20 1
"1301" "exp1" 2 45 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 2 1960 0 0
"1301" "exp1" 2 46 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 1297 75 1
"1301" "exp1" 2 47 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 980 35 1
"1301" "exp1" 2 48 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1199 30 1
"1301" "exp1" 2 49 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 657 75 1
"1301" "exp1" 2 50 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 1010 45 1
"1301" "exp1" 2 51 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 896 25 1
"1301" "exp1" 2 52 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 977 75 1
"1301" "exp1" 2 53 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 2 4388 0 0
"1301" "exp1" 2 54 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1392 0 0
"1301" "exp1" 2 55 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2119 40 1
"1301" "exp1" 2 56 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 1055 0 0
"1301" "exp1" 2 57 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1022 25 1
"1301" "exp1" 2 58 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 1085 75 1
"1301" "exp1" 2 59 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 769 0 0
"1301" "exp1" 2 60 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 1231 0 0
"1301" "exp1" 3 1 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1180 20 1
"1301" "exp1" 3 2 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 995 45 1
"1301" "exp1" 3 3 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1328 15 1
"1301" "exp1" 3 4 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1406 15 1
"1301" "exp1" 3 5 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 2 942 0 0
"1301" "exp1" 3 6 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1086 0 0
"1301" "exp1" 3 7 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 918 45 1
"1301" "exp1" 3 8 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 999 0 0
"1301" "exp1" 3 9 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 776 25 1
"1301" "exp1" 3 10 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 1435 0 0
"1301" "exp1" 3 11 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 667 75 1
"1301" "exp1" 3 12 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1097 0 0
"1301" "exp1" 3 13 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 717 75 1
"1301" "exp1" 3 14 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1358 0 0
"1301" "exp1" 3 15 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 970 0 0
"1301" "exp1" 3 16 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 675 75 1
"1301" "exp1" 3 17 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 914 15 1
"1301" "exp1" 3 18 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1149 0 0
"1301" "exp1" 3 19 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 2898 65 1
"1301" "exp1" 3 20 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 2 1082 0 0
"1301" "exp1" 3 21 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 962 0 0
"1301" "exp1" 3 22 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 2 2424 0 0
"1301" "exp1" 3 23 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 2 1712 25 1
"1301" "exp1" 3 24 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1215 25 1
"1301" "exp1" 3 25 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 1238 85 1
"1301" "exp1" 3 26 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 1144 0 0
"1301" "exp1" 3 27 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1007 25 1
"1301" "exp1" 3 28 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 2 1458 75 1
"1301" "exp1" 3 29 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 1200 0 0
"1301" "exp1" 3 30 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 1934 0 0
"1301" "exp1" 3 31 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 926 0 0
"1301" "exp1" 3 32 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1073 0 0
"1301" "exp1" 3 33 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1452 0 0
"1301" "exp1" 3 34 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 849 0 0
"1301" "exp1" 3 35 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 1927 25 1
"1301" "exp1" 3 36 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 1302 65 1
"1301" "exp1" 3 37 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1840 35 1
"1301" "exp1" 3 38 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 774 20 1
"1301" "exp1" 3 39 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1178 0 0
"1301" "exp1" 3 40 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 1073 25 1
"1301" "exp1" 3 41 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 950 0 0
"1301" "exp1" 3 42 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 1395 0 0
"1301" "exp1" 3 43 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 824 0 0
"1301" "exp1" 3 44 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1152 30 1
"1301" "exp1" 3 45 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 1094 75 1
"1301" "exp1" 3 46 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1006 20 1
"1301" "exp1" 3 47 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1404 65 1
"1301" "exp1" 3 48 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 1686 75 1
"1301" "exp1" 3 49 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1985 65 1
"1301" "exp1" 3 50 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1930 45 1
"1301" "exp1" 3 51 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1992 0 0
"1301" "exp1" 3 52 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1141 45 1
"1301" "exp1" 3 53 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1042 60 1
"1301" "exp1" 3 54 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 1158 65 1
"1301" "exp1" 3 55 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1759 0 0
"1301" "exp1" 3 56 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 2 3132 0 0
"1301" "exp1" 3 57 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 1149 45 1
"1301" "exp1" 3 58 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1432 0 0
"1301" "exp1" 3 59 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 1218 0 0
"1301" "exp1" 3 60 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 788 75 1
"1301" "exp1" 4 1 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 863 0 0
"1301" "exp1" 4 2 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 1703 0 0
"1301" "exp1" 4 3 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1888 45 1
"1301" "exp1" 4 4 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 1026 0 0
"1301" "exp1" 4 5 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 1398 15 1
"1301" "exp1" 4 6 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1194 40 1
"1301" "exp1" 4 7 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 3448 15 1
"1301" "exp1" 4 8 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 757 75 1
"1301" "exp1" 4 9 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 843 75 1
"1301" "exp1" 4 10 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 848 75 1
"1301" "exp1" 4 11 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 2 619 0 0
"1301" "exp1" 4 12 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 1594 0 0
"1301" "exp1" 4 13 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 2181 0 0
"1301" "exp1" 4 14 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 1475 0 0
"1301" "exp1" 4 15 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 3157 35 1
"1301" "exp1" 4 16 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1878 0 0
"1301" "exp1" 4 17 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1399 60 1
"1301" "exp1" 4 18 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 1772 45 1
"1301" "exp1" 4 19 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 1502 0 0
"1301" "exp1" 4 20 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 828 65 1
"1301" "exp1" 4 21 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 993 75 1
"1301" "exp1" 4 22 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 1708 45 1
"1301" "exp1" 4 23 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1436 15 1
"1301" "exp1" 4 24 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 616 15 1
"1301" "exp1" 4 25 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1299 0 0
"1301" "exp1" 4 26 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 1559 65 1
"1301" "exp1" 4 27 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 2 967 0 0
"1301" "exp1" 4 28 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 1718 35 1
"1301" "exp1" 4 29 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 1098 75 1
"1301" "exp1" 4 30 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1834 30 1
"1301" "exp1" 4 31 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 1496 45 1
"1301" "exp1" 4 32 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 3487 85 1
"1301" "exp1" 4 33 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 1809 0 0
"1301" "exp1" 4 34 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 969 15 1
"1301" "exp1" 4 35 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 2982 25 1
"1301" "exp1" 4 36 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 2026 0 0
"1301" "exp1" 4 37 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1024 0 0
"1301" "exp1" 4 38 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 2543 65 1
"1301" "exp1" 4 39 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 2 2420 0 0
"1301" "exp1" 4 40 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1682 35 1
"1301" "exp1" 4 41 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 947 25 1
"1301" "exp1" 4 42 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1965 20 1
"1301" "exp1" 4 43 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 2594 0 0
"1301" "exp1" 4 44 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 881 45 1
"1301" "exp1" 4 45 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1549 15 1
"1301" "exp1" 4 46 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 1095 0 0
"1301" "exp1" 4 47 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1079 25 1
"1301" "exp1" 4 48 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 861 0 0
"1301" "exp1" 4 49 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 919 35 1
"1301" "exp1" 4 50 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1322 0 0
"1301" "exp1" 4 51 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1169 65 1
"1301" "exp1" 4 52 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 856 0 0
"1301" "exp1" 4 53 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 1032 0 0
"1301" "exp1" 4 54 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1144 65 1
"1301" "exp1" 4 55 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 613 65 1
"1301" "exp1" 4 56 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 922 65 1
"1301" "exp1" 4 57 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 778 75 1
"1301" "exp1" 4 58 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1369 30 1
"1301" "exp1" 4 59 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 1047 0 0
"1301" "exp1" 4 60 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1246 65 1
"1301" "exp1" 5 1 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 910 60 1
"1301" "exp1" 5 2 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1335 0 0
"1301" "exp1" 5 3 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 1230 35 1
"1301" "exp1" 5 4 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 1299 0 0
"1301" "exp1" 5 5 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 1148 0 0
"1301" "exp1" 5 6 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 1305 65 1
"1301" "exp1" 5 7 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 863 45 1
"1301" "exp1" 5 8 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 752 15 1
"1301" "exp1" 5 9 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 1836 0 0
"1301" "exp1" 5 10 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1070 20 1
"1301" "exp1" 5 11 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 2 886 0 0
"1301" "exp1" 5 12 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1407 15 1
"1301" "exp1" 5 13 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1384 20 1
"1301" "exp1" 5 14 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1632 0 0
"1301" "exp1" 5 15 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 1572 65 1
"1301" "exp1" 5 16 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 2 1326 0 0
"1301" "exp1" 5 17 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 1537 75 1
"1301" "exp1" 5 18 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 1243 0 0
"1301" "exp1" 5 19 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 4028 85 1
"1301" "exp1" 5 20 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 4251 15 1
"1301" "exp1" 5 21 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 1249 35 1
"1301" "exp1" 5 22 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 2 1119 55 1
"1301" "exp1" 5 23 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 1072 0 0
"1301" "exp1" 5 24 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 2254 0 0
"1301" "exp1" 5 25 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 2 667 0 0
"1301" "exp1" 5 26 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1210 30 1
"1301" "exp1" 5 27 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 1153 0 0
"1301" "exp1" 5 28 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 688 0 0
"1301" "exp1" 5 29 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 1160 0 0
"1301" "exp1" 5 30 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 780 45 1
"1301" "exp1" 5 31 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1122 30 1
"1301" "exp1" 5 32 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1337 35 1
"1301" "exp1" 5 33 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1512 25 1
"1301" "exp1" 5 34 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 1586 15 1
"1301" "exp1" 5 35 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1712 30 1
"1301" "exp1" 5 36 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1042 20 1
"1301" "exp1" 5 37 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1607 0 0
"1301" "exp1" 5 38 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1727 0 0
"1301" "exp1" 5 39 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 1342 0 0
"1301" "exp1" 5 40 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 1352 0 0
"1301" "exp1" 5 41 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 1252 45 1
"1301" "exp1" 5 42 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1197 0 0
"1301" "exp1" 5 43 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 2009 35 1
"1301" "exp1" 5 44 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 1169 25 1
"1301" "exp1" 5 45 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1597 0 0
"1301" "exp1" 5 46 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 1083 25 1
"1301" "exp1" 5 47 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 2 911 0 0
"1301" "exp1" 5 48 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 2376 65 1
"1301" "exp1" 5 49 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 903 25 1
"1301" "exp1" 5 50 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1003 65 1
"1301" "exp1" 5 51 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 830 0 0
"1301" "exp1" 5 52 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 729 75 1
"1301" "exp1" 5 53 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1432 15 1
"1301" "exp1" 5 54 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 2459 45 1
"1301" "exp1" 5 55 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 2 1054 0 0
"1301" "exp1" 5 56 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 1368 0 0
"1301" "exp1" 5 57 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 2492 45 1
"1301" "exp1" 5 58 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1002 0 0
"1301" "exp1" 5 59 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 830 65 1
"1301" "exp1" 5 60 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 2489 75 1
"1301" "exp1" 6 1 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 2 1208 0 0
"1301" "exp1" 6 2 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 1463 75 1
"1301" "exp1" 6 3 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 1275 0 0
"1301" "exp1" 6 4 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1161 0 0
"1301" "exp1" 6 5 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1112 0 0
"1301" "exp1" 6 6 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 1081 25 1
"1301" "exp1" 6 7 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 955 25 1
"1301" "exp1" 6 8 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 1158 25 1
"1301" "exp1" 6 9 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1056 30 1
"1301" "exp1" 6 10 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1061 30 1
"1301" "exp1" 6 11 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1770 40 1
"1301" "exp1" 6 12 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 1843 0 0
"1301" "exp1" 6 13 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 1587 65 1
"1301" "exp1" 6 14 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 1118 15 1
"1301" "exp1" 6 15 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1272 20 1
"1301" "exp1" 6 16 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 2 1359 0 0
"1301" "exp1" 6 17 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 2 1538 0 0
"1301" "exp1" 6 18 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 1834 65 1
"1301" "exp1" 6 19 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 1535 0 0
"1301" "exp1" 6 20 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1379 40 1
"1301" "exp1" 6 21 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1417 85 1
"1301" "exp1" 6 22 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1060 20 1
"1301" "exp1" 6 23 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 3826 35 1
"1301" "exp1" 6 24 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 1270 0 0
"1301" "exp1" 6 25 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1051 20 1
"1301" "exp1" 6 26 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1667 0 0
"1301" "exp1" 6 27 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 984 45 1
"1301" "exp1" 6 28 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1283 35 1
"1301" "exp1" 6 29 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 1262 0 0
"1301" "exp1" 6 30 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 2 1232 0 0
"1301" "exp1" 6 31 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1051 0 0
"1301" "exp1" 6 32 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 731 65 1
"1301" "exp1" 6 33 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 802 35 1
"1301" "exp1" 6 34 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 957 40 1
"1301" "exp1" 6 35 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 2 1723 25 1
"1301" "exp1" 6 36 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 914 75 1
"1301" "exp1" 6 37 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 3135 0 0
"1301" "exp1" 6 38 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1489 0 0
"1301" "exp1" 6 39 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 1479 65 1
"1301" "exp1" 6 40 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 1408 25 1
"1301" "exp1" 6 41 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 793 15 1
"1301" "exp1" 6 42 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 612 0 0
"1301" "exp1" 6 43 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1329 25 1
"1301" "exp1" 6 44 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 2617 65 1
"1301" "exp1" 6 45 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 949 75 1
"1301" "exp1" 6 46 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 1845 85 1
"1301" "exp1" 6 47 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 3235 45 1
"1301" "exp1" 6 48 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 2837 65 1
"1301" "exp1" 6 49 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 1230 25 1
"1301" "exp1" 6 50 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 2 1370 35 1
"1301" "exp1" 6 51 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 774 25 1
"1301" "exp1" 6 52 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 1475 0 0
"1301" "exp1" 6 53 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 651 15 1
"1301" "exp1" 6 54 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 668 0 0
"1301" "exp1" 6 55 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 825 45 1
"1301" "exp1" 6 56 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 1156 45 1
"1301" "exp1" 6 57 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 826 15 1
"1301" "exp1" 6 58 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 788 0 0
"1301" "exp1" 6 59 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2368 40 1
"1301" "exp1" 6 60 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 1652 75 1
"1301" "exp1" 7 1 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 832 45 1
"1301" "exp1" 7 2 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1069 35 1
"1301" "exp1" 7 3 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 1603 65 1
"1301" "exp1" 7 4 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1159 35 1
"1301" "exp1" 7 5 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 614 25 1
"1301" "exp1" 7 6 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 974 45 1
"1301" "exp1" 7 7 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1598 30 1
"1301" "exp1" 7 8 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 1168 25 1
"1301" "exp1" 7 9 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 1479 0 0
"1301" "exp1" 7 10 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1181 0 0
"1301" "exp1" 7 11 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 2 960 25 1
"1301" "exp1" 7 12 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 2 2651 35 1
"1301" "exp1" 7 13 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 1103 0 0
"1301" "exp1" 7 14 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 1242 75 1
"1301" "exp1" 7 15 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1671 45 1
"1301" "exp1" 7 16 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 819 25 1
"1301" "exp1" 7 17 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1939 0 0
"1301" "exp1" 7 18 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1207 25 1
"1301" "exp1" 7 19 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 714 15 1
"1301" "exp1" 7 20 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1556 0 0
"1301" "exp1" 7 21 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 1087 75 1
"1301" "exp1" 7 22 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 804 75 1
"1301" "exp1" 7 23 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 3218 0 0
"1301" "exp1" 7 24 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 855 15 1
"1301" "exp1" 7 25 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 666 15 1
"1301" "exp1" 7 26 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1138 65 1
"1301" "exp1" 7 27 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 842 20 1
"1301" "exp1" 7 28 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 798 25 1
"1301" "exp1" 7 29 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1562 45 1
"1301" "exp1" 7 30 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 2052 65 1
"1301" "exp1" 7 31 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1289 30 1
"1301" "exp1" 7 32 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 1526 0 0
"1301" "exp1" 7 33 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 1585 45 1
"1301" "exp1" 7 34 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 2 1073 25 1
"1301" "exp1" 7 35 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1019 35 1
"1301" "exp1" 7 36 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1116 35 1
"1301" "exp1" 7 37 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 761 20 1
"1301" "exp1" 7 38 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1287 20 1
"1301" "exp1" 7 39 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1366 60 1
"1301" "exp1" 7 40 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 946 65 1
"1301" "exp1" 7 41 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 802 15 1
"1301" "exp1" 7 42 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 897 0 0
"1301" "exp1" 7 43 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 886 65 1
"1301" "exp1" 7 44 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 706 20 1
"1301" "exp1" 7 45 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 422 25 1
"1301" "exp1" 7 46 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 846 0 0
"1301" "exp1" 7 47 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 828 15 1
"1301" "exp1" 7 48 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1475 30 1
"1301" "exp1" 7 49 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 1147 0 0
"1301" "exp1" 7 50 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 2 1375 0 0
"1301" "exp1" 7 51 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1242 40 1
"1301" "exp1" 7 52 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1018 0 0
"1301" "exp1" 7 53 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 965 15 1
"1301" "exp1" 7 54 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 882 65 1
"1301" "exp1" 7 55 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 958 25 1
"1301" "exp1" 7 56 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 660 25 1
"1301" "exp1" 7 57 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 696 15 1
"1301" "exp1" 7 58 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1631 40 1
"1301" "exp1" 7 59 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 894 45 1
"1301" "exp1" 7 60 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 633 75 1
"1301" "exp1" 8 1 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 1153 0 0
"1301" "exp1" 8 2 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 736 65 1
"1301" "exp1" 8 3 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1194 15 1
"1301" "exp1" 8 4 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 1133 0 0
"1301" "exp1" 8 5 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1445 60 1
"1301" "exp1" 8 6 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 965 0 0
"1301" "exp1" 8 7 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1002 0 0
"1301" "exp1" 8 8 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 743 75 1
"1301" "exp1" 8 9 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 1102 65 1
"1301" "exp1" 8 10 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1266 45 1
"1301" "exp1" 8 11 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 869 25 1
"1301" "exp1" 8 12 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1307 30 1
"1301" "exp1" 8 13 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1225 20 1
"1301" "exp1" 8 14 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1678 40 1
"1301" "exp1" 8 15 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2032 0 0
"1301" "exp1" 8 16 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 2 1835 55 1
"1301" "exp1" 8 17 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1042 35 1
"1301" "exp1" 8 18 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 2394 75 1
"1301" "exp1" 8 19 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 878 15 1
"1301" "exp1" 8 20 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 2103 0 0
"1301" "exp1" 8 21 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 1560 0 0
"1301" "exp1" 8 22 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 1302 75 1
"1301" "exp1" 8 23 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 1090 75 1
"1301" "exp1" 8 24 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1793 20 1
"1301" "exp1" 8 25 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1325 45 1
"1301" "exp1" 8 26 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1779 25 1
"1301" "exp1" 8 27 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1254 0 0
"1301" "exp1" 8 28 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1018 20 1
"1301" "exp1" 8 29 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1946 25 1
"1301" "exp1" 8 30 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 749 35 1
"1301" "exp1" 8 31 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 1217 0 0
"1301" "exp1" 8 32 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 1138 45 1
"1301" "exp1" 8 33 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1316 0 0
"1301" "exp1" 8 34 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1088 0 0
"1301" "exp1" 8 35 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1570 45 1
"1301" "exp1" 8 36 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 952 35 1
"1301" "exp1" 8 37 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1656 85 1
"1301" "exp1" 8 38 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 1298 75 1
"1301" "exp1" 8 39 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1716 0 0
"1301" "exp1" 8 40 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1060 15 1
"1301" "exp1" 8 41 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1848 0 0
"1301" "exp1" 8 42 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 1692 0 0
"1301" "exp1" 8 43 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1342 65 1
"1301" "exp1" 8 44 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 847 25 1
"1301" "exp1" 8 45 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 938 0 0
"1301" "exp1" 8 46 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 2876 75 1
"1301" "exp1" 8 47 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1652 0 0
"1301" "exp1" 8 48 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 799 25 1
"1301" "exp1" 8 49 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 922 30 1
"1301" "exp1" 8 50 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1148 30 1
"1301" "exp1" 8 51 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1689 0 0
"1301" "exp1" 8 52 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 2 3077 0 0
"1301" "exp1" 8 53 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 978 0 0
"1301" "exp1" 8 54 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 2 1077 0 0
"1301" "exp1" 8 55 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 1099 45 1
"1301" "exp1" 8 56 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 1122 0 0
"1301" "exp1" 8 57 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 774 25 1
"1301" "exp1" 8 58 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 777 15 1
"1301" "exp1" 8 59 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 746 0 0
"1301" "exp1" 8 60 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 2480 0 0
"1301" "exp1" 9 1 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 2 31 25 1
"1301" "exp1" 9 2 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 875 25 1
"1301" "exp1" 9 3 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 743 20 1
"1301" "exp1" 9 4 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1059 25 1
"1301" "exp1" 9 5 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 630 25 1
"1301" "exp1" 9 6 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 706 35 1
"1301" "exp1" 9 7 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 1107 0 0
"1301" "exp1" 9 8 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 699 35 1
"1301" "exp1" 9 9 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 595 0 0
"1301" "exp1" 9 10 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1208 0 0
"1301" "exp1" 9 11 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 987 45 1
"1301" "exp1" 9 12 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 987 60 1
"1301" "exp1" 9 13 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 837 35 1
"1301" "exp1" 9 14 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 685 75 1
"1301" "exp1" 9 15 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 1033 0 0
"1301" "exp1" 9 16 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 800 0 0
"1301" "exp1" 9 17 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 794 35 1
"1301" "exp1" 9 18 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 1004 25 1
"1301" "exp1" 9 19 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1365 0 0
"1301" "exp1" 9 20 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 2 856 0 0
"1301" "exp1" 9 21 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 976 0 0
"1301" "exp1" 9 22 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 767 15 1
"1301" "exp1" 9 23 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1297 0 0
"1301" "exp1" 9 24 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 1333 35 1
"1301" "exp1" 9 25 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 1293 75 1
"1301" "exp1" 9 26 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 2133 0 0
"1301" "exp1" 9 27 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 1237 75 1
"1301" "exp1" 9 28 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 2 2236 0 0
"1301" "exp1" 9 29 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 734 20 1
"1301" "exp1" 9 30 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1006 20 1
"1301" "exp1" 9 31 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1259 0 0
"1301" "exp1" 9 32 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 2 1832 35 1
"1301" "exp1" 9 33 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1023 0 0
"1301" "exp1" 9 34 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 867 15 1
"1301" "exp1" 9 35 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 718 30 1
"1301" "exp1" 9 36 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 2 854 0 0
"1301" "exp1" 9 37 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 694 30 1
"1301" "exp1" 9 38 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 2764 65 1
"1301" "exp1" 9 39 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 688 45 1
"1301" "exp1" 9 40 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 757 15 1
"1301" "exp1" 9 41 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 937 15 1
"1301" "exp1" 9 42 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 892 45 1
"1301" "exp1" 9 43 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1458 0 0
"1301" "exp1" 9 44 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1117 65 1
"1301" "exp1" 9 45 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 656 20 1
"1301" "exp1" 9 46 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 812 0 0
"1301" "exp1" 9 47 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 1076 75 1
"1301" "exp1" 9 48 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1031 45 1
"1301" "exp1" 9 49 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 716 25 1
"1301" "exp1" 9 50 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 923 25 1
"1301" "exp1" 9 51 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 821 15 1
"1301" "exp1" 9 52 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 890 0 0
"1301" "exp1" 9 53 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1568 85 1
"1301" "exp1" 9 54 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 1835 35 1
"1301" "exp1" 9 55 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 1847 0 0
"1301" "exp1" 9 56 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 1642 65 1
"1301" "exp1" 9 57 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 1125 0 0
"1301" "exp1" 9 58 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 680 0 0
"1301" "exp1" 9 59 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1212 0 0
"1301" "exp1" 9 60 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 809 30 1
"1301" "exp1" 10 1 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1188 40 1
"1301" "exp1" 10 2 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 987 75 1
"1301" "exp1" 10 3 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 773 75 1
"1301" "exp1" 10 4 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 926 30 1
"1301" "exp1" 10 5 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 758 20 1
"1301" "exp1" 10 6 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 702 75 1
"1301" "exp1" 10 7 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 2 1080 85 1
"1301" "exp1" 10 8 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 2 686 0 0
"1301" "exp1" 10 9 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1434 0 0
"1301" "exp1" 10 10 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1112 35 1
"1301" "exp1" 10 11 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 1159 45 1
"1301" "exp1" 10 12 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 1489 0 0
"1301" "exp1" 10 13 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1313 45 1
"1301" "exp1" 10 14 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 1209 0 0
"1301" "exp1" 10 15 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 1142 0 0
"1301" "exp1" 10 16 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 914 0 0
"1301" "exp1" 10 17 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1051 0 0
"1301" "exp1" 10 18 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 1757 45 1
"1301" "exp1" 10 19 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 2077 35 1
"1301" "exp1" 10 20 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 580 0 0
"1301" "exp1" 10 21 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 626 0 0
"1301" "exp1" 10 22 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 906 35 1
"1301" "exp1" 10 23 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1116 0 0
"1301" "exp1" 10 24 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 1020 75 1
"1301" "exp1" 10 25 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 1039 25 1
"1301" "exp1" 10 26 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 942 25 1
"1301" "exp1" 10 27 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1246 45 1
"1301" "exp1" 10 28 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 853 25 1
"1301" "exp1" 10 29 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 954 0 0
"1301" "exp1" 10 30 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 868 0 0
"1301" "exp1" 10 31 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1625 65 1
"1301" "exp1" 10 32 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1043 0 0
"1301" "exp1" 10 33 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 722 0 0
"1301" "exp1" 10 34 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 756 0 0
"1301" "exp1" 10 35 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 1196 0 0
"1301" "exp1" 10 36 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 678 15 1
"1301" "exp1" 10 37 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 756 15 1
"1301" "exp1" 10 38 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 2 1382 0 0
"1301" "exp1" 10 39 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1271 65 1
"1301" "exp1" 10 40 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1421 0 0
"1301" "exp1" 10 41 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 2855 0 0
"1301" "exp1" 10 42 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 704 20 1
"1301" "exp1" 10 43 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 712 0 0
"1301" "exp1" 10 44 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 926 35 1
"1301" "exp1" 10 45 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 2436 35 1
"1301" "exp1" 10 46 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 1401 65 1
"1301" "exp1" 10 47 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 802 30 1
"1301" "exp1" 10 48 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 757 25 1
"1301" "exp1" 10 49 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1552 35 1
"1301" "exp1" 10 50 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 1294 65 1
"1301" "exp1" 10 51 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 2362 65 1
"1301" "exp1" 10 52 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 1414 75 1
"1301" "exp1" 10 53 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 806 45 1
"1301" "exp1" 10 54 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 1175 45 1
"1301" "exp1" 10 55 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 1726 0 0
"1301" "exp1" 10 56 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 892 20 1
"1301" "exp1" 10 57 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 1003 0 0
"1301" "exp1" 10 58 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 747 25 1
"1301" "exp1" 10 59 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 929 15 1
"1301" "exp1" 10 60 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 804 25 1
"1301" "exp1" 11 1 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 1625 0 0
"1301" "exp1" 11 2 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 1303 75 1
"1301" "exp1" 11 3 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 752 20 1
"1301" "exp1" 11 4 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 2044 45 1
"1301" "exp1" 11 5 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 1688 0 0
"1301" "exp1" 11 6 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1249 40 1
"1301" "exp1" 11 7 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1279 15 1
"1301" "exp1" 11 8 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 1185 35 1
"1301" "exp1" 11 9 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 872 45 1
"1301" "exp1" 11 10 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 1235 0 0
"1301" "exp1" 11 11 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 785 0 0
"1301" "exp1" 11 12 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 860 30 1
"1301" "exp1" 11 13 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1066 20 1
"1301" "exp1" 11 14 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 585 0 0
"1301" "exp1" 11 15 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 656 75 1
"1301" "exp1" 11 16 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 976 15 1
"1301" "exp1" 11 17 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 845 75 1
"1301" "exp1" 11 18 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1026 20 1
"1301" "exp1" 11 19 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 1212 65 1
"1301" "exp1" 11 20 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 683 25 1
"1301" "exp1" 11 21 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1866 35 1
"1301" "exp1" 11 22 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 734 0 0
"1301" "exp1" 11 23 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 846 85 1
"1301" "exp1" 11 24 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 1352 65 1
"1301" "exp1" 11 25 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 682 0 0
"1301" "exp1" 11 26 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 817 15 1
"1301" "exp1" 11 27 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1314 0 0
"1301" "exp1" 11 28 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 825 0 0
"1301" "exp1" 11 29 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 1164 0 0
"1301" "exp1" 11 30 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 1334 45 1
"1301" "exp1" 11 31 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 693 45 1
"1301" "exp1" 11 32 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1073 45 1
"1301" "exp1" 11 33 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 1027 0 0
"1301" "exp1" 11 34 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 672 0 0
"1301" "exp1" 11 35 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 949 25 1
"1301" "exp1" 11 36 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 2 1151 0 0
"1301" "exp1" 11 37 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 600 25 1
"1301" "exp1" 11 38 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1052 0 0
"1301" "exp1" 11 39 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 1148 0 0
"1301" "exp1" 11 40 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1011 15 1
"1301" "exp1" 11 41 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1391 0 0
"1301" "exp1" 11 42 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 701 0 0
"1301" "exp1" 11 43 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 1048 0 0
"1301" "exp1" 11 44 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 1012 35 1
"1301" "exp1" 11 45 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 2055 0 0
"1301" "exp1" 11 46 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1519 0 0
"1301" "exp1" 11 47 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 888 25 1
"1301" "exp1" 11 48 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 1331 75 1
"1301" "exp1" 11 49 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 912 0 0
"1301" "exp1" 11 50 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1118 60 1
"1301" "exp1" 11 51 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 1363 75 1
"1301" "exp1" 11 52 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 916 40 1
"1301" "exp1" 11 53 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1237 45 1
"1301" "exp1" 11 54 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1235 0 0
"1301" "exp1" 11 55 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 796 75 1
"1301" "exp1" 11 56 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 847 0 0
"1301" "exp1" 11 57 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 678 30 1
"1301" "exp1" 11 58 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 994 65 1
"1301" "exp1" 11 59 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 1045 65 1
"1301" "exp1" 11 60 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 793 0 0
"1301" "exp1" 12 1 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1168 0 0
"1301" "exp1" 12 2 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 592 25 1
"1301" "exp1" 12 3 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 663 65 1
"1301" "exp1" 12 4 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 672 15 1
"1301" "exp1" 12 5 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 714 15 1
"1301" "exp1" 12 6 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 626 35 1
"1301" "exp1" 12 7 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 440 0 0
"1301" "exp1" 12 8 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 897 75 1
"1301" "exp1" 12 9 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 2 780 0 0
"1301" "exp1" 12 10 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 575 0 0
"1301" "exp1" 12 11 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 627 45 1
"1301" "exp1" 12 12 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 981 35 1
"1301" "exp1" 12 13 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 936 30 1
"1301" "exp1" 12 14 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 670 25 1
"1301" "exp1" 12 15 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 1054 0 0
"1301" "exp1" 12 16 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 840 35 1
"1301" "exp1" 12 17 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 616 25 1
"1301" "exp1" 12 18 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 1034 0 0
"1301" "exp1" 12 19 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 1167 0 0
"1301" "exp1" 12 20 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 885 25 1
"1301" "exp1" 12 21 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 962 75 1
"1301" "exp1" 12 22 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1828 40 1
"1301" "exp1" 12 23 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 875 30 1
"1301" "exp1" 12 24 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 587 20 1
"1301" "exp1" 12 25 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 772 0 0
"1301" "exp1" 12 26 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 963 30 1
"1301" "exp1" 12 27 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 717 75 1
"1301" "exp1" 12 28 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 809 15 1
"1301" "exp1" 12 29 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 922 35 1
"1301" "exp1" 12 30 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 658 65 1
"1301" "exp1" 12 31 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 2 955 0 0
"1301" "exp1" 12 32 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 660 15 1
"1301" "exp1" 12 33 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 802 45 1
"1301" "exp1" 12 34 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 646 20 1
"1301" "exp1" 12 35 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1276 45 1
"1301" "exp1" 12 36 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 651 15 1
"1301" "exp1" 12 37 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 679 35 1
"1301" "exp1" 12 38 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 634 25 1
"1301" "exp1" 12 39 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 594 0 0
"1301" "exp1" 12 40 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 877 30 1
"1301" "exp1" 12 41 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1072 0 0
"1301" "exp1" 12 42 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 863 40 1
"1301" "exp1" 12 43 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 859 0 0
"1301" "exp1" 12 44 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 680 65 1
"1301" "exp1" 12 45 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 578 0 0
"1301" "exp1" 12 46 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 751 25 1
"1301" "exp1" 12 47 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 806 0 0
"1301" "exp1" 12 48 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 690 40 1
"1301" "exp1" 12 49 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1012 35 1
"1301" "exp1" 12 50 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 624 0 0
"1301" "exp1" 12 51 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 716 0 0
"1301" "exp1" 12 52 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 752 0 0
"1301" "exp1" 12 53 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 1084 75 1
"1301" "exp1" 12 54 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 958 40 1
"1301" "exp1" 12 55 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1105 85 1
"1301" "exp1" 12 56 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1102 0 0
"1301" "exp1" 12 57 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 2 853 0 0
"1301" "exp1" 12 58 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 843 20 1
"1301" "exp1" 12 59 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 723 20 1
"1301" "exp1" 12 60 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1231 35 1
"1301" "exp1" 13 1 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1128 0 0
"1301" "exp1" 13 2 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 825 35 1
"1301" "exp1" 13 3 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 822 35 1
"1301" "exp1" 13 4 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 908 15 1
"1301" "exp1" 13 5 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 906 0 0
"1301" "exp1" 13 6 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 715 15 1
"1301" "exp1" 13 7 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 880 45 1
"1301" "exp1" 13 8 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 672 0 0
"1301" "exp1" 13 9 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 561 75 1
"1301" "exp1" 13 10 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1493 30 1
"1301" "exp1" 13 11 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 728 0 0
"1301" "exp1" 13 12 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 644 0 0
"1301" "exp1" 13 13 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1193 35 1
"1301" "exp1" 13 14 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 965 0 0
"1301" "exp1" 13 15 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 959 25 1
"1301" "exp1" 13 16 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 661 0 0
"1301" "exp1" 13 17 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 661 0 0
"1301" "exp1" 13 18 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1085 45 1
"1301" "exp1" 13 19 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 900 0 0
"1301" "exp1" 13 20 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 781 0 0
"1301" "exp1" 13 21 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 737 20 1
"1301" "exp1" 13 22 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1198 65 1
"1301" "exp1" 13 23 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 954 45 1
"1301" "exp1" 13 24 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 754 0 0
"1301" "exp1" 13 25 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 668 25 1
"1301" "exp1" 13 26 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 654 25 1
"1301" "exp1" 13 27 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 596 35 1
"1301" "exp1" 13 28 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 2 1126 0 0
"1301" "exp1" 13 29 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 984 45 1
"1301" "exp1" 13 30 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 784 0 0
"1301" "exp1" 13 31 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 571 0 0
"1301" "exp1" 13 32 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 781 65 1
"1301" "exp1" 13 33 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 910 25 1
"1301" "exp1" 13 34 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1418 65 1
"1301" "exp1" 13 35 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 952 0 0
"1301" "exp1" 13 36 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 928 0 0
"1301" "exp1" 13 37 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1416 0 0
"1301" "exp1" 13 38 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 2 1662 0 0
"1301" "exp1" 13 39 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 841 65 1
"1301" "exp1" 13 40 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 1199 75 1
"1301" "exp1" 13 41 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 877 0 0
"1301" "exp1" 13 42 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 795 0 0
"1301" "exp1" 13 43 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 876 0 0
"1301" "exp1" 13 44 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 605 0 0
"1301" "exp1" 13 45 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 712 45 1
"1301" "exp1" 13 46 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1001 40 1
"1301" "exp1" 13 47 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 680 35 1
"1301" "exp1" 13 48 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 2 1266 0 0
"1301" "exp1" 13 49 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 790 30 1
"1301" "exp1" 13 50 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 647 20 1
"1301" "exp1" 13 51 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 2 800 0 0
"1301" "exp1" 13 52 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 686 0 0
"1301" "exp1" 13 53 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1653 0 0
"1301" "exp1" 13 54 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 655 15 1
"1301" "exp1" 13 55 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 565 45 1
"1301" "exp1" 13 56 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 621 0 0
"1301" "exp1" 13 57 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 640 15 1
"1301" "exp1" 13 58 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 803 40 1
"1301" "exp1" 13 59 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 1377 0 0
"1301" "exp1" 13 60 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 2 675 0 0
"1301" "exp1" 14 1 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 2 638 0 0
"1301" "exp1" 14 2 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 825 0 0
"1301" "exp1" 14 3 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 744 75 1
"1301" "exp1" 14 4 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 1135 15 1
"1301" "exp1" 14 5 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 973 40 1
"1301" "exp1" 14 6 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 913 0 0
"1301" "exp1" 14 7 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1144 65 1
"1301" "exp1" 14 8 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 1053 0 0
"1301" "exp1" 14 9 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 970 0 0
"1301" "exp1" 14 10 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 2 1374 0 0
"1301" "exp1" 14 11 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 787 0 0
"1301" "exp1" 14 12 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 712 20 1
"1301" "exp1" 14 13 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 781 0 0
"1301" "exp1" 14 14 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 775 65 1
"1301" "exp1" 14 15 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 906 40 1
"1301" "exp1" 14 16 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1215 0 0
"1301" "exp1" 14 17 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 656 25 1
"1301" "exp1" 14 18 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 724 25 1
"1301" "exp1" 14 19 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 2592 65 1
"1301" "exp1" 14 20 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 851 0 0
"1301" "exp1" 14 21 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 795 35 1
"1301" "exp1" 14 22 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 1067 0 0
"1301" "exp1" 14 23 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 746 20 1
"1301" "exp1" 14 24 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1265 40 1
"1301" "exp1" 14 25 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 653 65 1
"1301" "exp1" 14 26 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 755 15 1
"1301" "exp1" 14 27 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 1139 25 1
"1301" "exp1" 14 28 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 2 916 25 1
"1301" "exp1" 14 29 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 731 65 1
"1301" "exp1" 14 30 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 902 25 1
"1301" "exp1" 14 31 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 686 30 1
"1301" "exp1" 14 32 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 1426 0 0
"1301" "exp1" 14 33 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1355 0 0
"1301" "exp1" 14 34 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 654 15 1
"1301" "exp1" 14 35 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 1393 0 0
"1301" "exp1" 14 36 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 583 65 1
"1301" "exp1" 14 37 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 579 30 1
"1301" "exp1" 14 38 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 839 75 1
"1301" "exp1" 14 39 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 770 25 1
"1301" "exp1" 14 40 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 851 0 0
"1301" "exp1" 14 41 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1016 45 1
"1301" "exp1" 14 42 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 925 0 0
"1301" "exp1" 14 43 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1499 0 0
"1301" "exp1" 14 44 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 1137 25 1
"1301" "exp1" 14 45 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 563 25 1
"1301" "exp1" 14 46 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1166 0 0
"1301" "exp1" 14 47 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 855 0 0
"1301" "exp1" 14 48 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1169 30 1
"1301" "exp1" 14 49 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 845 75 1
"1301" "exp1" 14 50 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 781 35 1
"1301" "exp1" 14 51 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1110 65 1
"1301" "exp1" 14 52 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 920 45 1
"1301" "exp1" 14 53 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 2263 0 0
"1301" "exp1" 14 54 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 744 25 1
"1301" "exp1" 14 55 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 779 0 0
"1301" "exp1" 14 56 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 831 65 1
"1301" "exp1" 14 57 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 792 20 1
"1301" "exp1" 14 58 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 831 35 1
"1301" "exp1" 14 59 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 1186 75 1
"1301" "exp1" 14 60 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 918 0 0
"1301" "exp1" 15 1 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 981 35 1
"1301" "exp1" 15 2 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 650 45 1
"1301" "exp1" 15 3 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 703 15 1
"1301" "exp1" 15 4 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 663 0 0
"1301" "exp1" 15 5 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 629 40 1
"1301" "exp1" 15 6 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 745 65 1
"1301" "exp1" 15 7 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 607 25 1
"1301" "exp1" 15 8 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 2 660 0 0
"1301" "exp1" 15 9 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1379 60 1
"1301" "exp1" 15 10 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 773 30 1
"1301" "exp1" 15 11 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 598 45 1
"1301" "exp1" 15 12 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 1967 75 1
"1301" "exp1" 15 13 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 846 15 1
"1301" "exp1" 15 14 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 634 25 1
"1301" "exp1" 15 15 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 681 45 1
"1301" "exp1" 15 16 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 578 20 1
"1301" "exp1" 15 17 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 710 75 1
"1301" "exp1" 15 18 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 809 65 1
"1301" "exp1" 15 19 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 526 35 1
"1301" "exp1" 15 20 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 663 15 1
"1301" "exp1" 15 21 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 480 0 0
"1301" "exp1" 15 22 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 803 0 0
"1301" "exp1" 15 23 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1034 15 1
"1301" "exp1" 15 24 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 2 729 0 0
"1301" "exp1" 15 25 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 706 0 0
"1301" "exp1" 15 26 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 917 40 1
"1301" "exp1" 15 27 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 903 65 1
"1301" "exp1" 15 28 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 927 65 1
"1301" "exp1" 15 29 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 639 20 1
"1301" "exp1" 15 30 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 692 0 0
"1301" "exp1" 15 31 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 639 15 1
"1301" "exp1" 15 32 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 997 85 1
"1301" "exp1" 15 33 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 1145 45 1
"1301" "exp1" 15 34 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 2 752 0 0
"1301" "exp1" 15 35 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 1089 65 1
"1301" "exp1" 15 36 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1012 0 0
"1301" "exp1" 15 37 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 584 45 1
"1301" "exp1" 15 38 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 817 15 1
"1301" "exp1" 15 39 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 679 0 0
"1301" "exp1" 15 40 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1043 20 1
"1301" "exp1" 15 41 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 970 0 0
"1301" "exp1" 15 42 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 786 35 1
"1301" "exp1" 15 43 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 907 25 1
"1301" "exp1" 15 44 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 777 65 1
"1301" "exp1" 15 45 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 920 0 0
"1301" "exp1" 15 46 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 795 65 1
"1301" "exp1" 15 47 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 825 25 1
"1301" "exp1" 15 48 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 1143 0 0
"1301" "exp1" 15 49 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 1404 0 0
"1301" "exp1" 15 50 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 752 25 1
"1301" "exp1" 15 51 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 1036 0 0
"1301" "exp1" 15 52 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 1030 0 0
"1301" "exp1" 15 53 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 1110 75 1
"1301" "exp1" 15 54 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1008 40 1
"1301" "exp1" 15 55 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 725 75 1
"1301" "exp1" 15 56 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 910 30 1
"1301" "exp1" 15 57 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 774 25 1
"1301" "exp1" 15 58 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 911 0 0
"1301" "exp1" 15 59 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 2 1142 0 0
"1301" "exp1" 15 60 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 966 25 1
"1301" "exp1" 16 1 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 680 15 1
"1301" "exp1" 16 2 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 874 25 1
"1301" "exp1" 16 3 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 645 15 1
"1301" "exp1" 16 4 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 895 75 1
"1301" "exp1" 16 5 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 974 40 1
"1301" "exp1" 16 6 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 2 712 35 1
"1301" "exp1" 16 7 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 928 45 1
"1301" "exp1" 16 8 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 653 0 0
"1301" "exp1" 16 9 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 783 35 1
"1301" "exp1" 16 10 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 708 35 1
"1301" "exp1" 16 11 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 759 0 0
"1301" "exp1" 16 12 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 732 75 1
"1301" "exp1" 16 13 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 773 25 1
"1301" "exp1" 16 14 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 733 0 0
"1301" "exp1" 16 15 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1144 35 1
"1301" "exp1" 16 16 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 853 0 0
"1301" "exp1" 16 17 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 857 25 1
"1301" "exp1" 16 18 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 883 75 1
"1301" "exp1" 16 19 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 666 65 1
"1301" "exp1" 16 20 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 814 0 0
"1301" "exp1" 16 21 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 706 75 1
"1301" "exp1" 16 22 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 690 65 1
"1301" "exp1" 16 23 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1011 40 1
"1301" "exp1" 16 24 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 608 0 0
"1301" "exp1" 16 25 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 1529 35 1
"1301" "exp1" 16 26 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 2 596 0 0
"1301" "exp1" 16 27 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 1094 0 0
"1301" "exp1" 16 28 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 1312 65 1
"1301" "exp1" 16 29 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 2 689 0 0
"1301" "exp1" 16 30 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 1082 45 1
"1301" "exp1" 16 31 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 633 25 1
"1301" "exp1" 16 32 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 874 25 1
"1301" "exp1" 16 33 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 864 0 0
"1301" "exp1" 16 34 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 588 20 1
"1301" "exp1" 16 35 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 955 25 1
"1301" "exp1" 16 36 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 817 15 1
"1301" "exp1" 16 37 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1076 45 1
"1301" "exp1" 16 38 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1044 0 0
"1301" "exp1" 16 39 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1195 0 0
"1301" "exp1" 16 40 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 794 30 1
"1301" "exp1" 16 41 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 2 1272 0 0
"1301" "exp1" 16 42 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 778 65 1
"1301" "exp1" 16 43 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 675 0 0
"1301" "exp1" 16 44 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 880 15 1
"1301" "exp1" 16 45 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1060 15 1
"1301" "exp1" 16 46 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 880 0 0
"1301" "exp1" 16 47 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 782 20 1
"1301" "exp1" 16 48 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 814 0 0
"1301" "exp1" 16 49 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 770 65 1
"1301" "exp1" 16 50 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 2 1006 0 0
"1301" "exp1" 16 51 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1346 20 1
"1301" "exp1" 16 52 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 990 75 1
"1301" "exp1" 16 53 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 782 0 0
"1301" "exp1" 16 54 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1085 0 0
"1301" "exp1" 16 55 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1034 30 1
"1301" "exp1" 16 56 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1075 25 1
"1301" "exp1" 16 57 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 791 25 1
"1301" "exp1" 16 58 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 945 15 1
"1301" "exp1" 16 59 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 707 30 1
"1301" "exp1" 16 60 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 801 75 1
"1301" "exp1" 17 1 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 748 65 1
"1301" "exp1" 17 2 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 636 45 1
"1301" "exp1" 17 3 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 582 0 0
"1301" "exp1" 17 4 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 698 0 0
"1301" "exp1" 17 5 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 642 0 0
"1301" "exp1" 17 6 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 719 0 0
"1301" "exp1" 17 7 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 675 20 1
"1301" "exp1" 17 8 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 738 35 1
"1301" "exp1" 17 9 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 632 15 1
"1301" "exp1" 17 10 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1160 0 0
"1301" "exp1" 17 11 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 585 35 1
"1301" "exp1" 17 12 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 708 75 1
"1301" "exp1" 17 13 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 704 0 0
"1301" "exp1" 17 14 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 651 25 1
"1301" "exp1" 17 15 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 1040 0 0
"1301" "exp1" 17 16 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1896 65 1
"1301" "exp1" 17 17 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 674 0 0
"1301" "exp1" 17 18 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 768 20 1
"1301" "exp1" 17 19 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1102 40 1
"1301" "exp1" 17 20 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 856 0 0
"1301" "exp1" 17 21 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1254 0 0
"1301" "exp1" 17 22 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1010 35 1
"1301" "exp1" 17 23 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1260 40 1
"1301" "exp1" 17 24 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 587 30 1
"1301" "exp1" 17 25 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 2 797 0 0
"1301" "exp1" 17 26 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 704 0 0
"1301" "exp1" 17 27 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 657 15 1
"1301" "exp1" 17 28 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 882 35 1
"1301" "exp1" 17 29 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 613 75 1
"1301" "exp1" 17 30 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 849 75 1
"1301" "exp1" 17 31 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 761 45 1
"1301" "exp1" 17 32 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 886 25 1
"1301" "exp1" 17 33 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 835 15 1
"1301" "exp1" 17 34 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 826 0 0
"1301" "exp1" 17 35 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1053 0 0
"1301" "exp1" 17 36 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 945 0 0
"1301" "exp1" 17 37 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 854 25 1
"1301" "exp1" 17 38 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 701 25 1
"1301" "exp1" 17 39 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 613 0 0
"1301" "exp1" 17 40 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 680 75 1
"1301" "exp1" 17 41 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 873 0 0
"1301" "exp1" 17 42 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 988 65 1
"1301" "exp1" 17 43 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 770 0 0
"1301" "exp1" 17 44 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 762 0 0
"1301" "exp1" 17 45 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 794 75 1
"1301" "exp1" 17 46 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1284 0 0
"1301" "exp1" 17 47 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 597 15 1
"1301" "exp1" 17 48 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 829 0 0
"1301" "exp1" 17 49 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 2 690 0 0
"1301" "exp1" 17 50 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 766 75 1
"1301" "exp1" 17 51 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 863 0 0
"1301" "exp1" 17 52 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 687 0 0
"1301" "exp1" 17 53 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 742 30 1
"1301" "exp1" 17 54 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 2 1434 0 0
"1301" "exp1" 17 55 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1355 35 1
"1301" "exp1" 17 56 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 967 20 1
"1301" "exp1" 17 57 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1242 0 0
"1301" "exp1" 17 58 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 792 75 1
"1301" "exp1" 17 59 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 694 0 0
"1301" "exp1" 17 60 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 1029 25 1
"1301" "exp1" 18 1 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 743 0 0
"1301" "exp1" 18 2 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 915 0 0
"1301" "exp1" 18 3 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 654 75 1
"1301" "exp1" 18 4 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 646 15 1
"1301" "exp1" 18 5 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 685 65 1
"1301" "exp1" 18 6 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1487 45 1
"1301" "exp1" 18 7 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 742 0 0
"1301" "exp1" 18 8 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 2 693 25 1
"1301" "exp1" 18 9 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 537 0 0
"1301" "exp1" 18 10 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 636 0 0
"1301" "exp1" 18 11 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 991 25 1
"1301" "exp1" 18 12 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 562 25 1
"1301" "exp1" 18 13 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 792 0 0
"1301" "exp1" 18 14 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 727 25 1
"1301" "exp1" 18 15 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 671 45 1
"1301" "exp1" 18 16 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 834 30 1
"1301" "exp1" 18 17 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1099 0 0
"1301" "exp1" 18 18 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 744 25 1
"1301" "exp1" 18 19 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 926 65 1
"1301" "exp1" 18 20 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 1050 15 1
"1301" "exp1" 18 21 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1185 30 1
"1301" "exp1" 18 22 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 2 1494 0 0
"1301" "exp1" 18 23 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 828 0 0
"1301" "exp1" 18 24 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1033 0 0
"1301" "exp1" 18 25 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 732 75 1
"1301" "exp1" 18 26 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1753 0 0
"1301" "exp1" 18 27 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 934 20 1
"1301" "exp1" 18 28 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 677 15 1
"1301" "exp1" 18 29 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 712 30 1
"1301" "exp1" 18 30 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1028 65 1
"1301" "exp1" 18 31 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 724 65 1
"1301" "exp1" 18 32 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 686 25 1
"1301" "exp1" 18 33 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 882 20 1
"1301" "exp1" 18 34 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 987 0 0
"1301" "exp1" 18 35 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 779 45 1
"1301" "exp1" 18 36 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 1439 0 0
"1301" "exp1" 18 37 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 2 1288 0 0
"1301" "exp1" 18 38 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 917 40 1
"1301" "exp1" 18 39 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 789 35 1
"1301" "exp1" 18 40 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 953 0 0
"1301" "exp1" 18 41 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 706 45 1
"1301" "exp1" 18 42 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 637 25 1
"1301" "exp1" 18 43 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 843 75 1
"1301" "exp1" 18 44 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 1308 0 0
"1301" "exp1" 18 45 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 920 0 0
"1301" "exp1" 18 46 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 1074 25 1
"1301" "exp1" 18 47 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 758 25 1
"1301" "exp1" 18 48 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 796 75 1
"1301" "exp1" 18 49 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 813 45 1
"1301" "exp1" 18 50 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 832 75 1
"1301" "exp1" 18 51 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 833 0 0
"1301" "exp1" 18 52 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 722 0 0
"1301" "exp1" 18 53 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 933 0 0
"1301" "exp1" 18 54 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 601 0 0
"1301" "exp1" 18 55 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 646 65 1
"1301" "exp1" 18 56 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 1151 0 0
"1301" "exp1" 18 57 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 2 784 85 1
"1301" "exp1" 18 58 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 913 0 0
"1301" "exp1" 18 59 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 833 45 1
"1301" "exp1" 18 60 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 703 15 1
"1301" "exp1" 19 1 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 724 25 1
"1301" "exp1" 19 2 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 605 30 1
"1301" "exp1" 19 3 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 630 20 1
"1301" "exp1" 19 4 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 927 40 1
"1301" "exp1" 19 5 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 2 585 0 0
"1301" "exp1" 19 6 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 668 40 1
"1301" "exp1" 19 7 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 780 0 0
"1301" "exp1" 19 8 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 600 45 1
"1301" "exp1" 19 9 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 582 0 0
"1301" "exp1" 19 10 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 724 0 0
"1301" "exp1" 19 11 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 578 35 1
"1301" "exp1" 19 12 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 956 65 1
"1301" "exp1" 19 13 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 591 65 1
"1301" "exp1" 19 14 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 538 75 1
"1301" "exp1" 19 15 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 769 25 1
"1301" "exp1" 19 16 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 851 45 1
"1301" "exp1" 19 17 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 744 25 1
"1301" "exp1" 19 18 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 724 0 0
"1301" "exp1" 19 19 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1202 15 1
"1301" "exp1" 19 20 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 1271 15 1
"1301" "exp1" 19 21 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 582 0 0
"1301" "exp1" 19 22 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 675 0 0
"1301" "exp1" 19 23 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 451 75 1
"1301" "exp1" 19 24 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 718 0 0
"1301" "exp1" 19 25 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 521 75 1
"1301" "exp1" 19 26 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 482 65 1
"1301" "exp1" 19 27 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 529 15 1
"1301" "exp1" 19 28 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 624 45 1
"1301" "exp1" 19 29 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 611 45 1
"1301" "exp1" 19 30 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 667 0 0
"1301" "exp1" 19 31 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 738 30 1
"1301" "exp1" 19 32 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 941 15 1
"1301" "exp1" 19 33 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 618 35 1
"1301" "exp1" 19 34 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 691 0 0
"1301" "exp1" 19 35 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 1017 80 1
"1301" "exp1" 19 36 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1102 0 0
"1301" "exp1" 19 37 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1019 35 1
"1301" "exp1" 19 38 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1486 45 1
"1301" "exp1" 19 39 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 544 25 1
"1301" "exp1" 19 40 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 519 20 1
"1301" "exp1" 19 41 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1388 0 0
"1301" "exp1" 19 42 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 827 0 0
"1301" "exp1" 19 43 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 613 0 0
"1301" "exp1" 19 44 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 787 0 0
"1301" "exp1" 19 45 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 1503 75 1
"1301" "exp1" 19 46 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 2 711 0 0
"1301" "exp1" 19 47 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 2 704 0 0
"1301" "exp1" 19 48 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 783 65 1
"1301" "exp1" 19 49 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 570 75 1
"1301" "exp1" 19 50 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 777 0 0
"1301" "exp1" 19 51 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 814 15 1
"1301" "exp1" 19 52 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 2295 0 0
"1301" "exp1" 19 53 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 2 767 0 0
"1301" "exp1" 19 54 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 743 45 1
"1301" "exp1" 19 55 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 912 0 0
"1301" "exp1" 19 56 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 751 25 1
"1301" "exp1" 19 57 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 1137 15 1
"1301" "exp1" 19 58 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 850 0 0
"1301" "exp1" 19 59 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 630 25 1
"1301" "exp1" 19 60 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 592 0 0
"1301" "exp1" 20 1 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 586 15 1
"1301" "exp1" 20 2 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 545 45 1
"1301" "exp1" 20 3 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 557 45 1
"1301" "exp1" 20 4 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 479 65 1
"1301" "exp1" 20 5 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 619 15 1
"1301" "exp1" 20 6 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 508 0 0
"1301" "exp1" 20 7 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 822 75 1
"1301" "exp1" 20 8 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 558 0 0
"1301" "exp1" 20 9 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 749 15 1
"1301" "exp1" 20 10 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 565 45 1
"1301" "exp1" 20 11 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 699 75 1
"1301" "exp1" 20 12 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 818 45 1
"1301" "exp1" 20 13 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 872 25 1
"1301" "exp1" 20 14 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 848 0 0
"1301" "exp1" 20 15 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 930 45 1
"1301" "exp1" 20 16 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 2 681 0 0
"1301" "exp1" 20 17 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 480 0 0
"1301" "exp1" 20 18 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 634 0 0
"1301" "exp1" 20 19 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 1618 0 0
"1301" "exp1" 20 20 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1613 35 1
"1301" "exp1" 20 21 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 664 15 1
"1301" "exp1" 20 22 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 748 0 0
"1301" "exp1" 20 23 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 874 0 0
"1301" "exp1" 20 24 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 799 65 1
"1301" "exp1" 20 25 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 617 30 1
"1301" "exp1" 20 26 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 790 65 1
"1301" "exp1" 20 27 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 601 0 0
"1301" "exp1" 20 28 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 595 0 0
"1301" "exp1" 20 29 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 538 25 1
"1301" "exp1" 20 30 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 850 35 1
"1301" "exp1" 20 31 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 710 45 1
"1301" "exp1" 20 32 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 614 20 1
"1301" "exp1" 20 33 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 601 65 1
"1301" "exp1" 20 34 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 612 45 1
"1301" "exp1" 20 35 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 1030 0 0
"1301" "exp1" 20 36 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 661 25 1
"1301" "exp1" 20 37 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 790 75 1
"1301" "exp1" 20 38 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2271 0 0
"1301" "exp1" 20 39 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 650 0 0
"1301" "exp1" 20 40 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 681 75 1
"1301" "exp1" 20 41 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 939 0 0
"1301" "exp1" 20 42 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 717 20 1
"1301" "exp1" 20 43 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 632 40 1
"1301" "exp1" 20 44 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 949 65 1
"1301" "exp1" 20 45 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 724 0 0
"1301" "exp1" 20 46 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 761 25 1
"1301" "exp1" 20 47 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 641 35 1
"1301" "exp1" 20 48 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 964 60 1
"1301" "exp1" 20 49 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 897 15 1
"1301" "exp1" 20 50 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 700 0 0
"1301" "exp1" 20 51 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 664 0 0
"1301" "exp1" 20 52 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 696 0 0
"1301" "exp1" 20 53 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 805 30 1
"1301" "exp1" 20 54 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 2252 0 0
"1301" "exp1" 20 55 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 2 1233 0 0
"1301" "exp1" 20 56 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 856 0 0
"1301" "exp1" 20 57 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 675 65 1
"1301" "exp1" 20 58 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 663 35 1
"1301" "exp1" 20 59 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 792 25 1
"1301" "exp1" 20 60 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 544 0 0
"1302" "exp1" 1 1 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 1587 0 0
"1302" "exp1" 1 2 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 1070 25 1
"1302" "exp1" 1 3 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1671 30 1
"1302" "exp1" 1 4 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 2903 65 1
"1302" "exp1" 1 5 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 3450 20 1
"1302" "exp1" 1 6 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 1650 45 1
"1302" "exp1" 1 7 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 3414 40 1
"1302" "exp1" 1 8 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 1199 75 1
"1302" "exp1" 1 9 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 3872 35 1
"1302" "exp1" 1 10 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 1062 75 1
"1302" "exp1" 1 11 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 1837 25 1
"1302" "exp1" 1 12 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 5605 0 0
"1302" "exp1" 1 13 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 2126 65 1
"1302" "exp1" 1 14 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 1251 75 1
"1302" "exp1" 1 15 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1660 45 1
"1302" "exp1" 1 16 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 1923 75 1
"1302" "exp1" 1 17 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 2929 85 1
"1302" "exp1" 1 18 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1024 45 1
"1302" "exp1" 1 19 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 2332 65 1
"1302" "exp1" 1 20 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 3797 30 1
"1302" "exp1" 1 21 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 2639 15 1
"1302" "exp1" 1 22 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 3573 0 0
"1302" "exp1" 1 23 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 2477 35 1
"1302" "exp1" 1 24 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 1360 0 0
"1302" "exp1" 1 25 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 3609 0 0
"1302" "exp1" 1 26 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1771 35 1
"1302" "exp1" 1 27 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 2006 0 0
"1302" "exp1" 1 28 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 4978 30 1
"1302" "exp1" 1 29 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 1022 0 0
"1302" "exp1" 1 30 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 2302 0 0
"1302" "exp1" 1 31 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 11783 15 1
"1302" "exp1" 1 32 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 2742 0 0
"1302" "exp1" 1 33 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 2 3417 0 0
"1302" "exp1" 1 34 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 3125 65 1
"1302" "exp1" 1 35 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1960 20 1
"1302" "exp1" 1 36 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 2506 30 1
"1302" "exp1" 1 37 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1566 0 0
"1302" "exp1" 1 38 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 4862 0 0
"1302" "exp1" 1 39 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 3863 0 0
"1302" "exp1" 1 40 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1312 45 1
"1302" "exp1" 1 41 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 1151 65 1
"1302" "exp1" 1 42 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 5953 20 1
"1302" "exp1" 1 43 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 1777 25 1
"1302" "exp1" 1 44 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 837 75 1
"1302" "exp1" 1 45 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 2115 25 1
"1302" "exp1" 1 46 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 3072 85 1
"1302" "exp1" 1 47 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 892 0 0
"1302" "exp1" 1 48 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 2513 15 1
"1302" "exp1" 1 49 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 2722 75 1
"1302" "exp1" 1 50 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 1739 25 1
"1302" "exp1" 1 51 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 5899 0 0
"1302" "exp1" 1 52 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 5464 20 1
"1302" "exp1" 1 53 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 3783 25 1
"1302" "exp1" 1 54 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 2652 0 0
"1302" "exp1" 1 55 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 3789 45 1
"1302" "exp1" 1 56 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 5171 75 1
"1302" "exp1" 1 57 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1386 0 0
"1302" "exp1" 1 58 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 6928 35 1
"1302" "exp1" 1 59 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1791 45 1
"1302" "exp1" 1 60 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2334 40 1
"1302" "exp1" 2 1 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1985 0 0
"1302" "exp1" 2 2 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 1965 75 1
"1302" "exp1" 2 3 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 3756 0 0
"1302" "exp1" 2 4 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2267 0 0
"1302" "exp1" 2 5 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 649 45 1
"1302" "exp1" 2 6 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 2219 65 1
"1302" "exp1" 2 7 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 2414 0 0
"1302" "exp1" 2 8 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 1487 0 0
"1302" "exp1" 2 9 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 1352 75 1
"1302" "exp1" 2 10 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1327 0 0
"1302" "exp1" 2 11 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1406 35 1
"1302" "exp1" 2 12 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1952 0 0
"1302" "exp1" 2 13 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 1625 0 0
"1302" "exp1" 2 14 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 1073 75 1
"1302" "exp1" 2 15 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 4978 25 1
"1302" "exp1" 2 16 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1392 30 1
"1302" "exp1" 2 17 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 5002 0 0
"1302" "exp1" 2 18 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1533 45 1
"1302" "exp1" 2 19 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 2064 45 1
"1302" "exp1" 2 20 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 1102 75 1
"1302" "exp1" 2 21 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 1345 75 1
"1302" "exp1" 2 22 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 2855 30 1
"1302" "exp1" 2 23 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 3545 45 1
"1302" "exp1" 2 24 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 4998 0 0
"1302" "exp1" 2 25 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1402 85 1
"1302" "exp1" 2 26 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1501 15 1
"1302" "exp1" 2 27 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 2499 45 1
"1302" "exp1" 2 28 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 783 25 1
"1302" "exp1" 2 29 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 792 20 1
"1302" "exp1" 2 30 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 3148 25 1
"1302" "exp1" 2 31 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 1202 75 1
"1302" "exp1" 2 32 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1283 0 0
"1302" "exp1" 2 33 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1885 25 1
"1302" "exp1" 2 34 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 887 65 1
"1302" "exp1" 2 35 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 2418 20 1
"1302" "exp1" 2 36 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 7031 35 1
"1302" "exp1" 2 37 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 1877 0 0
"1302" "exp1" 2 38 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 9262 0 0
"1302" "exp1" 2 39 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1493 35 1
"1302" "exp1" 2 40 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1806 40 1
"1302" "exp1" 2 41 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 5279 0 0
"1302" "exp1" 2 42 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 2464 15 1
"1302" "exp1" 2 43 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 1199 75 1
"1302" "exp1" 2 44 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 7033 0 0
"1302" "exp1" 2 45 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1327 0 0
"1302" "exp1" 2 46 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1263 30 1
"1302" "exp1" 2 47 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 798 25 1
"1302" "exp1" 2 48 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 1438 45 1
"1302" "exp1" 2 49 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1953 15 1
"1302" "exp1" 2 50 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 3299 65 1
"1302" "exp1" 2 51 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1273 0 0
"1302" "exp1" 2 52 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 997 65 1
"1302" "exp1" 2 53 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 3575 0 0
"1302" "exp1" 2 54 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 6821 0 0
"1302" "exp1" 2 55 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 991 65 1
"1302" "exp1" 2 56 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 2144 75 1
"1302" "exp1" 2 57 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 654 75 1
"1302" "exp1" 2 58 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 615 65 1
"1302" "exp1" 2 59 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 2 2968 0 0
"1302" "exp1" 2 60 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 2594 65 1
"1302" "exp1" 3 1 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 1354 65 1
"1302" "exp1" 3 2 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 1838 25 1
"1302" "exp1" 3 3 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1247 20 1
"1302" "exp1" 3 4 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1105 15 1
"1302" "exp1" 3 5 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 591 45 1
"1302" "exp1" 3 6 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 3408 0 0
"1302" "exp1" 3 7 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 982 45 1
"1302" "exp1" 3 8 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1620 0 0
"1302" "exp1" 3 9 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 4056 0 0
"1302" "exp1" 3 10 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 2344 35 1
"1302" "exp1" 3 11 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 711 65 1
"1302" "exp1" 3 12 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 847 35 1
"1302" "exp1" 3 13 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1387 85 1
"1302" "exp1" 3 14 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 820 65 1
"1302" "exp1" 3 15 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1405 30 1
"1302" "exp1" 3 16 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 774 75 1
"1302" "exp1" 3 17 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1049 0 0
"1302" "exp1" 3 18 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1075 0 0
"1302" "exp1" 3 19 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1886 0 0
"1302" "exp1" 3 20 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1162 30 1
"1302" "exp1" 3 21 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 2445 25 1
"1302" "exp1" 3 22 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 3153 0 0
"1302" "exp1" 3 23 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 1130 25 1
"1302" "exp1" 3 24 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 2 2141 0 0
"1302" "exp1" 3 25 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 2575 75 1
"1302" "exp1" 3 26 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 663 65 1
"1302" "exp1" 3 27 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 2459 30 1
"1302" "exp1" 3 28 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1934 65 1
"1302" "exp1" 3 29 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 1348 75 1
"1302" "exp1" 3 30 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 5669 0 0
"1302" "exp1" 3 31 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 2867 0 0
"1302" "exp1" 3 32 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 521 35 1
"1302" "exp1" 3 33 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 3305 0 0
"1302" "exp1" 3 34 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 863 75 1
"1302" "exp1" 3 35 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 2 1023 0 0
"1302" "exp1" 3 36 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 3095 0 0
"1302" "exp1" 3 37 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1702 15 1
"1302" "exp1" 3 38 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1782 40 1
"1302" "exp1" 3 39 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 1802 65 1
"1302" "exp1" 3 40 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 2111 35 1
"1302" "exp1" 3 41 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 2909 20 1
"1302" "exp1" 3 42 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 4703 0 0
"1302" "exp1" 3 43 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 5205 0 0
"1302" "exp1" 3 44 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1586 0 0
"1302" "exp1" 3 45 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1195 0 0
"1302" "exp1" 3 46 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 1162 75 1
"1302" "exp1" 3 47 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 662 65 1
"1302" "exp1" 3 48 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 2530 0 0
"1302" "exp1" 3 49 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 2551 45 1
"1302" "exp1" 3 50 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1870 25 1
"1302" "exp1" 3 51 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 2209 25 1
"1302" "exp1" 3 52 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 679 20 1
"1302" "exp1" 3 53 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 461 20 1
"1302" "exp1" 3 54 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 3596 0 0
"1302" "exp1" 3 55 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1470 45 1
"1302" "exp1" 3 56 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 1944 85 1
"1302" "exp1" 3 57 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 926 75 1
"1302" "exp1" 3 58 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 659 65 1
"1302" "exp1" 3 59 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 574 75 1
"1302" "exp1" 3 60 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 569 0 0
"1302" "exp1" 4 1 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 2403 0 0
"1302" "exp1" 4 2 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 3335 85 1
"1302" "exp1" 4 3 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 3228 15 1
"1302" "exp1" 4 4 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 1109 75 1
"1302" "exp1" 4 5 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 764 45 1
"1302" "exp1" 4 6 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1027 65 1
"1302" "exp1" 4 7 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 689 45 1
"1302" "exp1" 4 8 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 884 75 1
"1302" "exp1" 4 9 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1445 0 0
"1302" "exp1" 4 10 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 2210 35 1
"1302" "exp1" 4 11 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1160 0 0
"1302" "exp1" 4 12 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1382 0 0
"1302" "exp1" 4 13 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 2124 0 0
"1302" "exp1" 4 14 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1127 20 1
"1302" "exp1" 4 15 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 4015 0 0
"1302" "exp1" 4 16 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 2683 0 0
"1302" "exp1" 4 17 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 2358 45 1
"1302" "exp1" 4 18 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 912 0 0
"1302" "exp1" 4 19 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 2642 25 1
"1302" "exp1" 4 20 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 909 20 1
"1302" "exp1" 4 21 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1216 0 0
"1302" "exp1" 4 22 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 4849 35 1
"1302" "exp1" 4 23 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1628 20 1
"1302" "exp1" 4 24 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 752 40 1
"1302" "exp1" 4 25 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 3522 0 0
"1302" "exp1" 4 26 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 642 65 1
"1302" "exp1" 4 27 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 657 45 1
"1302" "exp1" 4 28 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1951 15 1
"1302" "exp1" 4 29 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 4964 0 0
"1302" "exp1" 4 30 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1428 25 1
"1302" "exp1" 4 31 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 588 65 1
"1302" "exp1" 4 32 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1553 0 0
"1302" "exp1" 4 33 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 2641 0 0
"1302" "exp1" 4 34 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 3113 45 1
"1302" "exp1" 4 35 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1386 30 1
"1302" "exp1" 4 36 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 1663 0 0
"1302" "exp1" 4 37 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 702 75 1
"1302" "exp1" 4 38 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 459 75 1
"1302" "exp1" 4 39 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1163 35 1
"1302" "exp1" 4 40 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 3700 25 1
"1302" "exp1" 4 41 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 592 25 1
"1302" "exp1" 4 42 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1867 30 1
"1302" "exp1" 4 43 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 1473 45 1
"1302" "exp1" 4 44 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 681 75 1
"1302" "exp1" 4 45 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 3252 65 1
"1302" "exp1" 4 46 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1622 20 1
"1302" "exp1" 4 47 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1552 25 1
"1302" "exp1" 4 48 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 2056 65 1
"1302" "exp1" 4 49 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 1345 45 1
"1302" "exp1" 4 50 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 671 0 0
"1302" "exp1" 4 51 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 448 0 0
"1302" "exp1" 4 52 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 799 45 1
"1302" "exp1" 4 53 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 631 35 1
"1302" "exp1" 4 54 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 3838 35 1
"1302" "exp1" 4 55 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1116 0 0
"1302" "exp1" 4 56 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 3481 0 0
"1302" "exp1" 4 57 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 958 15 1
"1302" "exp1" 4 58 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 848 15 1
"1302" "exp1" 4 59 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 2406 30 1
"1302" "exp1" 4 60 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 1583 85 1
"1302" "exp1" 5 1 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 2507 0 0
"1302" "exp1" 5 2 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 711 45 1
"1302" "exp1" 5 3 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 537 75 1
"1302" "exp1" 5 4 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 546 25 1
"1302" "exp1" 5 5 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 745 45 1
"1302" "exp1" 5 6 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1927 0 0
"1302" "exp1" 5 7 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1244 30 1
"1302" "exp1" 5 8 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 1490 75 1
"1302" "exp1" 5 9 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 11106 35 1
"1302" "exp1" 5 10 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1117 25 1
"1302" "exp1" 5 11 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 700 35 1
"1302" "exp1" 5 12 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1048 65 1
"1302" "exp1" 5 13 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 753 45 1
"1302" "exp1" 5 14 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1209 25 1
"1302" "exp1" 5 15 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 2120 85 1
"1302" "exp1" 5 16 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 931 20 1
"1302" "exp1" 5 17 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 602 0 0
"1302" "exp1" 5 18 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 4606 60 1
"1302" "exp1" 5 19 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 532 0 0
"1302" "exp1" 5 20 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 798 40 1
"1302" "exp1" 5 21 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1957 35 1
"1302" "exp1" 5 22 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 966 15 1
"1302" "exp1" 5 23 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 2413 0 0
"1302" "exp1" 5 24 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 1389 35 1
"1302" "exp1" 5 25 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 713 75 1
"1302" "exp1" 5 26 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 848 20 1
"1302" "exp1" 5 27 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 2149 30 1
"1302" "exp1" 5 28 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 766 45 1
"1302" "exp1" 5 29 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 707 45 1
"1302" "exp1" 5 30 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1361 0 0
"1302" "exp1" 5 31 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 2588 15 1
"1302" "exp1" 5 32 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 2299 75 1
"1302" "exp1" 5 33 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 470 75 1
"1302" "exp1" 5 34 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1893 0 0
"1302" "exp1" 5 35 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 953 0 0
"1302" "exp1" 5 36 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1155 20 1
"1302" "exp1" 5 37 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 886 0 0
"1302" "exp1" 5 38 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 655 20 1
"1302" "exp1" 5 39 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 926 25 1
"1302" "exp1" 5 40 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 581 45 1
"1302" "exp1" 5 41 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 1633 0 0
"1302" "exp1" 5 42 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 687 65 1
"1302" "exp1" 5 43 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1358 0 0
"1302" "exp1" 5 44 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 1346 0 0
"1302" "exp1" 5 45 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 758 75 1
"1302" "exp1" 5 46 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 2401 85 1
"1302" "exp1" 5 47 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1243 0 0
"1302" "exp1" 5 48 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2607 0 0
"1302" "exp1" 5 49 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 890 0 0
"1302" "exp1" 5 50 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 549 75 1
"1302" "exp1" 5 51 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 863 0 0
"1302" "exp1" 5 52 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 2811 0 0
"1302" "exp1" 5 53 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 1108 75 1
"1302" "exp1" 5 54 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 789 35 1
"1302" "exp1" 5 55 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1760 45 1
"1302" "exp1" 5 56 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 635 0 0
"1302" "exp1" 5 57 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 769 0 0
"1302" "exp1" 5 58 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1237 15 1
"1302" "exp1" 5 59 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 706 40 1
"1302" "exp1" 5 60 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 1184 25 1
"1302" "exp1" 6 1 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 578 30 1
"1302" "exp1" 6 2 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 638 15 1
"1302" "exp1" 6 3 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 626 0 0
"1302" "exp1" 6 4 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 523 25 1
"1302" "exp1" 6 5 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 549 65 1
"1302" "exp1" 6 6 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 876 35 1
"1302" "exp1" 6 7 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 756 75 1
"1302" "exp1" 6 8 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1231 25 1
"1302" "exp1" 6 9 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 564 75 1
"1302" "exp1" 6 10 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 997 0 0
"1302" "exp1" 6 11 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 890 30 1
"1302" "exp1" 6 12 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 496 65 1
"1302" "exp1" 6 13 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 993 45 1
"1302" "exp1" 6 14 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 698 0 0
"1302" "exp1" 6 15 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 2357 20 1
"1302" "exp1" 6 16 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 618 25 1
"1302" "exp1" 6 17 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 718 45 1
"1302" "exp1" 6 18 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 806 20 1
"1302" "exp1" 6 19 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 1130 45 1
"1302" "exp1" 6 20 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 2235 35 1
"1302" "exp1" 6 21 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 793 35 1
"1302" "exp1" 6 22 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 845 15 1
"1302" "exp1" 6 23 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1069 15 1
"1302" "exp1" 6 24 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 565 45 1
"1302" "exp1" 6 25 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 978 25 1
"1302" "exp1" 6 26 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1807 15 1
"1302" "exp1" 6 27 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 2137 0 0
"1302" "exp1" 6 28 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 558 0 0
"1302" "exp1" 6 29 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1339 35 1
"1302" "exp1" 6 30 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 829 75 1
"1302" "exp1" 6 31 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 626 0 0
"1302" "exp1" 6 32 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 897 45 1
"1302" "exp1" 6 33 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1216 65 1
"1302" "exp1" 6 34 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1620 85 1
"1302" "exp1" 6 35 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 689 65 1
"1302" "exp1" 6 36 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 928 25 1
"1302" "exp1" 6 37 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 1001 75 1
"1302" "exp1" 6 38 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1451 0 0
"1302" "exp1" 6 39 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 4875 35 1
"1302" "exp1" 6 40 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 1434 25 1
"1302" "exp1" 6 41 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 797 75 1
"1302" "exp1" 6 42 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 554 75 1
"1302" "exp1" 6 43 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 911 35 1
"1302" "exp1" 6 44 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2803 0 0
"1302" "exp1" 6 45 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 2219 0 0
"1302" "exp1" 6 46 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1406 40 1
"1302" "exp1" 6 47 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 911 65 1
"1302" "exp1" 6 48 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1053 30 1
"1302" "exp1" 6 49 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 941 0 0
"1302" "exp1" 6 50 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 503 45 1
"1302" "exp1" 6 51 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 2478 0 0
"1302" "exp1" 6 52 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 2039 0 0
"1302" "exp1" 6 53 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1150 0 0
"1302" "exp1" 6 54 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1670 0 0
"1302" "exp1" 6 55 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 1355 0 0
"1302" "exp1" 6 56 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 693 20 1
"1302" "exp1" 6 57 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 1332 0 0
"1302" "exp1" 6 58 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 1040 25 1
"1302" "exp1" 6 59 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 832 45 1
"1302" "exp1" 6 60 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 472 0 0
"1302" "exp1" 7 1 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 556 75 1
"1302" "exp1" 7 2 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1084 20 1
"1302" "exp1" 7 3 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 539 0 0
"1302" "exp1" 7 4 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 602 15 1
"1302" "exp1" 7 5 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 1973 25 1
"1302" "exp1" 7 6 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 430 0 0
"1302" "exp1" 7 7 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1322 0 0
"1302" "exp1" 7 8 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 734 0 0
"1302" "exp1" 7 9 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 2585 0 0
"1302" "exp1" 7 10 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 939 0 0
"1302" "exp1" 7 11 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1917 65 1
"1302" "exp1" 7 12 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 747 45 1
"1302" "exp1" 7 13 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 998 0 0
"1302" "exp1" 7 14 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 758 75 1
"1302" "exp1" 7 15 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 964 75 1
"1302" "exp1" 7 16 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 786 25 1
"1302" "exp1" 7 17 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 613 75 1
"1302" "exp1" 7 18 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 713 40 1
"1302" "exp1" 7 19 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 2152 15 1
"1302" "exp1" 7 20 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1207 0 0
"1302" "exp1" 7 21 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1000 35 1
"1302" "exp1" 7 22 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 789 40 1
"1302" "exp1" 7 23 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 686 45 1
"1302" "exp1" 7 24 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 638 25 1
"1302" "exp1" 7 25 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 925 0 0
"1302" "exp1" 7 26 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 712 65 1
"1302" "exp1" 7 27 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1074 30 1
"1302" "exp1" 7 28 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 619 0 0
"1302" "exp1" 7 29 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 706 0 0
"1302" "exp1" 7 30 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 1018 65 1
"1302" "exp1" 7 31 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 532 0 0
"1302" "exp1" 7 32 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 638 0 0
"1302" "exp1" 7 33 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 493 75 1
"1302" "exp1" 7 34 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 3401 35 1
"1302" "exp1" 7 35 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 679 0 0
"1302" "exp1" 7 36 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 1904 25 1
"1302" "exp1" 7 37 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1402 0 0
"1302" "exp1" 7 38 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 1190 0 0
"1302" "exp1" 7 39 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 679 0 0
"1302" "exp1" 7 40 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 789 65 1
"1302" "exp1" 7 41 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 742 75 1
"1302" "exp1" 7 42 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 2277 15 1
"1302" "exp1" 7 43 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 1545 85 1
"1302" "exp1" 7 44 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 713 65 1
"1302" "exp1" 7 45 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 844 45 1
"1302" "exp1" 7 46 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 1213 0 0
"1302" "exp1" 7 47 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 708 30 1
"1302" "exp1" 7 48 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 885 45 1
"1302" "exp1" 7 49 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1097 30 1
"1302" "exp1" 7 50 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 5552 65 1
"1302" "exp1" 7 51 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 485 0 0
"1302" "exp1" 7 52 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1181 65 1
"1302" "exp1" 7 53 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1188 0 0
"1302" "exp1" 7 54 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 1061 25 1
"1302" "exp1" 7 55 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 1082 75 1
"1302" "exp1" 7 56 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2195 0 0
"1302" "exp1" 7 57 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 1504 85 1
"1302" "exp1" 7 58 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1146 0 0
"1302" "exp1" 7 59 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 888 45 1
"1302" "exp1" 7 60 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 2704 0 0
"1302" "exp1" 8 1 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1964 15 1
"1302" "exp1" 8 2 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 719 0 0
"1302" "exp1" 8 3 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1169 20 1
"1302" "exp1" 8 4 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 508 40 1
"1302" "exp1" 8 5 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 577 75 1
"1302" "exp1" 8 6 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 2048 0 0
"1302" "exp1" 8 7 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 619 0 0
"1302" "exp1" 8 8 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 732 0 0
"1302" "exp1" 8 9 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1773 0 0
"1302" "exp1" 8 10 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1306 25 1
"1302" "exp1" 8 11 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 710 65 1
"1302" "exp1" 8 12 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 609 25 1
"1302" "exp1" 8 13 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 527 45 1
"1302" "exp1" 8 14 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 847 75 1
"1302" "exp1" 8 15 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 1635 25 1
"1302" "exp1" 8 16 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 680 20 1
"1302" "exp1" 8 17 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 934 35 1
"1302" "exp1" 8 18 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1795 85 1
"1302" "exp1" 8 19 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1474 25 1
"1302" "exp1" 8 20 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 708 75 1
"1302" "exp1" 8 21 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 1205 35 1
"1302" "exp1" 8 22 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1196 30 1
"1302" "exp1" 8 23 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 1045 0 0
"1302" "exp1" 8 24 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 500 45 1
"1302" "exp1" 8 25 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 1699 75 1
"1302" "exp1" 8 26 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 1876 0 0
"1302" "exp1" 8 27 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 581 0 0
"1302" "exp1" 8 28 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 783 45 1
"1302" "exp1" 8 29 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1295 30 1
"1302" "exp1" 8 30 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1287 35 1
"1302" "exp1" 8 31 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 976 25 1
"1302" "exp1" 8 32 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 597 45 1
"1302" "exp1" 8 33 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 1049 75 1
"1302" "exp1" 8 34 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1184 45 1
"1302" "exp1" 8 35 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1870 85 1
"1302" "exp1" 8 36 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1047 0 0
"1302" "exp1" 8 37 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1186 20 1
"1302" "exp1" 8 38 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 2533 0 0
"1302" "exp1" 8 39 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 6309 0 0
"1302" "exp1" 8 40 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1399 15 1
"1302" "exp1" 8 41 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 3863 65 1
"1302" "exp1" 8 42 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1116 0 0
"1302" "exp1" 8 43 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 840 0 0
"1302" "exp1" 8 44 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 936 30 1
"1302" "exp1" 8 45 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1611 0 0
"1302" "exp1" 8 46 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 831 65 1
"1302" "exp1" 8 47 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1157 30 1
"1302" "exp1" 8 48 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 879 45 1
"1302" "exp1" 8 49 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 612 35 1
"1302" "exp1" 8 50 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1478 65 1
"1302" "exp1" 8 51 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 1166 0 0
"1302" "exp1" 8 52 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 438 0 0
"1302" "exp1" 8 53 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 542 75 1
"1302" "exp1" 8 54 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 726 65 1
"1302" "exp1" 8 55 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1538 15 1
"1302" "exp1" 8 56 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 600 65 1
"1302" "exp1" 8 57 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 566 45 1
"1302" "exp1" 8 58 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1112 0 0
"1302" "exp1" 8 59 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 818 25 1
"1302" "exp1" 8 60 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 808 40 1
"1302" "exp1" 9 1 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 595 0 0
"1302" "exp1" 9 2 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 786 35 1
"1302" "exp1" 9 3 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1036 40 1
"1302" "exp1" 9 4 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 609 75 1
"1302" "exp1" 9 5 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 489 20 1
"1302" "exp1" 9 6 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1005 15 1
"1302" "exp1" 9 7 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 2108 25 1
"1302" "exp1" 9 8 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1281 0 0
"1302" "exp1" 9 9 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 695 0 0
"1302" "exp1" 9 10 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 630 35 1
"1302" "exp1" 9 11 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 474 45 1
"1302" "exp1" 9 12 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 655 65 1
"1302" "exp1" 9 13 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 1736 65 1
"1302" "exp1" 9 14 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 810 25 1
"1302" "exp1" 9 15 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 754 45 1
"1302" "exp1" 9 16 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 1673 25 1
"1302" "exp1" 9 17 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1571 0 0
"1302" "exp1" 9 18 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1251 35 1
"1302" "exp1" 9 19 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 567 40 1
"1302" "exp1" 9 20 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 596 45 1
"1302" "exp1" 9 21 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1537 0 0
"1302" "exp1" 9 22 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 465 75 1
"1302" "exp1" 9 23 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 626 0 0
"1302" "exp1" 9 24 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1006 0 0
"1302" "exp1" 9 25 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 581 65 1
"1302" "exp1" 9 26 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 857 45 1
"1302" "exp1" 9 27 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1089 15 1
"1302" "exp1" 9 28 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1046 0 0
"1302" "exp1" 9 29 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 483 0 0
"1302" "exp1" 9 30 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 600 45 1
"1302" "exp1" 9 31 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 591 20 1
"1302" "exp1" 9 32 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 780 65 1
"1302" "exp1" 9 33 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1137 30 1
"1302" "exp1" 9 34 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 2057 15 1
"1302" "exp1" 9 35 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 873 65 1
"1302" "exp1" 9 36 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 718 0 0
"1302" "exp1" 9 37 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 978 75 1
"1302" "exp1" 9 38 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 615 0 0
"1302" "exp1" 9 39 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 726 45 1
"1302" "exp1" 9 40 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 511 45 1
"1302" "exp1" 9 41 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 584 35 1
"1302" "exp1" 9 42 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 1553 0 0
"1302" "exp1" 9 43 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 633 25 1
"1302" "exp1" 9 44 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 527 0 0
"1302" "exp1" 9 45 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 484 0 0
"1302" "exp1" 9 46 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 654 40 1
"1302" "exp1" 9 47 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 560 0 0
"1302" "exp1" 9 48 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 729 75 1
"1302" "exp1" 9 49 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 626 75 1
"1302" "exp1" 9 50 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 592 45 1
"1302" "exp1" 9 51 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1116 0 0
"1302" "exp1" 9 52 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1158 0 0
"1302" "exp1" 9 53 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 695 25 1
"1302" "exp1" 9 54 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1251 0 0
"1302" "exp1" 9 55 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1802 0 0
"1302" "exp1" 9 56 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 505 30 1
"1302" "exp1" 9 57 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 1866 0 0
"1302" "exp1" 9 58 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 615 75 1
"1302" "exp1" 9 59 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 2921 25 1
"1302" "exp1" 9 60 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 567 30 1
"1302" "exp1" 10 1 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 3631 85 1
"1302" "exp1" 10 2 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 1565 75 1
"1302" "exp1" 10 3 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 478 75 1
"1302" "exp1" 10 4 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 855 0 0
"1302" "exp1" 10 5 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 652 45 1
"1302" "exp1" 10 6 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 976 0 0
"1302" "exp1" 10 7 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1226 0 0
"1302" "exp1" 10 8 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 579 0 0
"1302" "exp1" 10 9 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 2 401 0 0
"1302" "exp1" 10 10 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 584 0 0
"1302" "exp1" 10 11 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 818 25 1
"1302" "exp1" 10 12 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 798 15 1
"1302" "exp1" 10 13 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 560 0 0
"1302" "exp1" 10 14 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 478 65 1
"1302" "exp1" 10 15 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 640 30 1
"1302" "exp1" 10 16 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 1879 0 0
"1302" "exp1" 10 17 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 5589 20 1
"1302" "exp1" 10 18 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 596 0 0
"1302" "exp1" 10 19 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 773 35 1
"1302" "exp1" 10 20 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 1013 0 0
"1302" "exp1" 10 21 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 803 20 1
"1302" "exp1" 10 22 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1700 35 1
"1302" "exp1" 10 23 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 855 30 1
"1302" "exp1" 10 24 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 2500 55 1
"1302" "exp1" 10 25 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 2420 0 0
"1302" "exp1" 10 26 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 726 15 1
"1302" "exp1" 10 27 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 1206 65 1
"1302" "exp1" 10 28 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1058 25 1
"1302" "exp1" 10 29 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1940 0 0
"1302" "exp1" 10 30 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1052 20 1
"1302" "exp1" 10 31 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1151 35 1
"1302" "exp1" 10 32 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 749 65 1
"1302" "exp1" 10 33 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 526 35 1
"1302" "exp1" 10 34 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 515 75 1
"1302" "exp1" 10 35 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 707 40 1
"1302" "exp1" 10 36 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1010 65 1
"1302" "exp1" 10 37 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 529 75 1
"1302" "exp1" 10 38 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1307 65 1
"1302" "exp1" 10 39 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 1148 0 0
"1302" "exp1" 10 40 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1794 25 1
"1302" "exp1" 10 41 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 2999 35 1
"1302" "exp1" 10 42 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 813 65 1
"1302" "exp1" 10 43 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1054 30 1
"1302" "exp1" 10 44 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 670 25 1
"1302" "exp1" 10 45 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 694 0 0
"1302" "exp1" 10 46 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 750 65 1
"1302" "exp1" 10 47 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 991 65 1
"1302" "exp1" 10 48 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 737 0 0
"1302" "exp1" 10 49 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 936 15 1
"1302" "exp1" 10 50 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 821 45 1
"1302" "exp1" 10 51 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 2543 25 1
"1302" "exp1" 10 52 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 440 45 1
"1302" "exp1" 10 53 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 471 75 1
"1302" "exp1" 10 54 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 452 75 1
"1302" "exp1" 10 55 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 536 0 0
"1302" "exp1" 10 56 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 903 20 1
"1302" "exp1" 10 57 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 1970 0 0
"1302" "exp1" 10 58 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 2472 25 1
"1302" "exp1" 10 59 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 837 45 1
"1302" "exp1" 10 60 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 697 40 1
"1302" "exp1" 11 1 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1039 65 1
"1302" "exp1" 11 2 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 688 75 1
"1302" "exp1" 11 3 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 537 25 1
"1302" "exp1" 11 4 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 432 35 1
"1302" "exp1" 11 5 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 2 461 0 0
"1302" "exp1" 11 6 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 788 0 0
"1302" "exp1" 11 7 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 601 75 1
"1302" "exp1" 11 8 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 786 45 1
"1302" "exp1" 11 9 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 2294 25 1
"1302" "exp1" 11 10 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 628 75 1
"1302" "exp1" 11 11 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 411 0 0
"1302" "exp1" 11 12 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 405 35 1
"1302" "exp1" 11 13 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 623 45 1
"1302" "exp1" 11 14 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 500 75 1
"1302" "exp1" 11 15 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 2126 25 1
"1302" "exp1" 11 16 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 537 0 0
"1302" "exp1" 11 17 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 704 0 0
"1302" "exp1" 11 18 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 774 0 0
"1302" "exp1" 11 19 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 743 15 1
"1302" "exp1" 11 20 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 511 20 1
"1302" "exp1" 11 21 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1085 0 0
"1302" "exp1" 11 22 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 770 15 1
"1302" "exp1" 11 23 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 754 25 1
"1302" "exp1" 11 24 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 1522 85 1
"1302" "exp1" 11 25 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 856 0 0
"1302" "exp1" 11 26 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 4795 75 1
"1302" "exp1" 11 27 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 994 0 0
"1302" "exp1" 11 28 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 927 0 0
"1302" "exp1" 11 29 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 620 65 1
"1302" "exp1" 11 30 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1790 45 1
"1302" "exp1" 11 31 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 518 65 1
"1302" "exp1" 11 32 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 527 0 0
"1302" "exp1" 11 33 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 553 0 0
"1302" "exp1" 11 34 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 663 0 0
"1302" "exp1" 11 35 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 1010 35 1
"1302" "exp1" 11 36 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 733 20 1
"1302" "exp1" 11 37 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 630 75 1
"1302" "exp1" 11 38 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 1280 0 0
"1302" "exp1" 11 39 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 692 0 0
"1302" "exp1" 11 40 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 541 65 1
"1302" "exp1" 11 41 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 2 685 0 0
"1302" "exp1" 11 42 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1327 0 0
"1302" "exp1" 11 43 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 741 0 0
"1302" "exp1" 11 44 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 545 75 1
"1302" "exp1" 11 45 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 1689 65 1
"1302" "exp1" 11 46 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 830 30 1
"1302" "exp1" 11 47 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 1161 65 1
"1302" "exp1" 11 48 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 828 30 1
"1302" "exp1" 11 49 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2375 40 1
"1302" "exp1" 11 50 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 585 20 1
"1302" "exp1" 11 51 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1000 65 1
"1302" "exp1" 11 52 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 853 45 1
"1302" "exp1" 11 53 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1258 30 1
"1302" "exp1" 11 54 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 2068 0 0
"1302" "exp1" 11 55 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 1510 0 0
"1302" "exp1" 11 56 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1176 0 0
"1302" "exp1" 11 57 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 716 30 1
"1302" "exp1" 11 58 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 582 45 1
"1302" "exp1" 11 59 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 763 0 0
"1302" "exp1" 11 60 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 828 25 1
"1302" "exp1" 12 1 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 712 0 0
"1302" "exp1" 12 2 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 999 85 1
"1302" "exp1" 12 3 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 932 25 1
"1302" "exp1" 12 4 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 900 0 0
"1302" "exp1" 12 5 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 685 45 1
"1302" "exp1" 12 6 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 568 40 1
"1302" "exp1" 12 7 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 707 75 1
"1302" "exp1" 12 8 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 4803 15 1
"1302" "exp1" 12 9 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 571 25 1
"1302" "exp1" 12 10 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 741 25 1
"1302" "exp1" 12 11 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 2581 25 1
"1302" "exp1" 12 12 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 650 75 1
"1302" "exp1" 12 13 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1221 15 1
"1302" "exp1" 12 14 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 740 40 1
"1302" "exp1" 12 15 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1198 15 1
"1302" "exp1" 12 16 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 679 45 1
"1302" "exp1" 12 17 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 458 35 1
"1302" "exp1" 12 18 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 492 75 1
"1302" "exp1" 12 19 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 719 65 1
"1302" "exp1" 12 20 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 580 25 1
"1302" "exp1" 12 21 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 1706 65 1
"1302" "exp1" 12 22 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 1007 35 1
"1302" "exp1" 12 23 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 886 65 1
"1302" "exp1" 12 24 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 969 65 1
"1302" "exp1" 12 25 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 911 30 1
"1302" "exp1" 12 26 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 660 65 1
"1302" "exp1" 12 27 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 953 0 0
"1302" "exp1" 12 28 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 806 0 0
"1302" "exp1" 12 29 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1002 20 1
"1302" "exp1" 12 30 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1008 30 1
"1302" "exp1" 12 31 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 839 35 1
"1302" "exp1" 12 32 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 1197 75 1
"1302" "exp1" 12 33 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 1508 85 1
"1302" "exp1" 12 34 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 666 65 1
"1302" "exp1" 12 35 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 745 45 1
"1302" "exp1" 12 36 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 581 35 1
"1302" "exp1" 12 37 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 710 35 1
"1302" "exp1" 12 38 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 891 0 0
"1302" "exp1" 12 39 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 988 0 0
"1302" "exp1" 12 40 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 578 45 1
"1302" "exp1" 12 41 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2331 0 0
"1302" "exp1" 12 42 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 726 20 1
"1302" "exp1" 12 43 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 4551 75 1
"1302" "exp1" 12 44 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1573 30 1
"1302" "exp1" 12 45 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 744 35 1
"1302" "exp1" 12 46 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 829 75 1
"1302" "exp1" 12 47 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 664 75 1
"1302" "exp1" 12 48 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1049 45 1
"1302" "exp1" 12 49 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 1146 25 1
"1302" "exp1" 12 50 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1243 0 0
"1302" "exp1" 12 51 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 780 15 1
"1302" "exp1" 12 52 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 685 20 1
"1302" "exp1" 12 53 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1381 45 1
"1302" "exp1" 12 54 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 872 65 1
"1302" "exp1" 12 55 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 1784 0 0
"1302" "exp1" 12 56 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 1365 85 1
"1302" "exp1" 12 57 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 602 0 0
"1302" "exp1" 12 58 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1436 20 1
"1302" "exp1" 12 59 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 711 35 1
"1302" "exp1" 12 60 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 703 25 1
"1302" "exp1" 13 1 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 528 0 0
"1302" "exp1" 13 2 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1050 0 0
"1302" "exp1" 13 3 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 1349 35 1
"1302" "exp1" 13 4 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 641 65 1
"1302" "exp1" 13 5 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1487 0 0
"1302" "exp1" 13 6 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 1077 0 0
"1302" "exp1" 13 7 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 828 25 1
"1302" "exp1" 13 8 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 620 65 1
"1302" "exp1" 13 9 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 775 0 0
"1302" "exp1" 13 10 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 685 25 1
"1302" "exp1" 13 11 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 429 0 0
"1302" "exp1" 13 12 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 788 0 0
"1302" "exp1" 13 13 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 692 0 0
"1302" "exp1" 13 14 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 919 45 1
"1302" "exp1" 13 15 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 924 0 0
"1302" "exp1" 13 16 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1028 0 0
"1302" "exp1" 13 17 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1738 20 1
"1302" "exp1" 13 18 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 511 0 0
"1302" "exp1" 13 19 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 436 0 0
"1302" "exp1" 13 20 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 517 0 0
"1302" "exp1" 13 21 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 556 75 1
"1302" "exp1" 13 22 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1469 0 0
"1302" "exp1" 13 23 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 755 25 1
"1302" "exp1" 13 24 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 1073 25 1
"1302" "exp1" 13 25 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 2787 35 1
"1302" "exp1" 13 26 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 599 0 0
"1302" "exp1" 13 27 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1349 15 1
"1302" "exp1" 13 28 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 833 0 0
"1302" "exp1" 13 29 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 1170 0 0
"1302" "exp1" 13 30 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 391 0 0
"1302" "exp1" 13 31 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1756 15 1
"1302" "exp1" 13 32 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 517 0 0
"1302" "exp1" 13 33 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 3903 35 1
"1302" "exp1" 13 34 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 710 0 0
"1302" "exp1" 13 35 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1677 40 1
"1302" "exp1" 13 36 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 727 35 1
"1302" "exp1" 13 37 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 1961 0 0
"1302" "exp1" 13 38 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 1640 45 1
"1302" "exp1" 13 39 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 661 0 0
"1302" "exp1" 13 40 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 738 0 0
"1302" "exp1" 13 41 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 585 25 1
"1302" "exp1" 13 42 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1803 25 1
"1302" "exp1" 13 43 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 725 75 1
"1302" "exp1" 13 44 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 518 65 1
"1302" "exp1" 13 45 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 739 0 0
"1302" "exp1" 13 46 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 603 0 0
"1302" "exp1" 13 47 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 718 30 1
"1302" "exp1" 13 48 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 657 65 1
"1302" "exp1" 13 49 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 673 25 1
"1302" "exp1" 13 50 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1018 45 1
"1302" "exp1" 13 51 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 550 0 0
"1302" "exp1" 13 52 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 542 0 0
"1302" "exp1" 13 53 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 800 0 0
"1302" "exp1" 13 54 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 633 75 1
"1302" "exp1" 13 55 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 504 0 0
"1302" "exp1" 13 56 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 546 0 0
"1302" "exp1" 13 57 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 567 25 1
"1302" "exp1" 13 58 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 540 0 0
"1302" "exp1" 13 59 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 910 0 0
"1302" "exp1" 13 60 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 557 0 0
"1302" "exp1" 14 1 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1050 25 1
"1302" "exp1" 14 2 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 517 45 1
"1302" "exp1" 14 3 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1158 35 1
"1302" "exp1" 14 4 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 576 30 1
"1302" "exp1" 14 5 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 457 0 0
"1302" "exp1" 14 6 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 470 65 1
"1302" "exp1" 14 7 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 456 0 0
"1302" "exp1" 14 8 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 528 75 1
"1302" "exp1" 14 9 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 463 65 1
"1302" "exp1" 14 10 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1620 20 1
"1302" "exp1" 14 11 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 818 35 1
"1302" "exp1" 14 12 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 963 15 1
"1302" "exp1" 14 13 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1517 45 1
"1302" "exp1" 14 14 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 631 75 1
"1302" "exp1" 14 15 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 1116 0 0
"1302" "exp1" 14 16 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 944 35 1
"1302" "exp1" 14 17 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1014 20 1
"1302" "exp1" 14 18 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 930 65 1
"1302" "exp1" 14 19 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 499 75 1
"1302" "exp1" 14 20 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 739 15 1
"1302" "exp1" 14 21 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 3774 25 1
"1302" "exp1" 14 22 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 467 0 0
"1302" "exp1" 14 23 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 652 45 1
"1302" "exp1" 14 24 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1095 25 1
"1302" "exp1" 14 25 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 993 45 1
"1302" "exp1" 14 26 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 588 40 1
"1302" "exp1" 14 27 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 1349 35 1
"1302" "exp1" 14 28 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 435 0 0
"1302" "exp1" 14 29 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 950 30 1
"1302" "exp1" 14 30 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 908 25 1
"1302" "exp1" 14 31 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 1508 25 1
"1302" "exp1" 14 32 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 3846 0 0
"1302" "exp1" 14 33 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1154 45 1
"1302" "exp1" 14 34 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 1158 35 1
"1302" "exp1" 14 35 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 610 45 1
"1302" "exp1" 14 36 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 977 20 1
"1302" "exp1" 14 37 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 524 40 1
"1302" "exp1" 14 38 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 629 25 1
"1302" "exp1" 14 39 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 441 65 1
"1302" "exp1" 14 40 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 427 75 1
"1302" "exp1" 14 41 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 499 0 0
"1302" "exp1" 14 42 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 652 65 1
"1302" "exp1" 14 43 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 519 25 1
"1302" "exp1" 14 44 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 363 75 1
"1302" "exp1" 14 45 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 653 15 1
"1302" "exp1" 14 46 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 553 75 1
"1302" "exp1" 14 47 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 403 65 1
"1302" "exp1" 14 48 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 556 0 0
"1302" "exp1" 14 49 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 507 35 1
"1302" "exp1" 14 50 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 559 40 1
"1302" "exp1" 14 51 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 873 15 1
"1302" "exp1" 14 52 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1274 15 1
"1302" "exp1" 14 53 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1623 0 0
"1302" "exp1" 14 54 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 935 0 0
"1302" "exp1" 14 55 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 526 65 1
"1302" "exp1" 14 56 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1119 0 0
"1302" "exp1" 14 57 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1268 20 1
"1302" "exp1" 14 58 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 659 0 0
"1302" "exp1" 14 59 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 684 85 1
"1302" "exp1" 14 60 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 554 45 1
"1302" "exp1" 15 1 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 1057 65 1
"1302" "exp1" 15 2 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 1238 25 1
"1302" "exp1" 15 3 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 1212 25 1
"1302" "exp1" 15 4 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 2080 15 1
"1302" "exp1" 15 5 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 920 20 1
"1302" "exp1" 15 6 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 471 25 1
"1302" "exp1" 15 7 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 629 65 1
"1302" "exp1" 15 8 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 605 35 1
"1302" "exp1" 15 9 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 489 45 1
"1302" "exp1" 15 10 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 510 65 1
"1302" "exp1" 15 11 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 567 85 1
"1302" "exp1" 15 12 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 2379 0 0
"1302" "exp1" 15 13 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 588 75 1
"1302" "exp1" 15 14 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 598 75 1
"1302" "exp1" 15 15 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 831 0 0
"1302" "exp1" 15 16 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 505 0 0
"1302" "exp1" 15 17 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 890 0 0
"1302" "exp1" 15 18 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 475 30 1
"1302" "exp1" 15 19 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 762 30 1
"1302" "exp1" 15 20 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 601 15 1
"1302" "exp1" 15 21 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 884 45 1
"1302" "exp1" 15 22 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 421 0 0
"1302" "exp1" 15 23 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 465 75 1
"1302" "exp1" 15 24 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 465 30 1
"1302" "exp1" 15 25 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 521 0 0
"1302" "exp1" 15 26 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 531 45 1
"1302" "exp1" 15 27 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1717 0 0
"1302" "exp1" 15 28 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 588 65 1
"1302" "exp1" 15 29 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 582 45 1
"1302" "exp1" 15 30 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 491 65 1
"1302" "exp1" 15 31 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 467 25 1
"1302" "exp1" 15 32 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 940 75 1
"1302" "exp1" 15 33 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1501 35 1
"1302" "exp1" 15 34 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 1524 25 1
"1302" "exp1" 15 35 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 524 75 1
"1302" "exp1" 15 36 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 2956 0 0
"1302" "exp1" 15 37 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1840 35 1
"1302" "exp1" 15 38 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 922 65 1
"1302" "exp1" 15 39 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 924 85 1
"1302" "exp1" 15 40 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 2128 15 1
"1302" "exp1" 15 41 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 2024 35 1
"1302" "exp1" 15 42 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 2276 65 1
"1302" "exp1" 15 43 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1018 35 1
"1302" "exp1" 15 44 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1355 0 0
"1302" "exp1" 15 45 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 735 0 0
"1302" "exp1" 15 46 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 540 30 1
"1302" "exp1" 15 47 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 771 0 0
"1302" "exp1" 15 48 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 490 20 1
"1302" "exp1" 15 49 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 716 40 1
"1302" "exp1" 15 50 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 586 45 1
"1302" "exp1" 15 51 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 815 0 0
"1302" "exp1" 15 52 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 448 0 0
"1302" "exp1" 15 53 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 453 75 1
"1302" "exp1" 15 54 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 631 40 1
"1302" "exp1" 15 55 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 747 25 1
"1302" "exp1" 15 56 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 672 0 0
"1302" "exp1" 15 57 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 798 0 0
"1302" "exp1" 15 58 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 489 25 1
"1302" "exp1" 15 59 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 1507 75 1
"1302" "exp1" 15 60 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1006 40 1
"1302" "exp1" 16 1 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 702 65 1
"1302" "exp1" 16 2 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 451 0 0
"1302" "exp1" 16 3 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 370 75 1
"1302" "exp1" 16 4 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 792 0 0
"1302" "exp1" 16 5 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 1358 0 0
"1302" "exp1" 16 6 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 526 45 1
"1302" "exp1" 16 7 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 501 75 1
"1302" "exp1" 16 8 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 449 75 1
"1302" "exp1" 16 9 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 440 45 1
"1302" "exp1" 16 10 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 442 45 1
"1302" "exp1" 16 11 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 958 0 0
"1302" "exp1" 16 12 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 493 75 1
"1302" "exp1" 16 13 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 605 65 1
"1302" "exp1" 16 14 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 690 35 1
"1302" "exp1" 16 15 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 413 0 0
"1302" "exp1" 16 16 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1045 20 1
"1302" "exp1" 16 17 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 685 0 0
"1302" "exp1" 16 18 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 514 0 0
"1302" "exp1" 16 19 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 441 75 1
"1302" "exp1" 16 20 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 890 15 1
"1302" "exp1" 16 21 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 442 30 1
"1302" "exp1" 16 22 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 889 35 1
"1302" "exp1" 16 23 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 587 0 0
"1302" "exp1" 16 24 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 566 0 0
"1302" "exp1" 16 25 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 524 0 0
"1302" "exp1" 16 26 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 603 35 1
"1302" "exp1" 16 27 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 403 0 0
"1302" "exp1" 16 28 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1262 0 0
"1302" "exp1" 16 29 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 507 25 1
"1302" "exp1" 16 30 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 760 30 1
"1302" "exp1" 16 31 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 1851 65 1
"1302" "exp1" 16 32 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 2 571 0 0
"1302" "exp1" 16 33 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 465 40 1
"1302" "exp1" 16 34 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 486 65 1
"1302" "exp1" 16 35 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 554 0 0
"1302" "exp1" 16 36 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 755 20 1
"1302" "exp1" 16 37 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 673 65 1
"1302" "exp1" 16 38 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 782 45 1
"1302" "exp1" 16 39 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 885 0 0
"1302" "exp1" 16 40 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 962 0 0
"1302" "exp1" 16 41 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 801 85 1
"1302" "exp1" 16 42 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 615 65 1
"1302" "exp1" 16 43 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 622 0 0
"1302" "exp1" 16 44 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 500 0 0
"1302" "exp1" 16 45 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 609 0 0
"1302" "exp1" 16 46 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 748 15 1
"1302" "exp1" 16 47 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 418 65 1
"1302" "exp1" 16 48 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 695 45 1
"1302" "exp1" 16 49 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1107 85 1
"1302" "exp1" 16 50 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 923 30 1
"1302" "exp1" 16 51 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 721 0 0
"1302" "exp1" 16 52 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 3848 0 0
"1302" "exp1" 16 53 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1287 0 0
"1302" "exp1" 16 54 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 3699 0 0
"1302" "exp1" 16 55 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 880 65 1
"1302" "exp1" 16 56 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1156 45 1
"1302" "exp1" 16 57 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 1447 25 1
"1302" "exp1" 16 58 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1650 0 0
"1302" "exp1" 16 59 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 2193 0 0
"1302" "exp1" 16 60 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1188 0 0
"1302" "exp1" 17 1 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 477 20 1
"1302" "exp1" 17 2 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 657 35 1
"1302" "exp1" 17 3 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 684 0 0
"1302" "exp1" 17 4 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 455 30 1
"1302" "exp1" 17 5 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 500 85 1
"1302" "exp1" 17 6 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1098 0 0
"1302" "exp1" 17 7 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 599 20 1
"1302" "exp1" 17 8 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 457 25 1
"1302" "exp1" 17 9 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1668 20 1
"1302" "exp1" 17 10 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 568 25 1
"1302" "exp1" 17 11 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 515 65 1
"1302" "exp1" 17 12 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 411 35 1
"1302" "exp1" 17 13 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 2406 25 1
"1302" "exp1" 17 14 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 656 0 0
"1302" "exp1" 17 15 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 505 35 1
"1302" "exp1" 17 16 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 2 377 0 0
"1302" "exp1" 17 17 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 545 75 1
"1302" "exp1" 17 18 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 931 0 0
"1302" "exp1" 17 19 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 468 75 1
"1302" "exp1" 17 20 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 480 30 1
"1302" "exp1" 17 21 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 451 0 0
"1302" "exp1" 17 22 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 608 65 1
"1302" "exp1" 17 23 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 794 45 1
"1302" "exp1" 17 24 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 542 65 1
"1302" "exp1" 17 25 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 962 0 0
"1302" "exp1" 17 26 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 447 75 1
"1302" "exp1" 17 27 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 1812 0 0
"1302" "exp1" 17 28 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1011 15 1
"1302" "exp1" 17 29 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 505 25 1
"1302" "exp1" 17 30 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 3367 0 0
"1302" "exp1" 17 31 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 908 0 0
"1302" "exp1" 17 32 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 625 25 1
"1302" "exp1" 17 33 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 701 0 0
"1302" "exp1" 17 34 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 664 0 0
"1302" "exp1" 17 35 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1278 20 1
"1302" "exp1" 17 36 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 2 1253 0 0
"1302" "exp1" 17 37 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 671 45 1
"1302" "exp1" 17 38 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 498 0 0
"1302" "exp1" 17 39 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 1769 25 1
"1302" "exp1" 17 40 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 625 30 1
"1302" "exp1" 17 41 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 503 0 0
"1302" "exp1" 17 42 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1035 15 1
"1302" "exp1" 17 43 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 506 0 0
"1302" "exp1" 17 44 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 393 0 0
"1302" "exp1" 17 45 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 814 45 1
"1302" "exp1" 17 46 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 1018 75 1
"1302" "exp1" 17 47 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 841 0 0
"1302" "exp1" 17 48 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 626 65 1
"1302" "exp1" 17 49 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 702 45 1
"1302" "exp1" 17 50 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 612 65 1
"1302" "exp1" 17 51 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 605 40 1
"1302" "exp1" 17 52 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1043 15 1
"1302" "exp1" 17 53 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 1549 75 1
"1302" "exp1" 17 54 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 764 75 1
"1302" "exp1" 17 55 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 693 75 1
"1302" "exp1" 17 56 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1147 0 0
"1302" "exp1" 17 57 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 641 85 1
"1302" "exp1" 17 58 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 629 0 0
"1302" "exp1" 17 59 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 814 0 0
"1302" "exp1" 17 60 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 459 0 0
"1302" "exp1" 18 1 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 824 0 0
"1302" "exp1" 18 2 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 447 0 0
"1302" "exp1" 18 3 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1062 15 1
"1302" "exp1" 18 4 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1317 0 0
"1302" "exp1" 18 5 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 532 0 0
"1302" "exp1" 18 6 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 545 0 0
"1302" "exp1" 18 7 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 694 35 1
"1302" "exp1" 18 8 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 448 65 1
"1302" "exp1" 18 9 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 580 30 1
"1302" "exp1" 18 10 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 493 75 1
"1302" "exp1" 18 11 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 921 0 0
"1302" "exp1" 18 12 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1004 35 1
"1302" "exp1" 18 13 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 603 0 0
"1302" "exp1" 18 14 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 521 45 1
"1302" "exp1" 18 15 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 443 45 1
"1302" "exp1" 18 16 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 762 30 1
"1302" "exp1" 18 17 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 2 467 75 1
"1302" "exp1" 18 18 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 3930 0 0
"1302" "exp1" 18 19 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 2 481 75 1
"1302" "exp1" 18 20 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 1112 0 0
"1302" "exp1" 18 21 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1003 0 0
"1302" "exp1" 18 22 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 597 65 1
"1302" "exp1" 18 23 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 509 45 1
"1302" "exp1" 18 24 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 1145 85 1
"1302" "exp1" 18 25 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 841 40 1
"1302" "exp1" 18 26 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 394 0 0
"1302" "exp1" 18 27 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1645 0 0
"1302" "exp1" 18 28 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 721 20 1
"1302" "exp1" 18 29 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 922 35 1
"1302" "exp1" 18 30 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 489 20 1
"1302" "exp1" 18 31 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 808 25 1
"1302" "exp1" 18 32 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 943 25 1
"1302" "exp1" 18 33 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1439 15 1
"1302" "exp1" 18 34 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 572 45 1
"1302" "exp1" 18 35 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 712 30 1
"1302" "exp1" 18 36 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 518 35 1
"1302" "exp1" 18 37 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 777 0 0
"1302" "exp1" 18 38 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 492 75 1
"1302" "exp1" 18 39 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 467 75 1
"1302" "exp1" 18 40 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 1683 25 1
"1302" "exp1" 18 41 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 1194 0 0
"1302" "exp1" 18 42 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1340 0 0
"1302" "exp1" 18 43 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 889 35 1
"1302" "exp1" 18 44 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 702 45 1
"1302" "exp1" 18 45 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1045 0 0
"1302" "exp1" 18 46 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 677 35 1
"1302" "exp1" 18 47 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 685 25 1
"1302" "exp1" 18 48 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 604 75 1
"1302" "exp1" 18 49 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 581 45 1
"1302" "exp1" 18 50 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 731 65 1
"1302" "exp1" 18 51 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 777 20 1
"1302" "exp1" 18 52 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 542 25 1
"1302" "exp1" 18 53 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 563 40 1
"1302" "exp1" 18 54 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 537 75 1
"1302" "exp1" 18 55 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 545 65 1
"1302" "exp1" 18 56 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 491 75 1
"1302" "exp1" 18 57 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 2 1413 55 1
"1302" "exp1" 18 58 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 560 65 1
"1302" "exp1" 18 59 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 641 65 1
"1302" "exp1" 18 60 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 531 25 1
"1302" "exp1" 19 1 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 819 30 1
"1302" "exp1" 19 2 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 480 0 0
"1302" "exp1" 19 3 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 572 75 1
"1302" "exp1" 19 4 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 439 0 0
"1302" "exp1" 19 5 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 2 515 0 0
"1302" "exp1" 19 6 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 416 65 1
"1302" "exp1" 19 7 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 551 0 0
"1302" "exp1" 19 8 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 681 35 1
"1302" "exp1" 19 9 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 643 40 1
"1302" "exp1" 19 10 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 745 45 1
"1302" "exp1" 19 11 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 674 45 1
"1302" "exp1" 19 12 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 459 20 1
"1302" "exp1" 19 13 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 690 0 0
"1302" "exp1" 19 14 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 544 25 1
"1302" "exp1" 19 15 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 465 25 1
"1302" "exp1" 19 16 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 537 75 1
"1302" "exp1" 19 17 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 916 65 1
"1302" "exp1" 19 18 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 641 25 1
"1302" "exp1" 19 19 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 533 45 1
"1302" "exp1" 19 20 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 468 65 1
"1302" "exp1" 19 21 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1330 15 1
"1302" "exp1" 19 22 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 841 30 1
"1302" "exp1" 19 23 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1034 0 0
"1302" "exp1" 19 24 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 717 45 1
"1302" "exp1" 19 25 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 563 25 1
"1302" "exp1" 19 26 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 421 30 1
"1302" "exp1" 19 27 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 443 35 1
"1302" "exp1" 19 28 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1025 15 1
"1302" "exp1" 19 29 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 484 20 1
"1302" "exp1" 19 30 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 527 0 0
"1302" "exp1" 19 31 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 473 65 1
"1302" "exp1" 19 32 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 644 25 1
"1302" "exp1" 19 33 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 895 20 1
"1302" "exp1" 19 34 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 1041 0 0
"1302" "exp1" 19 35 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 463 65 1
"1302" "exp1" 19 36 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1145 15 1
"1302" "exp1" 19 37 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 542 35 1
"1302" "exp1" 19 38 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 464 65 1
"1302" "exp1" 19 39 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 630 0 0
"1302" "exp1" 19 40 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 1275 0 0
"1302" "exp1" 19 41 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 633 45 1
"1302" "exp1" 19 42 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 491 65 1
"1302" "exp1" 19 43 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 751 15 1
"1302" "exp1" 19 44 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 727 0 0
"1302" "exp1" 19 45 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 470 85 1
"1302" "exp1" 19 46 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 671 45 1
"1302" "exp1" 19 47 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 1013 0 0
"1302" "exp1" 19 48 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 352 75 1
"1302" "exp1" 19 49 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 684 0 0
"1302" "exp1" 19 50 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 511 0 0
"1302" "exp1" 19 51 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 446 35 1
"1302" "exp1" 19 52 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 835 0 0
"1302" "exp1" 19 53 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 584 40 1
"1302" "exp1" 19 54 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 687 0 0
"1302" "exp1" 19 55 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 650 75 1
"1302" "exp1" 19 56 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 872 0 0
"1302" "exp1" 19 57 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 496 0 0
"1302" "exp1" 19 58 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 497 0 0
"1302" "exp1" 19 59 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1152 40 1
"1302" "exp1" 19 60 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 572 75 1
"1302" "exp1" 20 1 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 547 25 1
"1302" "exp1" 20 2 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 829 75 1
"1302" "exp1" 20 3 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 446 0 0
"1302" "exp1" 20 4 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 496 20 1
"1302" "exp1" 20 5 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 382 0 0
"1302" "exp1" 20 6 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1069 0 0
"1302" "exp1" 20 7 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 469 0 0
"1302" "exp1" 20 8 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 572 75 1
"1302" "exp1" 20 9 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 569 20 1
"1302" "exp1" 20 10 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 756 65 1
"1302" "exp1" 20 11 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 587 35 1
"1302" "exp1" 20 12 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 557 35 1
"1302" "exp1" 20 13 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 438 25 1
"1302" "exp1" 20 14 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 1099 0 0
"1302" "exp1" 20 15 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 714 75 1
"1302" "exp1" 20 16 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 460 65 1
"1302" "exp1" 20 17 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 614 75 1
"1302" "exp1" 20 18 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 761 30 1
"1302" "exp1" 20 19 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1082 65 1
"1302" "exp1" 20 20 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 658 45 1
"1302" "exp1" 20 21 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 1073 25 1
"1302" "exp1" 20 22 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 474 0 0
"1302" "exp1" 20 23 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 745 0 0
"1302" "exp1" 20 24 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 552 0 0
"1302" "exp1" 20 25 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1115 45 1
"1302" "exp1" 20 26 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1571 40 1
"1302" "exp1" 20 27 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 989 0 0
"1302" "exp1" 20 28 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 472 35 1
"1302" "exp1" 20 29 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 741 65 1
"1302" "exp1" 20 30 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 568 45 1
"1302" "exp1" 20 31 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 704 0 0
"1302" "exp1" 20 32 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 447 75 1
"1302" "exp1" 20 33 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 563 0 0
"1302" "exp1" 20 34 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 783 45 1
"1302" "exp1" 20 35 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 620 0 0
"1302" "exp1" 20 36 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 1012 0 0
"1302" "exp1" 20 37 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 607 0 0
"1302" "exp1" 20 38 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 457 40 1
"1302" "exp1" 20 39 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 478 45 1
"1302" "exp1" 20 40 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 475 75 1
"1302" "exp1" 20 41 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 546 35 1
"1302" "exp1" 20 42 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1091 30 1
"1302" "exp1" 20 43 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 636 45 1
"1302" "exp1" 20 44 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 2 746 0 0
"1302" "exp1" 20 45 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 787 0 0
"1302" "exp1" 20 46 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 595 45 1
"1302" "exp1" 20 47 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 758 85 1
"1302" "exp1" 20 48 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 698 65 1
"1302" "exp1" 20 49 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 4693 65 1
"1302" "exp1" 20 50 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 765 25 1
"1302" "exp1" 20 51 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1206 0 0
"1302" "exp1" 20 52 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 2 488 75 1
"1302" "exp1" 20 53 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 996 15 1
"1302" "exp1" 20 54 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 841 15 1
"1302" "exp1" 20 55 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 539 35 1
"1302" "exp1" 20 56 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1962 15 1
"1302" "exp1" 20 57 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 1201 0 0
"1302" "exp1" 20 58 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 890 75 1
"1302" "exp1" 20 59 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 2 580 0 0
"1302" "exp1" 20 60 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 580 45 1
"1303" "exp1" 1 1 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1486 0 0
"1303" "exp1" 1 2 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 2341 45 1
"1303" "exp1" 1 3 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 3450 25 1
"1303" "exp1" 1 4 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 2300 0 0
"1303" "exp1" 1 5 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 865 0 0
"1303" "exp1" 1 6 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 3892 0 0
"1303" "exp1" 1 7 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1672 40 1
"1303" "exp1" 1 8 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 2613 25 1
"1303" "exp1" 1 9 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1907 30 1
"1303" "exp1" 1 10 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 896 45 1
"1303" "exp1" 1 11 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 2749 35 1
"1303" "exp1" 1 12 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1483 0 0
"1303" "exp1" 1 13 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 4242 25 1
"1303" "exp1" 1 14 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 1606 45 1
"1303" "exp1" 1 15 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1740 20 1
"1303" "exp1" 1 16 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 3485 75 1
"1303" "exp1" 1 17 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1864 40 1
"1303" "exp1" 1 18 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 1073 45 1
"1303" "exp1" 1 19 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 1187 25 1
"1303" "exp1" 1 20 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1353 15 1
"1303" "exp1" 1 21 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1951 0 0
"1303" "exp1" 1 22 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 949 20 1
"1303" "exp1" 1 23 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 838 0 0
"1303" "exp1" 1 24 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 1601 0 0
"1303" "exp1" 1 25 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 2501 45 1
"1303" "exp1" 1 26 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 1564 75 1
"1303" "exp1" 1 27 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 2187 0 0
"1303" "exp1" 1 28 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 2265 0 0
"1303" "exp1" 1 29 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1908 40 1
"1303" "exp1" 1 30 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 2686 25 1
"1303" "exp1" 1 31 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1609 35 1
"1303" "exp1" 1 32 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 2179 65 1
"1303" "exp1" 1 33 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1689 15 1
"1303" "exp1" 1 34 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 1832 75 1
"1303" "exp1" 1 35 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 1487 75 1
"1303" "exp1" 1 36 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 2795 15 1
"1303" "exp1" 1 37 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 3328 0 0
"1303" "exp1" 1 38 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 2504 65 1
"1303" "exp1" 1 39 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 3062 30 1
"1303" "exp1" 1 40 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 1031 75 1
"1303" "exp1" 1 41 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 972 45 1
"1303" "exp1" 1 42 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1995 40 1
"1303" "exp1" 1 43 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 4422 0 0
"1303" "exp1" 1 44 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 2230 15 1
"1303" "exp1" 1 45 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 2668 25 1
"1303" "exp1" 1 46 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 4361 0 0
"1303" "exp1" 1 47 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1356 35 1
"1303" "exp1" 1 48 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 2472 65 1
"1303" "exp1" 1 49 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 1432 75 1
"1303" "exp1" 1 50 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 2474 45 1
"1303" "exp1" 1 51 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 1866 0 0
"1303" "exp1" 1 52 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 3214 15 1
"1303" "exp1" 1 53 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1713 25 1
"1303" "exp1" 1 54 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 680 75 1
"1303" "exp1" 1 55 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 1973 0 0
"1303" "exp1" 1 56 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 2907 0 0
"1303" "exp1" 1 57 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 2038 0 0
"1303" "exp1" 1 58 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1847 45 1
"1303" "exp1" 1 59 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 2040 0 0
"1303" "exp1" 1 60 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 1200 65 1
"1303" "exp1" 2 1 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 995 65 1
"1303" "exp1" 2 2 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1247 65 1
"1303" "exp1" 2 3 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2644 0 0
"1303" "exp1" 2 4 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1460 45 1
"1303" "exp1" 2 5 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1296 65 1
"1303" "exp1" 2 6 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 2248 25 1
"1303" "exp1" 2 7 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1349 45 1
"1303" "exp1" 2 8 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 1024 45 1
"1303" "exp1" 2 9 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 2650 15 1
"1303" "exp1" 2 10 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 5655 35 1
"1303" "exp1" 2 11 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 5119 0 0
"1303" "exp1" 2 12 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1555 15 1
"1303" "exp1" 2 13 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 2041 65 1
"1303" "exp1" 2 14 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 3810 0 0
"1303" "exp1" 2 15 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 1290 25 1
"1303" "exp1" 2 16 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1314 0 0
"1303" "exp1" 2 17 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 2157 85 1
"1303" "exp1" 2 18 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 4443 25 1
"1303" "exp1" 2 19 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 1098 25 1
"1303" "exp1" 2 20 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 2471 75 1
"1303" "exp1" 2 21 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 2084 0 0
"1303" "exp1" 2 22 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1717 35 1
"1303" "exp1" 2 23 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 2042 25 1
"1303" "exp1" 2 24 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 2974 30 1
"1303" "exp1" 2 25 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 1730 85 1
"1303" "exp1" 2 26 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 1520 75 1
"1303" "exp1" 2 27 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1536 20 1
"1303" "exp1" 2 28 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 1305 25 1
"1303" "exp1" 2 29 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 1130 75 1
"1303" "exp1" 2 30 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 891 0 0
"1303" "exp1" 2 31 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 2419 0 0
"1303" "exp1" 2 32 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1954 0 0
"1303" "exp1" 2 33 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1513 0 0
"1303" "exp1" 2 34 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 2 5828 85 1
"1303" "exp1" 2 35 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1466 0 0
"1303" "exp1" 2 36 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 1718 0 0
"1303" "exp1" 2 37 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 823 45 1
"1303" "exp1" 2 38 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 1396 0 0
"1303" "exp1" 2 39 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 2661 0 0
"1303" "exp1" 2 40 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 2223 45 1
"1303" "exp1" 2 41 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 2167 0 0
"1303" "exp1" 2 42 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2020 40 1
"1303" "exp1" 2 43 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 2018 85 1
"1303" "exp1" 2 44 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 1655 75 1
"1303" "exp1" 2 45 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1391 35 1
"1303" "exp1" 2 46 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 1523 0 0
"1303" "exp1" 2 47 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 892 75 1
"1303" "exp1" 2 48 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 2712 25 1
"1303" "exp1" 2 49 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 928 75 1
"1303" "exp1" 2 50 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 2235 0 0
"1303" "exp1" 2 51 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 2284 20 1
"1303" "exp1" 2 52 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 756 0 0
"1303" "exp1" 2 53 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1068 0 0
"1303" "exp1" 2 54 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 2111 0 0
"1303" "exp1" 2 55 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 4021 60 1
"1303" "exp1" 2 56 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 2864 15 1
"1303" "exp1" 2 57 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 4177 75 1
"1303" "exp1" 2 58 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1794 85 1
"1303" "exp1" 2 59 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1818 65 1
"1303" "exp1" 2 60 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 2126 45 1
"1303" "exp1" 3 1 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 2312 0 0
"1303" "exp1" 3 2 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 2762 0 0
"1303" "exp1" 3 3 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 3045 35 1
"1303" "exp1" 3 4 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1373 0 0
"1303" "exp1" 3 5 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1037 0 0
"1303" "exp1" 3 6 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1214 0 0
"1303" "exp1" 3 7 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 2056 15 1
"1303" "exp1" 3 8 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 745 0 0
"1303" "exp1" 3 9 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1866 15 1
"1303" "exp1" 3 10 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 846 25 1
"1303" "exp1" 3 11 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1122 20 1
"1303" "exp1" 3 12 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 3714 65 1
"1303" "exp1" 3 13 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1132 65 1
"1303" "exp1" 3 14 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 857 75 1
"1303" "exp1" 3 15 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 3534 40 1
"1303" "exp1" 3 16 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 725 75 1
"1303" "exp1" 3 17 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 1628 0 0
"1303" "exp1" 3 18 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1830 0 0
"1303" "exp1" 3 19 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1202 40 1
"1303" "exp1" 3 20 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 849 45 1
"1303" "exp1" 3 21 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 555 45 1
"1303" "exp1" 3 22 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 960 20 1
"1303" "exp1" 3 23 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 1093 25 1
"1303" "exp1" 3 24 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1803 65 1
"1303" "exp1" 3 25 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 3514 0 0
"1303" "exp1" 3 26 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 2467 30 1
"1303" "exp1" 3 27 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 4431 0 0
"1303" "exp1" 3 28 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 2181 35 1
"1303" "exp1" 3 29 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1314 15 1
"1303" "exp1" 3 30 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1774 30 1
"1303" "exp1" 3 31 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 4323 0 0
"1303" "exp1" 3 32 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 714 0 0
"1303" "exp1" 3 33 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 1763 0 0
"1303" "exp1" 3 34 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1664 0 0
"1303" "exp1" 3 35 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 1749 75 1
"1303" "exp1" 3 36 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 4513 45 1
"1303" "exp1" 3 37 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1122 15 1
"1303" "exp1" 3 38 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 982 20 1
"1303" "exp1" 3 39 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1751 35 1
"1303" "exp1" 3 40 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 910 20 1
"1303" "exp1" 3 41 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 885 35 1
"1303" "exp1" 3 42 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 976 45 1
"1303" "exp1" 3 43 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 1831 0 0
"1303" "exp1" 3 44 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1334 0 0
"1303" "exp1" 3 45 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 996 65 1
"1303" "exp1" 3 46 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 1375 45 1
"1303" "exp1" 3 47 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 2333 65 1
"1303" "exp1" 3 48 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1786 40 1
"1303" "exp1" 3 49 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 2463 30 1
"1303" "exp1" 3 50 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 2555 25 1
"1303" "exp1" 3 51 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 3689 0 0
"1303" "exp1" 3 52 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 1285 0 0
"1303" "exp1" 3 53 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 1350 65 1
"1303" "exp1" 3 54 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 865 45 1
"1303" "exp1" 3 55 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 835 75 1
"1303" "exp1" 3 56 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1721 30 1
"1303" "exp1" 3 57 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 874 0 0
"1303" "exp1" 3 58 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 1064 75 1
"1303" "exp1" 3 59 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1020 65 1
"1303" "exp1" 3 60 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1709 0 0
"1303" "exp1" 4 1 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 1020 65 1
"1303" "exp1" 4 2 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 2328 25 1
"1303" "exp1" 4 3 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1169 45 1
"1303" "exp1" 4 4 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1589 35 1
"1303" "exp1" 4 5 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 4240 0 0
"1303" "exp1" 4 6 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 973 0 0
"1303" "exp1" 4 7 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2271 0 0
"1303" "exp1" 4 8 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 788 0 0
"1303" "exp1" 4 9 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 766 65 1
"1303" "exp1" 4 10 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 3940 0 0
"1303" "exp1" 4 11 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 1055 75 1
"1303" "exp1" 4 12 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 2019 35 1
"1303" "exp1" 4 13 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 772 45 1
"1303" "exp1" 4 14 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1352 15 1
"1303" "exp1" 4 15 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 2216 75 1
"1303" "exp1" 4 16 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1936 0 0
"1303" "exp1" 4 17 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 954 0 0
"1303" "exp1" 4 18 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1161 30 1
"1303" "exp1" 4 19 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 2240 0 0
"1303" "exp1" 4 20 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 1088 65 1
"1303" "exp1" 4 21 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 999 75 1
"1303" "exp1" 4 22 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 2187 0 0
"1303" "exp1" 4 23 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 753 65 1
"1303" "exp1" 4 24 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1172 35 1
"1303" "exp1" 4 25 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 1406 65 1
"1303" "exp1" 4 26 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1545 0 0
"1303" "exp1" 4 27 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1460 65 1
"1303" "exp1" 4 28 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1400 15 1
"1303" "exp1" 4 29 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 870 20 1
"1303" "exp1" 4 30 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 577 45 1
"1303" "exp1" 4 31 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 677 25 1
"1303" "exp1" 4 32 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 759 15 1
"1303" "exp1" 4 33 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 934 45 1
"1303" "exp1" 4 34 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 669 20 1
"1303" "exp1" 4 35 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 751 15 1
"1303" "exp1" 4 36 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 946 75 1
"1303" "exp1" 4 37 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 2912 0 0
"1303" "exp1" 4 38 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 991 0 0
"1303" "exp1" 4 39 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1376 0 0
"1303" "exp1" 4 40 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 918 20 1
"1303" "exp1" 4 41 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 1683 75 1
"1303" "exp1" 4 42 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1967 45 1
"1303" "exp1" 4 43 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 901 30 1
"1303" "exp1" 4 44 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 610 75 1
"1303" "exp1" 4 45 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 3307 45 1
"1303" "exp1" 4 46 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 1342 0 0
"1303" "exp1" 4 47 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1548 0 0
"1303" "exp1" 4 48 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 2667 25 1
"1303" "exp1" 4 49 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 2456 0 0
"1303" "exp1" 4 50 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 2050 0 0
"1303" "exp1" 4 51 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1120 30 1
"1303" "exp1" 4 52 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 2850 0 0
"1303" "exp1" 4 53 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 698 0 0
"1303" "exp1" 4 54 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 2654 45 1
"1303" "exp1" 4 55 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 1929 0 0
"1303" "exp1" 4 56 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 871 65 1
"1303" "exp1" 4 57 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 1164 25 1
"1303" "exp1" 4 58 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 1715 85 1
"1303" "exp1" 4 59 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 973 25 1
"1303" "exp1" 4 60 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 1476 75 1
"1303" "exp1" 5 1 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 1491 75 1
"1303" "exp1" 5 2 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1553 20 1
"1303" "exp1" 5 3 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1986 60 1
"1303" "exp1" 5 4 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1699 45 1
"1303" "exp1" 5 5 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 901 45 1
"1303" "exp1" 5 6 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1397 0 0
"1303" "exp1" 5 7 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1294 0 0
"1303" "exp1" 5 8 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 999 75 1
"1303" "exp1" 5 9 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1091 30 1
"1303" "exp1" 5 10 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1202 40 1
"1303" "exp1" 5 11 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 955 15 1
"1303" "exp1" 5 12 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 1051 45 1
"1303" "exp1" 5 13 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1498 15 1
"1303" "exp1" 5 14 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1701 40 1
"1303" "exp1" 5 15 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 826 15 1
"1303" "exp1" 5 16 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 565 0 0
"1303" "exp1" 5 17 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 647 0 0
"1303" "exp1" 5 18 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 11214 35 1
"1303" "exp1" 5 19 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1477 0 0
"1303" "exp1" 5 20 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 1872 0 0
"1303" "exp1" 5 21 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 2044 25 1
"1303" "exp1" 5 22 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1775 0 0
"1303" "exp1" 5 23 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 1962 65 1
"1303" "exp1" 5 24 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 2263 0 0
"1303" "exp1" 5 25 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 2 1194 0 0
"1303" "exp1" 5 26 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 2961 35 1
"1303" "exp1" 5 27 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 2665 35 1
"1303" "exp1" 5 28 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 710 20 1
"1303" "exp1" 5 29 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 677 75 1
"1303" "exp1" 5 30 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 2243 30 1
"1303" "exp1" 5 31 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 2033 75 1
"1303" "exp1" 5 32 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 1065 45 1
"1303" "exp1" 5 33 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1218 0 0
"1303" "exp1" 5 34 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1003 30 1
"1303" "exp1" 5 35 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1306 35 1
"1303" "exp1" 5 36 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 792 65 1
"1303" "exp1" 5 37 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 2379 45 1
"1303" "exp1" 5 38 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 1034 75 1
"1303" "exp1" 5 39 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 991 0 0
"1303" "exp1" 5 40 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 799 75 1
"1303" "exp1" 5 41 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 2614 35 1
"1303" "exp1" 5 42 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 2949 35 1
"1303" "exp1" 5 43 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 1015 45 1
"1303" "exp1" 5 44 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1039 25 1
"1303" "exp1" 5 45 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 2373 15 1
"1303" "exp1" 5 46 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 3688 75 1
"1303" "exp1" 5 47 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1863 0 0
"1303" "exp1" 5 48 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 1216 0 0
"1303" "exp1" 5 49 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1558 45 1
"1303" "exp1" 5 50 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 653 0 0
"1303" "exp1" 5 51 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1539 0 0
"1303" "exp1" 5 52 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 1490 65 1
"1303" "exp1" 5 53 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 791 65 1
"1303" "exp1" 5 54 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 751 20 1
"1303" "exp1" 5 55 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 779 0 0
"1303" "exp1" 5 56 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 2223 65 1
"1303" "exp1" 5 57 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1551 0 0
"1303" "exp1" 5 58 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 957 30 1
"1303" "exp1" 5 59 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 1130 0 0
"1303" "exp1" 5 60 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 769 75 1
"1303" "exp1" 6 1 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1142 45 1
"1303" "exp1" 6 2 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 1769 0 0
"1303" "exp1" 6 3 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 1050 25 1
"1303" "exp1" 6 4 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 2260 25 1
"1303" "exp1" 6 5 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 1897 0 0
"1303" "exp1" 6 6 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 818 15 1
"1303" "exp1" 6 7 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 978 0 0
"1303" "exp1" 6 8 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 609 25 1
"1303" "exp1" 6 9 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1221 35 1
"1303" "exp1" 6 10 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 829 45 1
"1303" "exp1" 6 11 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 854 45 1
"1303" "exp1" 6 12 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 1548 75 1
"1303" "exp1" 6 13 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 2103 0 0
"1303" "exp1" 6 14 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1128 30 1
"1303" "exp1" 6 15 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 681 0 0
"1303" "exp1" 6 16 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 2364 45 1
"1303" "exp1" 6 17 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 971 15 1
"1303" "exp1" 6 18 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 957 75 1
"1303" "exp1" 6 19 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 2015 0 0
"1303" "exp1" 6 20 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1047 20 1
"1303" "exp1" 6 21 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1100 0 0
"1303" "exp1" 6 22 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 2598 15 1
"1303" "exp1" 6 23 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 1178 75 1
"1303" "exp1" 6 24 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 800 20 1
"1303" "exp1" 6 25 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 843 45 1
"1303" "exp1" 6 26 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1155 35 1
"1303" "exp1" 6 27 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1009 20 1
"1303" "exp1" 6 28 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1209 65 1
"1303" "exp1" 6 29 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2958 0 0
"1303" "exp1" 6 30 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 995 0 0
"1303" "exp1" 6 31 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 958 75 1
"1303" "exp1" 6 32 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 827 20 1
"1303" "exp1" 6 33 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 4416 0 0
"1303" "exp1" 6 34 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1256 65 1
"1303" "exp1" 6 35 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 730 0 0
"1303" "exp1" 6 36 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 969 0 0
"1303" "exp1" 6 37 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 1720 0 0
"1303" "exp1" 6 38 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 637 0 0
"1303" "exp1" 6 39 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 1144 25 1
"1303" "exp1" 6 40 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 1691 65 1
"1303" "exp1" 6 41 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 637 0 0
"1303" "exp1" 6 42 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1129 45 1
"1303" "exp1" 6 43 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1565 65 1
"1303" "exp1" 6 44 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1294 40 1
"1303" "exp1" 6 45 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1275 0 0
"1303" "exp1" 6 46 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1531 0 0
"1303" "exp1" 6 47 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1319 0 0
"1303" "exp1" 6 48 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 954 35 1
"1303" "exp1" 6 49 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 926 25 1
"1303" "exp1" 6 50 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 1952 0 0
"1303" "exp1" 6 51 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 841 30 1
"1303" "exp1" 6 52 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 1466 65 1
"1303" "exp1" 6 53 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1363 65 1
"1303" "exp1" 6 54 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1226 0 0
"1303" "exp1" 6 55 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1407 0 0
"1303" "exp1" 6 56 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 942 45 1
"1303" "exp1" 6 57 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 1477 25 1
"1303" "exp1" 6 58 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1753 40 1
"1303" "exp1" 6 59 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 1385 65 1
"1303" "exp1" 6 60 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 834 0 0
"1303" "exp1" 7 1 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 640 45 1
"1303" "exp1" 7 2 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 5118 0 0
"1303" "exp1" 7 3 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1141 15 1
"1303" "exp1" 7 4 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 2364 65 1
"1303" "exp1" 7 5 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 984 25 1
"1303" "exp1" 7 6 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 5489 45 1
"1303" "exp1" 7 7 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 803 65 1
"1303" "exp1" 7 8 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 843 45 1
"1303" "exp1" 7 9 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 2467 0 0
"1303" "exp1" 7 10 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 2689 0 0
"1303" "exp1" 7 11 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 3472 15 1
"1303" "exp1" 7 12 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 712 45 1
"1303" "exp1" 7 13 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 2086 65 1
"1303" "exp1" 7 14 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1666 20 1
"1303" "exp1" 7 15 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 2417 0 0
"1303" "exp1" 7 16 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 1269 65 1
"1303" "exp1" 7 17 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1355 0 0
"1303" "exp1" 7 18 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 1450 45 1
"1303" "exp1" 7 19 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1400 15 1
"1303" "exp1" 7 20 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 2406 65 1
"1303" "exp1" 7 21 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1563 0 0
"1303" "exp1" 7 22 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1110 65 1
"1303" "exp1" 7 23 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 891 0 0
"1303" "exp1" 7 24 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 1253 0 0
"1303" "exp1" 7 25 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 835 35 1
"1303" "exp1" 7 26 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1009 65 1
"1303" "exp1" 7 27 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 2723 35 1
"1303" "exp1" 7 28 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1477 0 0
"1303" "exp1" 7 29 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 3306 25 1
"1303" "exp1" 7 30 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 897 25 1
"1303" "exp1" 7 31 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 776 25 1
"1303" "exp1" 7 32 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 972 0 0
"1303" "exp1" 7 33 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 1055 0 0
"1303" "exp1" 7 34 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 1200 75 1
"1303" "exp1" 7 35 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 918 0 0
"1303" "exp1" 7 36 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1383 0 0
"1303" "exp1" 7 37 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 973 25 1
"1303" "exp1" 7 38 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 847 45 1
"1303" "exp1" 7 39 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2109 40 1
"1303" "exp1" 7 40 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1693 45 1
"1303" "exp1" 7 41 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 829 30 1
"1303" "exp1" 7 42 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1622 0 0
"1303" "exp1" 7 43 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 821 30 1
"1303" "exp1" 7 44 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 2746 65 1
"1303" "exp1" 7 45 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 1732 0 0
"1303" "exp1" 7 46 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 976 35 1
"1303" "exp1" 7 47 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1328 20 1
"1303" "exp1" 7 48 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 2726 60 1
"1303" "exp1" 7 49 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 847 0 0
"1303" "exp1" 7 50 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1045 15 1
"1303" "exp1" 7 51 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 1210 0 0
"1303" "exp1" 7 52 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 848 30 1
"1303" "exp1" 7 53 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 908 75 1
"1303" "exp1" 7 54 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 864 75 1
"1303" "exp1" 7 55 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 1472 65 1
"1303" "exp1" 7 56 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 1163 0 0
"1303" "exp1" 7 57 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 1501 0 0
"1303" "exp1" 7 58 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1126 20 1
"1303" "exp1" 7 59 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 715 0 0
"1303" "exp1" 7 60 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 1385 25 1
"1303" "exp1" 8 1 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1402 0 0
"1303" "exp1" 8 2 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1761 0 0
"1303" "exp1" 8 3 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 977 0 0
"1303" "exp1" 8 4 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1848 85 1
"1303" "exp1" 8 5 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 901 0 0
"1303" "exp1" 8 6 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 601 0 0
"1303" "exp1" 8 7 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 1550 85 1
"1303" "exp1" 8 8 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 742 35 1
"1303" "exp1" 8 9 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 669 0 0
"1303" "exp1" 8 10 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 681 30 1
"1303" "exp1" 8 11 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 672 20 1
"1303" "exp1" 8 12 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1890 0 0
"1303" "exp1" 8 13 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 829 0 0
"1303" "exp1" 8 14 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 667 0 0
"1303" "exp1" 8 15 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 946 65 1
"1303" "exp1" 8 16 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 704 0 0
"1303" "exp1" 8 17 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 2041 25 1
"1303" "exp1" 8 18 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1180 45 1
"1303" "exp1" 8 19 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1109 35 1
"1303" "exp1" 8 20 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1114 40 1
"1303" "exp1" 8 21 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 1929 0 0
"1303" "exp1" 8 22 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 874 0 0
"1303" "exp1" 8 23 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 3962 15 1
"1303" "exp1" 8 24 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 833 45 1
"1303" "exp1" 8 25 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 916 65 1
"1303" "exp1" 8 26 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 889 45 1
"1303" "exp1" 8 27 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 2073 0 0
"1303" "exp1" 8 28 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 3255 15 1
"1303" "exp1" 8 29 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 1771 25 1
"1303" "exp1" 8 30 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1387 40 1
"1303" "exp1" 8 31 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 1699 0 0
"1303" "exp1" 8 32 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1075 35 1
"1303" "exp1" 8 33 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 962 20 1
"1303" "exp1" 8 34 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 1358 75 1
"1303" "exp1" 8 35 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1570 15 1
"1303" "exp1" 8 36 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 1085 65 1
"1303" "exp1" 8 37 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1054 40 1
"1303" "exp1" 8 38 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1323 0 0
"1303" "exp1" 8 39 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 923 35 1
"1303" "exp1" 8 40 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 1841 35 1
"1303" "exp1" 8 41 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 754 75 1
"1303" "exp1" 8 42 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 974 25 1
"1303" "exp1" 8 43 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1556 0 0
"1303" "exp1" 8 44 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 696 20 1
"1303" "exp1" 8 45 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 590 75 1
"1303" "exp1" 8 46 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 822 75 1
"1303" "exp1" 8 47 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 774 65 1
"1303" "exp1" 8 48 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 863 0 0
"1303" "exp1" 8 49 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 618 0 0
"1303" "exp1" 8 50 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1129 30 1
"1303" "exp1" 8 51 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1219 25 1
"1303" "exp1" 8 52 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 633 65 1
"1303" "exp1" 8 53 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 1207 0 0
"1303" "exp1" 8 54 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 882 65 1
"1303" "exp1" 8 55 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1498 25 1
"1303" "exp1" 8 56 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1081 35 1
"1303" "exp1" 8 57 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 830 45 1
"1303" "exp1" 8 58 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 1777 0 0
"1303" "exp1" 8 59 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1221 45 1
"1303" "exp1" 8 60 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 699 75 1
"1303" "exp1" 9 1 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 741 65 1
"1303" "exp1" 9 2 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 810 0 0
"1303" "exp1" 9 3 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1621 30 1
"1303" "exp1" 9 4 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 896 25 1
"1303" "exp1" 9 5 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 3787 0 0
"1303" "exp1" 9 6 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 577 85 1
"1303" "exp1" 9 7 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1613 40 1
"1303" "exp1" 9 8 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1387 0 0
"1303" "exp1" 9 9 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1190 35 1
"1303" "exp1" 9 10 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1135 0 0
"1303" "exp1" 9 11 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 714 0 0
"1303" "exp1" 9 12 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 789 30 1
"1303" "exp1" 9 13 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 587 75 1
"1303" "exp1" 9 14 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 701 75 1
"1303" "exp1" 9 15 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 819 0 0
"1303" "exp1" 9 16 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 700 0 0
"1303" "exp1" 9 17 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 711 0 0
"1303" "exp1" 9 18 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 1502 35 1
"1303" "exp1" 9 19 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 790 75 1
"1303" "exp1" 9 20 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 1203 0 0
"1303" "exp1" 9 21 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1408 0 0
"1303" "exp1" 9 22 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 673 0 0
"1303" "exp1" 9 23 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1640 0 0
"1303" "exp1" 9 24 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 695 20 1
"1303" "exp1" 9 25 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 671 0 0
"1303" "exp1" 9 26 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 2855 0 0
"1303" "exp1" 9 27 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 703 35 1
"1303" "exp1" 9 28 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 646 75 1
"1303" "exp1" 9 29 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1418 15 1
"1303" "exp1" 9 30 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1481 0 0
"1303" "exp1" 9 31 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 725 65 1
"1303" "exp1" 9 32 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1067 25 1
"1303" "exp1" 9 33 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1152 0 0
"1303" "exp1" 9 34 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1421 0 0
"1303" "exp1" 9 35 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 720 0 0
"1303" "exp1" 9 36 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2390 40 1
"1303" "exp1" 9 37 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 747 20 1
"1303" "exp1" 9 38 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 813 25 1
"1303" "exp1" 9 39 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 1105 45 1
"1303" "exp1" 9 40 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 1542 35 1
"1303" "exp1" 9 41 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 629 65 1
"1303" "exp1" 9 42 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1231 0 0
"1303" "exp1" 9 43 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 731 85 1
"1303" "exp1" 9 44 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1140 30 1
"1303" "exp1" 9 45 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 784 45 1
"1303" "exp1" 9 46 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 667 65 1
"1303" "exp1" 9 47 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 1441 25 1
"1303" "exp1" 9 48 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 614 65 1
"1303" "exp1" 9 49 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 698 15 1
"1303" "exp1" 9 50 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 1019 0 0
"1303" "exp1" 9 51 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 792 15 1
"1303" "exp1" 9 52 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1264 25 1
"1303" "exp1" 9 53 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 892 15 1
"1303" "exp1" 9 54 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1353 40 1
"1303" "exp1" 9 55 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 679 75 1
"1303" "exp1" 9 56 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1983 0 0
"1303" "exp1" 9 57 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1535 45 1
"1303" "exp1" 9 58 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 710 20 1
"1303" "exp1" 9 59 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 756 30 1
"1303" "exp1" 9 60 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1394 0 0
"1303" "exp1" 10 1 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 2749 35 1
"1303" "exp1" 10 2 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 602 45 1
"1303" "exp1" 10 3 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 533 75 1
"1303" "exp1" 10 4 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 567 0 0
"1303" "exp1" 10 5 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1526 20 1
"1303" "exp1" 10 6 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 593 75 1
"1303" "exp1" 10 7 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 2790 15 1
"1303" "exp1" 10 8 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1444 0 0
"1303" "exp1" 10 9 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 749 0 0
"1303" "exp1" 10 10 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 1025 75 1
"1303" "exp1" 10 11 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 998 65 1
"1303" "exp1" 10 12 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1131 0 0
"1303" "exp1" 10 13 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 824 45 1
"1303" "exp1" 10 14 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 935 45 1
"1303" "exp1" 10 15 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1074 0 0
"1303" "exp1" 10 16 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 897 0 0
"1303" "exp1" 10 17 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 700 0 0
"1303" "exp1" 10 18 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1441 40 1
"1303" "exp1" 10 19 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 839 0 0
"1303" "exp1" 10 20 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 790 30 1
"1303" "exp1" 10 21 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 1822 35 1
"1303" "exp1" 10 22 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1486 25 1
"1303" "exp1" 10 23 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 865 0 0
"1303" "exp1" 10 24 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1958 85 1
"1303" "exp1" 10 25 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 800 75 1
"1303" "exp1" 10 26 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 873 0 0
"1303" "exp1" 10 27 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1002 0 0
"1303" "exp1" 10 28 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 746 65 1
"1303" "exp1" 10 29 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 1356 0 0
"1303" "exp1" 10 30 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 1207 75 1
"1303" "exp1" 10 31 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1293 85 1
"1303" "exp1" 10 32 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 679 0 0
"1303" "exp1" 10 33 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 2127 25 1
"1303" "exp1" 10 34 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 1617 35 1
"1303" "exp1" 10 35 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1858 25 1
"1303" "exp1" 10 36 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 601 0 0
"1303" "exp1" 10 37 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 1995 35 1
"1303" "exp1" 10 38 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 734 65 1
"1303" "exp1" 10 39 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 834 0 0
"1303" "exp1" 10 40 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1314 0 0
"1303" "exp1" 10 41 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 943 45 1
"1303" "exp1" 10 42 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 632 75 1
"1303" "exp1" 10 43 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 3588 0 0
"1303" "exp1" 10 44 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 671 65 1
"1303" "exp1" 10 45 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1552 15 1
"1303" "exp1" 10 46 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 664 0 0
"1303" "exp1" 10 47 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 675 65 1
"1303" "exp1" 10 48 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 1195 65 1
"1303" "exp1" 10 49 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 935 30 1
"1303" "exp1" 10 50 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 941 25 1
"1303" "exp1" 10 51 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 1062 75 1
"1303" "exp1" 10 52 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 987 0 0
"1303" "exp1" 10 53 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1104 0 0
"1303" "exp1" 10 54 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 1287 85 1
"1303" "exp1" 10 55 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 2691 0 0
"1303" "exp1" 10 56 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 711 25 1
"1303" "exp1" 10 57 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 2085 75 1
"1303" "exp1" 10 58 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 720 0 0
"1303" "exp1" 10 59 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 774 15 1
"1303" "exp1" 10 60 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 1230 65 1
"1303" "exp1" 11 1 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 895 65 1
"1303" "exp1" 11 2 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 601 75 1
"1303" "exp1" 11 3 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1913 0 0
"1303" "exp1" 11 4 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1067 25 1
"1303" "exp1" 11 5 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1456 15 1
"1303" "exp1" 11 6 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 747 75 1
"1303" "exp1" 11 7 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1851 30 1
"1303" "exp1" 11 8 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1787 35 1
"1303" "exp1" 11 9 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 2021 25 1
"1303" "exp1" 11 10 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 569 75 1
"1303" "exp1" 11 11 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 901 0 0
"1303" "exp1" 11 12 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 690 65 1
"1303" "exp1" 11 13 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1429 45 1
"1303" "exp1" 11 14 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 985 0 0
"1303" "exp1" 11 15 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 1577 75 1
"1303" "exp1" 11 16 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 960 0 0
"1303" "exp1" 11 17 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 800 45 1
"1303" "exp1" 11 18 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 1305 0 0
"1303" "exp1" 11 19 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 1851 0 0
"1303" "exp1" 11 20 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 1250 25 1
"1303" "exp1" 11 21 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 1248 75 1
"1303" "exp1" 11 22 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 940 45 1
"1303" "exp1" 11 23 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 2889 65 1
"1303" "exp1" 11 24 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 765 75 1
"1303" "exp1" 11 25 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 992 25 1
"1303" "exp1" 11 26 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 1595 85 1
"1303" "exp1" 11 27 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 807 65 1
"1303" "exp1" 11 28 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 929 40 1
"1303" "exp1" 11 29 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1041 45 1
"1303" "exp1" 11 30 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 798 15 1
"1303" "exp1" 11 31 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 572 75 1
"1303" "exp1" 11 32 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 938 40 1
"1303" "exp1" 11 33 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1541 20 1
"1303" "exp1" 11 34 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 3900 0 0
"1303" "exp1" 11 35 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 749 0 0
"1303" "exp1" 11 36 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1033 45 1
"1303" "exp1" 11 37 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 666 45 1
"1303" "exp1" 11 38 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 1356 75 1
"1303" "exp1" 11 39 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 1978 0 0
"1303" "exp1" 11 40 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1116 0 0
"1303" "exp1" 11 41 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 1165 0 0
"1303" "exp1" 11 42 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1557 15 1
"1303" "exp1" 11 43 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 834 30 1
"1303" "exp1" 11 44 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 667 45 1
"1303" "exp1" 11 45 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 745 30 1
"1303" "exp1" 11 46 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 586 30 1
"1303" "exp1" 11 47 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 762 40 1
"1303" "exp1" 11 48 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 627 0 0
"1303" "exp1" 11 49 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 1060 0 0
"1303" "exp1" 11 50 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 906 0 0
"1303" "exp1" 11 51 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 802 0 0
"1303" "exp1" 11 52 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 954 25 1
"1303" "exp1" 11 53 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 901 35 1
"1303" "exp1" 11 54 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 733 35 1
"1303" "exp1" 11 55 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 1518 35 1
"1303" "exp1" 11 56 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 738 20 1
"1303" "exp1" 11 57 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 850 15 1
"1303" "exp1" 11 58 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 947 0 0
"1303" "exp1" 11 59 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 1123 0 0
"1303" "exp1" 11 60 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 2688 0 0
"1303" "exp1" 12 1 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1138 30 1
"1303" "exp1" 12 2 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 1576 65 1
"1303" "exp1" 12 3 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 633 75 1
"1303" "exp1" 12 4 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 644 65 1
"1303" "exp1" 12 5 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1113 40 1
"1303" "exp1" 12 6 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 663 0 0
"1303" "exp1" 12 7 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 717 0 0
"1303" "exp1" 12 8 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 755 15 1
"1303" "exp1" 12 9 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 804 45 1
"1303" "exp1" 12 10 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 1860 65 1
"1303" "exp1" 12 11 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 983 45 1
"1303" "exp1" 12 12 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 972 0 0
"1303" "exp1" 12 13 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 2176 65 1
"1303" "exp1" 12 14 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1101 35 1
"1303" "exp1" 12 15 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 757 35 1
"1303" "exp1" 12 16 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 583 45 1
"1303" "exp1" 12 17 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 660 35 1
"1303" "exp1" 12 18 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 760 65 1
"1303" "exp1" 12 19 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1386 0 0
"1303" "exp1" 12 20 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 656 45 1
"1303" "exp1" 12 21 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1286 15 1
"1303" "exp1" 12 22 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 782 25 1
"1303" "exp1" 12 23 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1447 45 1
"1303" "exp1" 12 24 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 719 0 0
"1303" "exp1" 12 25 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1617 15 1
"1303" "exp1" 12 26 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 1116 75 1
"1303" "exp1" 12 27 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 945 0 0
"1303" "exp1" 12 28 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 691 45 1
"1303" "exp1" 12 29 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 2438 0 0
"1303" "exp1" 12 30 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 674 20 1
"1303" "exp1" 12 31 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 640 0 0
"1303" "exp1" 12 32 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 610 0 0
"1303" "exp1" 12 33 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 869 20 1
"1303" "exp1" 12 34 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 934 15 1
"1303" "exp1" 12 35 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 2664 0 0
"1303" "exp1" 12 36 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 3116 75 1
"1303" "exp1" 12 37 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 745 75 1
"1303" "exp1" 12 38 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 2410 45 1
"1303" "exp1" 12 39 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1375 85 1
"1303" "exp1" 12 40 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 594 65 1
"1303" "exp1" 12 41 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 584 65 1
"1303" "exp1" 12 42 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 893 0 0
"1303" "exp1" 12 43 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 802 20 1
"1303" "exp1" 12 44 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 564 0 0
"1303" "exp1" 12 45 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1083 25 1
"1303" "exp1" 12 46 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 672 25 1
"1303" "exp1" 12 47 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 854 20 1
"1303" "exp1" 12 48 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 984 0 0
"1303" "exp1" 12 49 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 1384 65 1
"1303" "exp1" 12 50 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 975 25 1
"1303" "exp1" 12 51 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 895 25 1
"1303" "exp1" 12 52 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 871 0 0
"1303" "exp1" 12 53 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 967 0 0
"1303" "exp1" 12 54 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 676 30 1
"1303" "exp1" 12 55 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 608 0 0
"1303" "exp1" 12 56 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 695 0 0
"1303" "exp1" 12 57 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 648 0 0
"1303" "exp1" 12 58 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 999 0 0
"1303" "exp1" 12 59 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 769 35 1
"1303" "exp1" 12 60 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1144 0 0
"1303" "exp1" 13 1 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 953 75 1
"1303" "exp1" 13 2 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 641 65 1
"1303" "exp1" 13 3 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 2604 45 1
"1303" "exp1" 13 4 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 1074 0 0
"1303" "exp1" 13 5 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 593 75 1
"1303" "exp1" 13 6 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1346 35 1
"1303" "exp1" 13 7 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 910 20 1
"1303" "exp1" 13 8 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 755 15 1
"1303" "exp1" 13 9 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1107 45 1
"1303" "exp1" 13 10 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 575 65 1
"1303" "exp1" 13 11 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 677 40 1
"1303" "exp1" 13 12 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1079 85 1
"1303" "exp1" 13 13 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 944 15 1
"1303" "exp1" 13 14 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 562 25 1
"1303" "exp1" 13 15 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 571 30 1
"1303" "exp1" 13 16 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 917 15 1
"1303" "exp1" 13 17 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 659 30 1
"1303" "exp1" 13 18 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1364 0 0
"1303" "exp1" 13 19 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 2724 65 1
"1303" "exp1" 13 20 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 662 25 1
"1303" "exp1" 13 21 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 689 25 1
"1303" "exp1" 13 22 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1138 0 0
"1303" "exp1" 13 23 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 721 65 1
"1303" "exp1" 13 24 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 1142 0 0
"1303" "exp1" 13 25 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 1809 0 0
"1303" "exp1" 13 26 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 1015 0 0
"1303" "exp1" 13 27 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 2606 65 1
"1303" "exp1" 13 28 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 1542 35 1
"1303" "exp1" 13 29 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 854 15 1
"1303" "exp1" 13 30 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 547 20 1
"1303" "exp1" 13 31 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 818 45 1
"1303" "exp1" 13 32 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 962 0 0
"1303" "exp1" 13 33 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 994 35 1
"1303" "exp1" 13 34 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 657 75 1
"1303" "exp1" 13 35 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 618 0 0
"1303" "exp1" 13 36 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 544 0 0
"1303" "exp1" 13 37 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1492 40 1
"1303" "exp1" 13 38 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 688 75 1
"1303" "exp1" 13 39 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 558 0 0
"1303" "exp1" 13 40 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 552 75 1
"1303" "exp1" 13 41 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 1619 65 1
"1303" "exp1" 13 42 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1367 40 1
"1303" "exp1" 13 43 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 578 45 1
"1303" "exp1" 13 44 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 2700 75 1
"1303" "exp1" 13 45 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1940 0 0
"1303" "exp1" 13 46 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 1458 0 0
"1303" "exp1" 13 47 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1330 40 1
"1303" "exp1" 13 48 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 614 65 1
"1303" "exp1" 13 49 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 1943 45 1
"1303" "exp1" 13 50 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 620 0 0
"1303" "exp1" 13 51 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1191 45 1
"1303" "exp1" 13 52 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1792 0 0
"1303" "exp1" 13 53 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 956 25 1
"1303" "exp1" 13 54 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1214 30 1
"1303" "exp1" 13 55 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1093 0 0
"1303" "exp1" 13 56 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 932 0 0
"1303" "exp1" 13 57 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 1418 25 1
"1303" "exp1" 13 58 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 1860 75 1
"1303" "exp1" 13 59 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 549 0 0
"1303" "exp1" 13 60 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 695 25 1
"1303" "exp1" 14 1 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1464 30 1
"1303" "exp1" 14 2 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 1544 25 1
"1303" "exp1" 14 3 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 656 75 1
"1303" "exp1" 14 4 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1212 0 0
"1303" "exp1" 14 5 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 920 0 0
"1303" "exp1" 14 6 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 537 65 1
"1303" "exp1" 14 7 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 469 0 0
"1303" "exp1" 14 8 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 677 75 1
"1303" "exp1" 14 9 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 587 45 1
"1303" "exp1" 14 10 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 767 65 1
"1303" "exp1" 14 11 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 1778 75 1
"1303" "exp1" 14 12 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 770 15 1
"1303" "exp1" 14 13 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 735 30 1
"1303" "exp1" 14 14 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 1174 75 1
"1303" "exp1" 14 15 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 1023 0 0
"1303" "exp1" 14 16 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 994 0 0
"1303" "exp1" 14 17 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1146 0 0
"1303" "exp1" 14 18 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 575 45 1
"1303" "exp1" 14 19 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1109 0 0
"1303" "exp1" 14 20 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 691 35 1
"1303" "exp1" 14 21 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 756 0 0
"1303" "exp1" 14 22 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 900 25 1
"1303" "exp1" 14 23 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1365 35 1
"1303" "exp1" 14 24 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 574 45 1
"1303" "exp1" 14 25 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 662 40 1
"1303" "exp1" 14 26 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 708 0 0
"1303" "exp1" 14 27 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1929 0 0
"1303" "exp1" 14 28 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 902 20 1
"1303" "exp1" 14 29 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 976 35 1
"1303" "exp1" 14 30 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 752 0 0
"1303" "exp1" 14 31 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1161 0 0
"1303" "exp1" 14 32 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 966 20 1
"1303" "exp1" 14 33 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 747 65 1
"1303" "exp1" 14 34 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1065 0 0
"1303" "exp1" 14 35 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 883 0 0
"1303" "exp1" 14 36 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 585 75 1
"1303" "exp1" 14 37 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 896 0 0
"1303" "exp1" 14 38 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 1050 0 0
"1303" "exp1" 14 39 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1196 0 0
"1303" "exp1" 14 40 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 881 0 0
"1303" "exp1" 14 41 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 959 0 0
"1303" "exp1" 14 42 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1522 15 1
"1303" "exp1" 14 43 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 832 75 1
"1303" "exp1" 14 44 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 703 75 1
"1303" "exp1" 14 45 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 739 65 1
"1303" "exp1" 14 46 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 937 0 0
"1303" "exp1" 14 47 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 688 35 1
"1303" "exp1" 14 48 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1471 0 0
"1303" "exp1" 14 49 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 549 0 0
"1303" "exp1" 14 50 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 985 0 0
"1303" "exp1" 14 51 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 606 25 1
"1303" "exp1" 14 52 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 1476 0 0
"1303" "exp1" 14 53 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 750 20 1
"1303" "exp1" 14 54 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 509 20 1
"1303" "exp1" 14 55 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 772 0 0
"1303" "exp1" 14 56 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 1324 0 0
"1303" "exp1" 14 57 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 1728 0 0
"1303" "exp1" 14 58 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 692 65 1
"1303" "exp1" 14 59 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 2960 45 1
"1303" "exp1" 14 60 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 984 15 1
"1303" "exp1" 15 1 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 1087 0 0
"1303" "exp1" 15 2 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 628 75 1
"1303" "exp1" 15 3 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 857 15 1
"1303" "exp1" 15 4 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 601 0 0
"1303" "exp1" 15 5 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 972 45 1
"1303" "exp1" 15 6 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1057 15 1
"1303" "exp1" 15 7 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 638 30 1
"1303" "exp1" 15 8 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1208 0 0
"1303" "exp1" 15 9 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 894 0 0
"1303" "exp1" 15 10 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 991 25 1
"1303" "exp1" 15 11 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 824 0 0
"1303" "exp1" 15 12 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1325 35 1
"1303" "exp1" 15 13 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 2213 75 1
"1303" "exp1" 15 14 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1400 30 1
"1303" "exp1" 15 15 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 554 0 0
"1303" "exp1" 15 16 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 518 45 1
"1303" "exp1" 15 17 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 827 0 0
"1303" "exp1" 15 18 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 526 20 1
"1303" "exp1" 15 19 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 549 20 1
"1303" "exp1" 15 20 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 671 75 1
"1303" "exp1" 15 21 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 726 25 1
"1303" "exp1" 15 22 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1762 0 0
"1303" "exp1" 15 23 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 860 0 0
"1303" "exp1" 15 24 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 706 75 1
"1303" "exp1" 15 25 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 913 30 1
"1303" "exp1" 15 26 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 554 20 1
"1303" "exp1" 15 27 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 497 35 1
"1303" "exp1" 15 28 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 597 75 1
"1303" "exp1" 15 29 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 663 0 0
"1303" "exp1" 15 30 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 1063 45 1
"1303" "exp1" 15 31 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 904 35 1
"1303" "exp1" 15 32 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1007 0 0
"1303" "exp1" 15 33 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 514 0 0
"1303" "exp1" 15 34 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 686 25 1
"1303" "exp1" 15 35 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 676 0 0
"1303" "exp1" 15 36 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 690 25 1
"1303" "exp1" 15 37 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1110 40 1
"1303" "exp1" 15 38 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 1029 0 0
"1303" "exp1" 15 39 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1139 0 0
"1303" "exp1" 15 40 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 1066 0 0
"1303" "exp1" 15 41 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 1719 65 1
"1303" "exp1" 15 42 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1019 30 1
"1303" "exp1" 15 43 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1699 0 0
"1303" "exp1" 15 44 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 791 35 1
"1303" "exp1" 15 45 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 718 0 0
"1303" "exp1" 15 46 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 2100 75 1
"1303" "exp1" 15 47 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 567 65 1
"1303" "exp1" 15 48 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 721 65 1
"1303" "exp1" 15 49 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 618 75 1
"1303" "exp1" 15 50 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 3791 0 0
"1303" "exp1" 15 51 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 694 20 1
"1303" "exp1" 15 52 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1136 0 0
"1303" "exp1" 15 53 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 736 0 0
"1303" "exp1" 15 54 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 587 65 1
"1303" "exp1" 15 55 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 630 45 1
"1303" "exp1" 15 56 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 1248 25 1
"1303" "exp1" 15 57 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 742 45 1
"1303" "exp1" 15 58 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 627 40 1
"1303" "exp1" 15 59 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 999 35 1
"1303" "exp1" 15 60 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 968 0 0
"1303" "exp1" 16 1 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 919 0 0
"1303" "exp1" 16 2 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 713 0 0
"1303" "exp1" 16 3 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 955 65 1
"1303" "exp1" 16 4 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 1367 75 1
"1303" "exp1" 16 5 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 944 20 1
"1303" "exp1" 16 6 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 1366 45 1
"1303" "exp1" 16 7 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 789 0 0
"1303" "exp1" 16 8 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 588 25 1
"1303" "exp1" 16 9 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 862 35 1
"1303" "exp1" 16 10 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1035 85 1
"1303" "exp1" 16 11 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 586 20 1
"1303" "exp1" 16 12 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 925 25 1
"1303" "exp1" 16 13 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 637 30 1
"1303" "exp1" 16 14 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 723 0 0
"1303" "exp1" 16 15 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 890 15 1
"1303" "exp1" 16 16 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 808 25 1
"1303" "exp1" 16 17 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 1015 75 1
"1303" "exp1" 16 18 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 759 75 1
"1303" "exp1" 16 19 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1049 0 0
"1303" "exp1" 16 20 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 867 35 1
"1303" "exp1" 16 21 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 1217 75 1
"1303" "exp1" 16 22 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 794 45 1
"1303" "exp1" 16 23 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1668 0 0
"1303" "exp1" 16 24 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 1671 75 1
"1303" "exp1" 16 25 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 637 45 1
"1303" "exp1" 16 26 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 812 0 0
"1303" "exp1" 16 27 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 820 35 1
"1303" "exp1" 16 28 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 807 0 0
"1303" "exp1" 16 29 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 2251 0 0
"1303" "exp1" 16 30 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 1443 0 0
"1303" "exp1" 16 31 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 735 0 0
"1303" "exp1" 16 32 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1574 0 0
"1303" "exp1" 16 33 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 11372 35 1
"1303" "exp1" 16 34 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 671 0 0
"1303" "exp1" 16 35 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1331 15 1
"1303" "exp1" 16 36 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 867 30 1
"1303" "exp1" 16 37 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 911 45 1
"1303" "exp1" 16 38 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 854 0 0
"1303" "exp1" 16 39 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 888 25 1
"1303" "exp1" 16 40 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 1054 65 1
"1303" "exp1" 16 41 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1903 0 0
"1303" "exp1" 16 42 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1012 0 0
"1303" "exp1" 16 43 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 763 0 0
"1303" "exp1" 16 44 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 1205 75 1
"1303" "exp1" 16 45 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 734 75 1
"1303" "exp1" 16 46 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 739 25 1
"1303" "exp1" 16 47 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1834 25 1
"1303" "exp1" 16 48 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 630 40 1
"1303" "exp1" 16 49 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 600 15 1
"1303" "exp1" 16 50 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 522 65 1
"1303" "exp1" 16 51 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 504 45 1
"1303" "exp1" 16 52 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 584 0 0
"1303" "exp1" 16 53 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 972 15 1
"1303" "exp1" 16 54 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 1106 75 1
"1303" "exp1" 16 55 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 760 75 1
"1303" "exp1" 16 56 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 1464 35 1
"1303" "exp1" 16 57 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1138 0 0
"1303" "exp1" 16 58 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 580 75 1
"1303" "exp1" 16 59 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 931 0 0
"1303" "exp1" 16 60 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 922 35 1
"1303" "exp1" 17 1 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 660 75 1
"1303" "exp1" 17 2 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 799 0 0
"1303" "exp1" 17 3 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 645 20 1
"1303" "exp1" 17 4 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 605 0 0
"1303" "exp1" 17 5 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 689 45 1
"1303" "exp1" 17 6 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 778 0 0
"1303" "exp1" 17 7 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 635 75 1
"1303" "exp1" 17 8 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 2 2030 85 1
"1303" "exp1" 17 9 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 2077 20 1
"1303" "exp1" 17 10 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 2 2084 0 0
"1303" "exp1" 17 11 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1537 85 1
"1303" "exp1" 17 12 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 664 0 0
"1303" "exp1" 17 13 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 881 0 0
"1303" "exp1" 17 14 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 717 0 0
"1303" "exp1" 17 15 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 552 65 1
"1303" "exp1" 17 16 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 562 15 1
"1303" "exp1" 17 17 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1135 0 0
"1303" "exp1" 17 18 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 614 0 0
"1303" "exp1" 17 19 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 735 25 1
"1303" "exp1" 17 20 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 991 0 0
"1303" "exp1" 17 21 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 910 25 1
"1303" "exp1" 17 22 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 1177 75 1
"1303" "exp1" 17 23 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 960 15 1
"1303" "exp1" 17 24 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 632 15 1
"1303" "exp1" 17 25 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 986 0 0
"1303" "exp1" 17 26 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 593 75 1
"1303" "exp1" 17 27 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 605 75 1
"1303" "exp1" 17 28 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 738 25 1
"1303" "exp1" 17 29 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 676 65 1
"1303" "exp1" 17 30 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1354 35 1
"1303" "exp1" 17 31 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 747 0 0
"1303" "exp1" 17 32 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1971 45 1
"1303" "exp1" 17 33 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 776 25 1
"1303" "exp1" 17 34 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 531 75 1
"1303" "exp1" 17 35 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 607 65 1
"1303" "exp1" 17 36 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 651 35 1
"1303" "exp1" 17 37 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 574 0 0
"1303" "exp1" 17 38 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 775 35 1
"1303" "exp1" 17 39 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 631 45 1
"1303" "exp1" 17 40 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 831 35 1
"1303" "exp1" 17 41 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 3672 25 1
"1303" "exp1" 17 42 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 604 45 1
"1303" "exp1" 17 43 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1757 0 0
"1303" "exp1" 17 44 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 878 25 1
"1303" "exp1" 17 45 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 554 75 1
"1303" "exp1" 17 46 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 612 65 1
"1303" "exp1" 17 47 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1477 40 1
"1303" "exp1" 17 48 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 996 30 1
"1303" "exp1" 17 49 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1881 0 0
"1303" "exp1" 17 50 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 586 0 0
"1303" "exp1" 17 51 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 3061 65 1
"1303" "exp1" 17 52 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 808 0 0
"1303" "exp1" 17 53 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 715 20 1
"1303" "exp1" 17 54 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 563 65 1
"1303" "exp1" 17 55 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 845 0 0
"1303" "exp1" 17 56 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 730 45 1
"1303" "exp1" 17 57 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1823 40 1
"1303" "exp1" 17 58 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 704 35 1
"1303" "exp1" 17 59 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 502 0 0
"1303" "exp1" 17 60 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 652 20 1
"1303" "exp1" 18 1 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1085 25 1
"1303" "exp1" 18 2 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 499 25 1
"1303" "exp1" 18 3 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 769 45 1
"1303" "exp1" 18 4 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 682 0 0
"1303" "exp1" 18 5 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 516 20 1
"1303" "exp1" 18 6 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 2083 0 0
"1303" "exp1" 18 7 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 796 0 0
"1303" "exp1" 18 8 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 859 25 1
"1303" "exp1" 18 9 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 521 65 1
"1303" "exp1" 18 10 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 1655 65 1
"1303" "exp1" 18 11 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 615 75 1
"1303" "exp1" 18 12 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 1230 35 1
"1303" "exp1" 18 13 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 696 20 1
"1303" "exp1" 18 14 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1260 0 0
"1303" "exp1" 18 15 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 1556 35 1
"1303" "exp1" 18 16 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 2 972 55 1
"1303" "exp1" 18 17 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 4889 0 0
"1303" "exp1" 18 18 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 687 15 1
"1303" "exp1" 18 19 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 3331 0 0
"1303" "exp1" 18 20 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 830 35 1
"1303" "exp1" 18 21 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 684 20 1
"1303" "exp1" 18 22 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 2123 65 1
"1303" "exp1" 18 23 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1169 65 1
"1303" "exp1" 18 24 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 526 65 1
"1303" "exp1" 18 25 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 963 85 1
"1303" "exp1" 18 26 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1324 45 1
"1303" "exp1" 18 27 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 1058 65 1
"1303" "exp1" 18 28 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 581 35 1
"1303" "exp1" 18 29 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1390 40 1
"1303" "exp1" 18 30 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 521 0 0
"1303" "exp1" 18 31 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 668 75 1
"1303" "exp1" 18 32 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 775 0 0
"1303" "exp1" 18 33 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 597 75 1
"1303" "exp1" 18 34 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 618 75 1
"1303" "exp1" 18 35 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 539 0 0
"1303" "exp1" 18 36 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 1034 45 1
"1303" "exp1" 18 37 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 815 30 1
"1303" "exp1" 18 38 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 935 0 0
"1303" "exp1" 18 39 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1068 40 1
"1303" "exp1" 18 40 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 833 40 1
"1303" "exp1" 18 41 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1239 15 1
"1303" "exp1" 18 42 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 923 30 1
"1303" "exp1" 18 43 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 685 65 1
"1303" "exp1" 18 44 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1126 15 1
"1303" "exp1" 18 45 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 621 35 1
"1303" "exp1" 18 46 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 673 45 1
"1303" "exp1" 18 47 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 868 25 1
"1303" "exp1" 18 48 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 795 0 0
"1303" "exp1" 18 49 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 706 75 1
"1303" "exp1" 18 50 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1165 0 0
"1303" "exp1" 18 51 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 692 75 1
"1303" "exp1" 18 52 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1189 85 1
"1303" "exp1" 18 53 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 1154 85 1
"1303" "exp1" 18 54 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 1084 75 1
"1303" "exp1" 18 55 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 734 25 1
"1303" "exp1" 18 56 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 2238 30 1
"1303" "exp1" 18 57 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 939 15 1
"1303" "exp1" 18 58 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 911 0 0
"1303" "exp1" 18 59 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 511 0 0
"1303" "exp1" 18 60 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 654 0 0
"1303" "exp1" 19 1 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 3699 25 1
"1303" "exp1" 19 2 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 594 0 0
"1303" "exp1" 19 3 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 1181 0 0
"1303" "exp1" 19 4 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 1961 25 1
"1303" "exp1" 19 5 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 797 85 1
"1303" "exp1" 19 6 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 583 45 1
"1303" "exp1" 19 7 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1257 15 1
"1303" "exp1" 19 8 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1302 0 0
"1303" "exp1" 19 9 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 917 40 1
"1303" "exp1" 19 10 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 571 35 1
"1303" "exp1" 19 11 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1162 45 1
"1303" "exp1" 19 12 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1659 35 1
"1303" "exp1" 19 13 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 878 65 1
"1303" "exp1" 19 14 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1048 0 0
"1303" "exp1" 19 15 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1945 20 1
"1303" "exp1" 19 16 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 702 75 1
"1303" "exp1" 19 17 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 710 75 1
"1303" "exp1" 19 18 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 889 25 1
"1303" "exp1" 19 19 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 644 35 1
"1303" "exp1" 19 20 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1539 0 0
"1303" "exp1" 19 21 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 2877 15 1
"1303" "exp1" 19 22 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 827 20 1
"1303" "exp1" 19 23 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 742 35 1
"1303" "exp1" 19 24 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1395 65 1
"1303" "exp1" 19 25 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 1631 25 1
"1303" "exp1" 19 26 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1165 0 0
"1303" "exp1" 19 27 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 571 45 1
"1303" "exp1" 19 28 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 804 65 1
"1303" "exp1" 19 29 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 1275 65 1
"1303" "exp1" 19 30 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 943 35 1
"1303" "exp1" 19 31 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 593 75 1
"1303" "exp1" 19 32 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 559 45 1
"1303" "exp1" 19 33 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1004 40 1
"1303" "exp1" 19 34 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 663 65 1
"1303" "exp1" 19 35 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 707 45 1
"1303" "exp1" 19 36 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 850 20 1
"1303" "exp1" 19 37 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1212 0 0
"1303" "exp1" 19 38 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 1107 0 0
"1303" "exp1" 19 39 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 632 0 0
"1303" "exp1" 19 40 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 1415 0 0
"1303" "exp1" 19 41 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 3165 0 0
"1303" "exp1" 19 42 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1057 0 0
"1303" "exp1" 19 43 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 851 30 1
"1303" "exp1" 19 44 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 824 0 0
"1303" "exp1" 19 45 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 1360 0 0
"1303" "exp1" 19 46 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1751 0 0
"1303" "exp1" 19 47 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 995 0 0
"1303" "exp1" 19 48 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 2 1502 0 0
"1303" "exp1" 19 49 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 2591 30 1
"1303" "exp1" 19 50 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 932 15 1
"1303" "exp1" 19 51 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 628 25 1
"1303" "exp1" 19 52 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 1521 75 1
"1303" "exp1" 19 53 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1193 0 0
"1303" "exp1" 19 54 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1669 30 1
"1303" "exp1" 19 55 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 1026 0 0
"1303" "exp1" 19 56 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1489 45 1
"1303" "exp1" 19 57 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 654 20 1
"1303" "exp1" 19 58 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 996 45 1
"1303" "exp1" 19 59 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 913 0 0
"1303" "exp1" 19 60 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 658 0 0
"1303" "exp1" 20 1 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1051 0 0
"1303" "exp1" 20 2 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 764 0 0
"1303" "exp1" 20 3 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 2851 35 1
"1303" "exp1" 20 4 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 670 0 0
"1303" "exp1" 20 5 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 652 20 1
"1303" "exp1" 20 6 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 590 35 1
"1303" "exp1" 20 7 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 513 75 1
"1303" "exp1" 20 8 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 2333 25 1
"1303" "exp1" 20 9 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 810 25 1
"1303" "exp1" 20 10 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 985 0 0
"1303" "exp1" 20 11 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1125 15 1
"1303" "exp1" 20 12 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 721 0 0
"1303" "exp1" 20 13 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 605 65 1
"1303" "exp1" 20 14 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 720 0 0
"1303" "exp1" 20 15 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 2181 75 1
"1303" "exp1" 20 16 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 816 20 1
"1303" "exp1" 20 17 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 805 15 1
"1303" "exp1" 20 18 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 681 45 1
"1303" "exp1" 20 19 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1443 40 1
"1303" "exp1" 20 20 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 513 45 1
"1303" "exp1" 20 21 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1130 15 1
"1303" "exp1" 20 22 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 644 65 1
"1303" "exp1" 20 23 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 951 0 0
"1303" "exp1" 20 24 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 545 45 1
"1303" "exp1" 20 25 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 1800 85 1
"1303" "exp1" 20 26 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 719 65 1
"1303" "exp1" 20 27 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 664 45 1
"1303" "exp1" 20 28 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 591 75 1
"1303" "exp1" 20 29 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 2984 0 0
"1303" "exp1" 20 30 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 636 0 0
"1303" "exp1" 20 31 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1098 0 0
"1303" "exp1" 20 32 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 618 25 1
"1303" "exp1" 20 33 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 544 15 1
"1303" "exp1" 20 34 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 1371 0 0
"1303" "exp1" 20 35 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1000 0 0
"1303" "exp1" 20 36 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 731 25 1
"1303" "exp1" 20 37 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 799 20 1
"1303" "exp1" 20 38 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 683 0 0
"1303" "exp1" 20 39 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 639 65 1
"1303" "exp1" 20 40 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 606 75 1
"1303" "exp1" 20 41 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 813 0 0
"1303" "exp1" 20 42 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 685 20 1
"1303" "exp1" 20 43 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1067 45 1
"1303" "exp1" 20 44 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1370 30 1
"1303" "exp1" 20 45 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 805 35 1
"1303" "exp1" 20 46 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 660 30 1
"1303" "exp1" 20 47 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 1074 75 1
"1303" "exp1" 20 48 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2371 40 1
"1303" "exp1" 20 49 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 771 35 1
"1303" "exp1" 20 50 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 921 0 0
"1303" "exp1" 20 51 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 2023 85 1
"1303" "exp1" 20 52 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 854 65 1
"1303" "exp1" 20 53 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 939 35 1
"1303" "exp1" 20 54 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 791 25 1
"1303" "exp1" 20 55 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1061 0 0
"1303" "exp1" 20 56 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1061 40 1
"1303" "exp1" 20 57 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 964 0 0
"1303" "exp1" 20 58 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 859 75 1
"1303" "exp1" 20 59 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 654 75 1
"1303" "exp1" 20 60 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 783 25 1
"1304" "exp1" 1 1 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 774 75 1
"1304" "exp1" 1 2 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 949 65 1
"1304" "exp1" 1 3 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 850 0 0
"1304" "exp1" 1 4 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 686 45 1
"1304" "exp1" 1 5 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1049 20 1
"1304" "exp1" 1 6 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 621 20 1
"1304" "exp1" 1 7 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 796 15 1
"1304" "exp1" 1 8 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1068 45 1
"1304" "exp1" 1 9 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 761 40 1
"1304" "exp1" 1 10 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 948 0 0
"1304" "exp1" 1 11 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 754 0 0
"1304" "exp1" 1 12 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 1130 15 1
"1304" "exp1" 1 13 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 949 0 0
"1304" "exp1" 1 14 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 795 0 0
"1304" "exp1" 1 15 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 883 0 0
"1304" "exp1" 1 16 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1368 15 1
"1304" "exp1" 1 17 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 990 45 1
"1304" "exp1" 1 18 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1091 45 1
"1304" "exp1" 1 19 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1258 30 1
"1304" "exp1" 1 20 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 1417 0 0
"1304" "exp1" 1 21 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1165 25 1
"1304" "exp1" 1 22 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1228 15 1
"1304" "exp1" 1 23 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 973 0 0
"1304" "exp1" 1 24 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 2885 0 0
"1304" "exp1" 1 25 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 1263 75 1
"1304" "exp1" 1 26 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 2049 20 1
"1304" "exp1" 1 27 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 901 75 1
"1304" "exp1" 1 28 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 987 0 0
"1304" "exp1" 1 29 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1125 40 1
"1304" "exp1" 1 30 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 1444 25 1
"1304" "exp1" 1 31 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 1774 35 1
"1304" "exp1" 1 32 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 1014 65 1
"1304" "exp1" 1 33 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 1182 15 1
"1304" "exp1" 1 34 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 1264 35 1
"1304" "exp1" 1 35 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 689 75 1
"1304" "exp1" 1 36 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1070 0 0
"1304" "exp1" 1 37 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 2 1077 0 0
"1304" "exp1" 1 38 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 1105 0 0
"1304" "exp1" 1 39 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 699 65 1
"1304" "exp1" 1 40 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 590 0 0
"1304" "exp1" 1 41 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 572 0 0
"1304" "exp1" 1 42 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 580 85 1
"1304" "exp1" 1 43 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 947 30 1
"1304" "exp1" 1 44 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 624 0 0
"1304" "exp1" 1 45 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1092 0 0
"1304" "exp1" 1 46 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1142 25 1
"1304" "exp1" 1 47 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 2372 25 1
"1304" "exp1" 1 48 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1672 0 0
"1304" "exp1" 1 49 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 997 0 0
"1304" "exp1" 1 50 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 1177 35 1
"1304" "exp1" 1 51 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 1176 0 0
"1304" "exp1" 1 52 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 833 0 0
"1304" "exp1" 1 53 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 918 15 1
"1304" "exp1" 1 54 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1154 0 0
"1304" "exp1" 1 55 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 684 65 1
"1304" "exp1" 1 56 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 691 0 0
"1304" "exp1" 1 57 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 615 0 0
"1304" "exp1" 1 58 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 704 25 1
"1304" "exp1" 1 59 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 620 0 0
"1304" "exp1" 1 60 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 806 35 1
"1304" "exp1" 2 1 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 790 75 1
"1304" "exp1" 2 2 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 724 25 1
"1304" "exp1" 2 3 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1244 15 1
"1304" "exp1" 2 4 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1199 15 1
"1304" "exp1" 2 5 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1610 0 0
"1304" "exp1" 2 6 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 927 25 1
"1304" "exp1" 2 7 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 2257 20 1
"1304" "exp1" 2 8 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 988 75 1
"1304" "exp1" 2 9 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 2 1204 0 0
"1304" "exp1" 2 10 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 1387 25 1
"1304" "exp1" 2 11 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 1014 35 1
"1304" "exp1" 2 12 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 1057 0 0
"1304" "exp1" 2 13 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 814 0 0
"1304" "exp1" 2 14 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 758 0 0
"1304" "exp1" 2 15 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 945 0 0
"1304" "exp1" 2 16 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 1388 0 0
"1304" "exp1" 2 17 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 1549 0 0
"1304" "exp1" 2 18 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 1005 65 1
"1304" "exp1" 2 19 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 2 749 0 0
"1304" "exp1" 2 20 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 1141 0 0
"1304" "exp1" 2 21 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1097 0 0
"1304" "exp1" 2 22 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1127 0 0
"1304" "exp1" 2 23 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 963 30 1
"1304" "exp1" 2 24 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1061 25 1
"1304" "exp1" 2 25 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 1435 85 1
"1304" "exp1" 2 26 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 839 45 1
"1304" "exp1" 2 27 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 986 0 0
"1304" "exp1" 2 28 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 688 0 0
"1304" "exp1" 2 29 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 493 45 1
"1304" "exp1" 2 30 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 639 75 1
"1304" "exp1" 2 31 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 2 489 65 1
"1304" "exp1" 2 32 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 1060 0 0
"1304" "exp1" 2 33 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 596 65 1
"1304" "exp1" 2 34 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 848 0 0
"1304" "exp1" 2 35 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1122 45 1
"1304" "exp1" 2 36 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 2195 25 1
"1304" "exp1" 2 37 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 803 20 1
"1304" "exp1" 2 38 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 589 65 1
"1304" "exp1" 2 39 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1092 0 0
"1304" "exp1" 2 40 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 1092 65 1
"1304" "exp1" 2 41 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 836 60 1
"1304" "exp1" 2 42 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1148 65 1
"1304" "exp1" 2 43 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 992 35 1
"1304" "exp1" 2 44 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 757 75 1
"1304" "exp1" 2 45 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 852 0 0
"1304" "exp1" 2 46 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 863 30 1
"1304" "exp1" 2 47 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 1287 75 1
"1304" "exp1" 2 48 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1136 0 0
"1304" "exp1" 2 49 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 817 75 1
"1304" "exp1" 2 50 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1013 25 1
"1304" "exp1" 2 51 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 2718 85 1
"1304" "exp1" 2 52 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1967 65 1
"1304" "exp1" 2 53 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 954 45 1
"1304" "exp1" 2 54 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 845 75 1
"1304" "exp1" 2 55 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 1173 0 0
"1304" "exp1" 2 56 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 1040 85 1
"1304" "exp1" 2 57 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 884 70 1
"1304" "exp1" 2 58 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 807 0 0
"1304" "exp1" 2 59 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 901 0 0
"1304" "exp1" 2 60 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 886 15 1
"1304" "exp1" 3 1 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1182 0 0
"1304" "exp1" 3 2 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 464 75 1
"1304" "exp1" 3 3 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 833 65 1
"1304" "exp1" 3 4 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 1387 25 1
"1304" "exp1" 3 5 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1094 65 1
"1304" "exp1" 3 6 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1051 0 0
"1304" "exp1" 3 7 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 627 30 1
"1304" "exp1" 3 8 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 651 75 1
"1304" "exp1" 3 9 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 970 0 0
"1304" "exp1" 3 10 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1101 25 1
"1304" "exp1" 3 11 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 1060 0 0
"1304" "exp1" 3 12 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 791 35 1
"1304" "exp1" 3 13 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1335 20 1
"1304" "exp1" 3 14 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 767 35 1
"1304" "exp1" 3 15 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 2578 25 1
"1304" "exp1" 3 16 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1040 45 1
"1304" "exp1" 3 17 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 859 0 0
"1304" "exp1" 3 18 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 958 75 1
"1304" "exp1" 3 19 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1049 0 0
"1304" "exp1" 3 20 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 673 65 1
"1304" "exp1" 3 21 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 634 65 1
"1304" "exp1" 3 22 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 771 75 1
"1304" "exp1" 3 23 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1139 35 1
"1304" "exp1" 3 24 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1158 35 1
"1304" "exp1" 3 25 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 726 45 1
"1304" "exp1" 3 26 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 701 75 1
"1304" "exp1" 3 27 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 963 15 1
"1304" "exp1" 3 28 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 1149 25 1
"1304" "exp1" 3 29 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 952 15 1
"1304" "exp1" 3 30 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 1966 25 1
"1304" "exp1" 3 31 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 890 45 1
"1304" "exp1" 3 32 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 951 25 1
"1304" "exp1" 3 33 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 868 20 1
"1304" "exp1" 3 34 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 913 45 1
"1304" "exp1" 3 35 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 843 0 0
"1304" "exp1" 3 36 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 779 65 1
"1304" "exp1" 3 37 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 766 0 0
"1304" "exp1" 3 38 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1249 0 0
"1304" "exp1" 3 39 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 895 0 0
"1304" "exp1" 3 40 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 606 0 0
"1304" "exp1" 3 41 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1210 35 1
"1304" "exp1" 3 42 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1975 25 1
"1304" "exp1" 3 43 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 949 30 1
"1304" "exp1" 3 44 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 835 65 1
"1304" "exp1" 3 45 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 961 75 1
"1304" "exp1" 3 46 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 841 0 0
"1304" "exp1" 3 47 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 833 45 1
"1304" "exp1" 3 48 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 693 0 0
"1304" "exp1" 3 49 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 662 85 1
"1304" "exp1" 3 50 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 789 65 1
"1304" "exp1" 3 51 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1109 40 1
"1304" "exp1" 3 52 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 565 0 0
"1304" "exp1" 3 53 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 815 0 0
"1304" "exp1" 3 54 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 1612 0 0
"1304" "exp1" 3 55 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1971 20 1
"1304" "exp1" 3 56 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 946 0 0
"1304" "exp1" 3 57 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 2 1443 0 0
"1304" "exp1" 3 58 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 1044 15 1
"1304" "exp1" 3 59 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 886 0 0
"1304" "exp1" 3 60 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 1241 0 0
"1304" "exp1" 4 1 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 849 30 1
"1304" "exp1" 4 2 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 2 1544 0 0
"1304" "exp1" 4 3 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1723 0 0
"1304" "exp1" 4 4 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1290 45 1
"1304" "exp1" 4 5 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 963 20 1
"1304" "exp1" 4 6 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 671 45 1
"1304" "exp1" 4 7 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 958 75 1
"1304" "exp1" 4 8 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 869 0 0
"1304" "exp1" 4 9 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1939 30 1
"1304" "exp1" 4 10 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 993 0 0
"1304" "exp1" 4 11 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 795 65 1
"1304" "exp1" 4 12 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 651 65 1
"1304" "exp1" 4 13 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 963 0 0
"1304" "exp1" 4 14 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 1322 35 1
"1304" "exp1" 4 15 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 611 35 1
"1304" "exp1" 4 16 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 799 0 0
"1304" "exp1" 4 17 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 2 713 85 1
"1304" "exp1" 4 18 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 1443 75 1
"1304" "exp1" 4 19 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 3796 65 1
"1304" "exp1" 4 20 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 761 0 0
"1304" "exp1" 4 21 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 1238 75 1
"1304" "exp1" 4 22 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1049 25 1
"1304" "exp1" 4 23 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 785 45 1
"1304" "exp1" 4 24 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1210 20 1
"1304" "exp1" 4 25 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 815 25 1
"1304" "exp1" 4 26 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 739 25 1
"1304" "exp1" 4 27 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 983 30 1
"1304" "exp1" 4 28 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 742 45 1
"1304" "exp1" 4 29 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1222 0 0
"1304" "exp1" 4 30 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 1336 0 0
"1304" "exp1" 4 31 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 892 75 1
"1304" "exp1" 4 32 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1087 35 1
"1304" "exp1" 4 33 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1609 40 1
"1304" "exp1" 4 34 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 646 75 1
"1304" "exp1" 4 35 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 659 0 0
"1304" "exp1" 4 36 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 900 0 0
"1304" "exp1" 4 37 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 834 25 1
"1304" "exp1" 4 38 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 2 687 35 1
"1304" "exp1" 4 39 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 3121 85 1
"1304" "exp1" 4 40 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 1003 0 0
"1304" "exp1" 4 41 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 1171 75 1
"1304" "exp1" 4 42 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 1333 0 0
"1304" "exp1" 4 43 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 1068 45 1
"1304" "exp1" 4 44 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 997 40 1
"1304" "exp1" 4 45 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1077 15 1
"1304" "exp1" 4 46 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 1153 75 1
"1304" "exp1" 4 47 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1033 0 0
"1304" "exp1" 4 48 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 1214 0 0
"1304" "exp1" 4 49 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1251 0 0
"1304" "exp1" 4 50 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1017 35 1
"1304" "exp1" 4 51 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 2577 0 0
"1304" "exp1" 4 52 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 2345 25 1
"1304" "exp1" 4 53 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1270 45 1
"1304" "exp1" 4 54 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1425 0 0
"1304" "exp1" 4 55 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 794 35 1
"1304" "exp1" 4 56 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 846 0 0
"1304" "exp1" 4 57 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1029 20 1
"1304" "exp1" 4 58 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 692 25 1
"1304" "exp1" 4 59 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 1338 15 1
"1304" "exp1" 4 60 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 918 75 1
"1304" "exp1" 5 1 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 2817 35 1
"1304" "exp1" 5 2 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 1927 0 0
"1304" "exp1" 5 3 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 822 0 0
"1304" "exp1" 5 4 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 761 65 1
"1304" "exp1" 5 5 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 911 75 1
"1304" "exp1" 5 6 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1375 30 1
"1304" "exp1" 5 7 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1240 40 1
"1304" "exp1" 5 8 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1031 0 0
"1304" "exp1" 5 9 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 2012 0 0
"1304" "exp1" 5 10 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 2295 0 0
"1304" "exp1" 5 11 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 1914 45 1
"1304" "exp1" 5 12 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 965 0 0
"1304" "exp1" 5 13 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 874 0 0
"1304" "exp1" 5 14 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 960 75 1
"1304" "exp1" 5 15 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 887 40 1
"1304" "exp1" 5 16 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1076 20 1
"1304" "exp1" 5 17 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 748 65 1
"1304" "exp1" 5 18 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 930 0 0
"1304" "exp1" 5 19 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 2225 45 1
"1304" "exp1" 5 20 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 2357 15 1
"1304" "exp1" 5 21 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1159 30 1
"1304" "exp1" 5 22 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 935 65 1
"1304" "exp1" 5 23 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 2108 0 0
"1304" "exp1" 5 24 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 1170 0 0
"1304" "exp1" 5 25 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 851 25 1
"1304" "exp1" 5 26 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 1481 15 1
"1304" "exp1" 5 27 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 790 75 1
"1304" "exp1" 5 28 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 954 0 0
"1304" "exp1" 5 29 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 828 45 1
"1304" "exp1" 5 30 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 3634 45 1
"1304" "exp1" 5 31 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 763 35 1
"1304" "exp1" 5 32 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 673 75 1
"1304" "exp1" 5 33 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 688 75 1
"1304" "exp1" 5 34 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 787 75 1
"1304" "exp1" 5 35 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 863 35 1
"1304" "exp1" 5 36 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 743 35 1
"1304" "exp1" 5 37 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1055 85 1
"1304" "exp1" 5 38 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 2516 35 1
"1304" "exp1" 5 39 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 797 45 1
"1304" "exp1" 5 40 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1153 25 1
"1304" "exp1" 5 41 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 826 20 1
"1304" "exp1" 5 42 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 749 65 1
"1304" "exp1" 5 43 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 680 45 1
"1304" "exp1" 5 44 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 753 30 1
"1304" "exp1" 5 45 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1937 40 1
"1304" "exp1" 5 46 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 877 25 1
"1304" "exp1" 5 47 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 682 25 1
"1304" "exp1" 5 48 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 2 2021 0 0
"1304" "exp1" 5 49 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 909 0 0
"1304" "exp1" 5 50 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1166 25 1
"1304" "exp1" 5 51 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1197 0 0
"1304" "exp1" 5 52 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 785 0 0
"1304" "exp1" 5 53 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 877 0 0
"1304" "exp1" 5 54 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1022 20 1
"1304" "exp1" 5 55 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1468 25 1
"1304" "exp1" 5 56 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 655 65 1
"1304" "exp1" 5 57 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 655 65 1
"1304" "exp1" 5 58 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 983 0 0
"1304" "exp1" 5 59 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1610 15 1
"1304" "exp1" 5 60 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 1309 0 0
"1304" "exp1" 6 1 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1084 35 1
"1304" "exp1" 6 2 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 2025 45 1
"1304" "exp1" 6 3 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1048 25 1
"1304" "exp1" 6 4 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 625 65 1
"1304" "exp1" 6 5 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 552 0 0
"1304" "exp1" 6 6 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 825 25 1
"1304" "exp1" 6 7 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 573 35 1
"1304" "exp1" 6 8 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 894 20 1
"1304" "exp1" 6 9 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 1262 75 1
"1304" "exp1" 6 10 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 633 0 0
"1304" "exp1" 6 11 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 832 35 1
"1304" "exp1" 6 12 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 821 25 1
"1304" "exp1" 6 13 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 859 30 1
"1304" "exp1" 6 14 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 624 65 1
"1304" "exp1" 6 15 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 742 0 0
"1304" "exp1" 6 16 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 804 65 1
"1304" "exp1" 6 17 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 476 75 1
"1304" "exp1" 6 18 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 730 20 1
"1304" "exp1" 6 19 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 908 45 1
"1304" "exp1" 6 20 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 897 0 0
"1304" "exp1" 6 21 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 665 35 1
"1304" "exp1" 6 22 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 1118 75 1
"1304" "exp1" 6 23 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1040 0 0
"1304" "exp1" 6 24 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 788 25 1
"1304" "exp1" 6 25 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 604 0 0
"1304" "exp1" 6 26 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1031 30 1
"1304" "exp1" 6 27 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1818 40 1
"1304" "exp1" 6 28 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 627 0 0
"1304" "exp1" 6 29 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 694 0 0
"1304" "exp1" 6 30 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 855 0 0
"1304" "exp1" 6 31 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 735 15 1
"1304" "exp1" 6 32 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 628 35 1
"1304" "exp1" 6 33 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 691 35 1
"1304" "exp1" 6 34 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 808 0 0
"1304" "exp1" 6 35 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1063 0 0
"1304" "exp1" 6 36 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 777 30 1
"1304" "exp1" 6 37 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 760 15 1
"1304" "exp1" 6 38 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 603 20 1
"1304" "exp1" 6 39 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 2 767 0 0
"1304" "exp1" 6 40 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 1098 15 1
"1304" "exp1" 6 41 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 967 25 1
"1304" "exp1" 6 42 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 777 45 1
"1304" "exp1" 6 43 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 927 0 0
"1304" "exp1" 6 44 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 727 45 1
"1304" "exp1" 6 45 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 735 20 1
"1304" "exp1" 6 46 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 778 25 1
"1304" "exp1" 6 47 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 731 15 1
"1304" "exp1" 6 48 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 532 30 1
"1304" "exp1" 6 49 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 570 75 1
"1304" "exp1" 6 50 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1043 65 1
"1304" "exp1" 6 51 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 2 987 0 0
"1304" "exp1" 6 52 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2072 0 0
"1304" "exp1" 6 53 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 867 45 1
"1304" "exp1" 6 54 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 837 0 0
"1304" "exp1" 6 55 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 1903 15 1
"1304" "exp1" 6 56 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 801 75 1
"1304" "exp1" 6 57 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 697 75 1
"1304" "exp1" 6 58 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1038 45 1
"1304" "exp1" 6 59 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 1260 0 0
"1304" "exp1" 6 60 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 899 65 1
"1304" "exp1" 7 1 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 931 0 0
"1304" "exp1" 7 2 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 634 75 1
"1304" "exp1" 7 3 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 830 0 0
"1304" "exp1" 7 4 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 590 0 0
"1304" "exp1" 7 5 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 1681 75 1
"1304" "exp1" 7 6 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 630 40 1
"1304" "exp1" 7 7 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 769 35 1
"1304" "exp1" 7 8 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 1130 75 1
"1304" "exp1" 7 9 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 842 40 1
"1304" "exp1" 7 10 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 713 20 1
"1304" "exp1" 7 11 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 496 20 1
"1304" "exp1" 7 12 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 749 30 1
"1304" "exp1" 7 13 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 2 819 35 1
"1304" "exp1" 7 14 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 1872 0 0
"1304" "exp1" 7 15 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 932 75 1
"1304" "exp1" 7 16 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 654 45 1
"1304" "exp1" 7 17 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 662 0 0
"1304" "exp1" 7 18 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 978 75 1
"1304" "exp1" 7 19 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1956 40 1
"1304" "exp1" 7 20 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 6318 25 1
"1304" "exp1" 7 21 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 791 0 0
"1304" "exp1" 7 22 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 2504 35 1
"1304" "exp1" 7 23 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1058 25 1
"1304" "exp1" 7 24 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 1729 0 0
"1304" "exp1" 7 25 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2040 40 1
"1304" "exp1" 7 26 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 922 0 0
"1304" "exp1" 7 27 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 982 0 0
"1304" "exp1" 7 28 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 758 15 1
"1304" "exp1" 7 29 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 981 30 1
"1304" "exp1" 7 30 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 568 75 1
"1304" "exp1" 7 31 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 815 20 1
"1304" "exp1" 7 32 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 1525 35 1
"1304" "exp1" 7 33 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 856 45 1
"1304" "exp1" 7 34 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 593 0 0
"1304" "exp1" 7 35 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 928 25 1
"1304" "exp1" 7 36 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 868 25 1
"1304" "exp1" 7 37 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 604 45 1
"1304" "exp1" 7 38 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1385 65 1
"1304" "exp1" 7 39 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 856 25 1
"1304" "exp1" 7 40 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1515 65 1
"1304" "exp1" 7 41 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 736 65 1
"1304" "exp1" 7 42 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 990 20 1
"1304" "exp1" 7 43 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 816 0 0
"1304" "exp1" 7 44 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 727 0 0
"1304" "exp1" 7 45 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 1176 35 1
"1304" "exp1" 7 46 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 940 0 0
"1304" "exp1" 7 47 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 2052 0 0
"1304" "exp1" 7 48 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 1970 15 1
"1304" "exp1" 7 49 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 709 35 1
"1304" "exp1" 7 50 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 1463 65 1
"1304" "exp1" 7 51 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 526 75 1
"1304" "exp1" 7 52 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 932 0 0
"1304" "exp1" 7 53 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 602 0 0
"1304" "exp1" 7 54 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1300 15 1
"1304" "exp1" 7 55 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 2034 0 0
"1304" "exp1" 7 56 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 1985 65 1
"1304" "exp1" 7 57 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 1123 35 1
"1304" "exp1" 7 58 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 941 30 1
"1304" "exp1" 7 59 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 705 45 1
"1304" "exp1" 7 60 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1372 45 1
"1304" "exp1" 8 1 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 4800 0 0
"1304" "exp1" 8 2 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1052 35 1
"1304" "exp1" 8 3 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1264 0 0
"1304" "exp1" 8 4 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 652 75 1
"1304" "exp1" 8 5 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 857 65 1
"1304" "exp1" 8 6 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 937 20 1
"1304" "exp1" 8 7 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2048 40 1
"1304" "exp1" 8 8 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1092 0 0
"1304" "exp1" 8 9 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 997 15 1
"1304" "exp1" 8 10 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 775 0 0
"1304" "exp1" 8 11 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 831 35 1
"1304" "exp1" 8 12 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 871 0 0
"1304" "exp1" 8 13 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 1100 85 1
"1304" "exp1" 8 14 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 928 35 1
"1304" "exp1" 8 15 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 821 65 1
"1304" "exp1" 8 16 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 652 0 0
"1304" "exp1" 8 17 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 575 0 0
"1304" "exp1" 8 18 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 580 65 1
"1304" "exp1" 8 19 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 712 45 1
"1304" "exp1" 8 20 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 767 65 1
"1304" "exp1" 8 21 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 727 25 1
"1304" "exp1" 8 22 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1101 15 1
"1304" "exp1" 8 23 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 2374 0 0
"1304" "exp1" 8 24 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 1470 0 0
"1304" "exp1" 8 25 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 1049 0 0
"1304" "exp1" 8 26 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 879 20 1
"1304" "exp1" 8 27 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 690 40 1
"1304" "exp1" 8 28 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 636 40 1
"1304" "exp1" 8 29 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 802 25 1
"1304" "exp1" 8 30 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 1602 0 0
"1304" "exp1" 8 31 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 829 20 1
"1304" "exp1" 8 32 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 966 0 0
"1304" "exp1" 8 33 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 605 75 1
"1304" "exp1" 8 34 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 1335 0 0
"1304" "exp1" 8 35 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1424 45 1
"1304" "exp1" 8 36 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 1347 0 0
"1304" "exp1" 8 37 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 812 0 0
"1304" "exp1" 8 38 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 770 0 0
"1304" "exp1" 8 39 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 845 0 0
"1304" "exp1" 8 40 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1066 65 1
"1304" "exp1" 8 41 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 611 65 1
"1304" "exp1" 8 42 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 800 25 1
"1304" "exp1" 8 43 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 977 0 0
"1304" "exp1" 8 44 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 1060 65 1
"1304" "exp1" 8 45 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1068 35 1
"1304" "exp1" 8 46 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1102 20 1
"1304" "exp1" 8 47 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 699 45 1
"1304" "exp1" 8 48 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 879 30 1
"1304" "exp1" 8 49 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 939 85 1
"1304" "exp1" 8 50 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 646 45 1
"1304" "exp1" 8 51 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 732 0 0
"1304" "exp1" 8 52 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 678 35 1
"1304" "exp1" 8 53 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 1183 75 1
"1304" "exp1" 8 54 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 930 75 1
"1304" "exp1" 8 55 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 815 0 0
"1304" "exp1" 8 56 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 710 75 1
"1304" "exp1" 8 57 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 946 25 1
"1304" "exp1" 8 58 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 933 25 1
"1304" "exp1" 8 59 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 918 75 1
"1304" "exp1" 8 60 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 1139 85 1
"1304" "exp1" 9 1 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 728 35 1
"1304" "exp1" 9 2 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 659 45 1
"1304" "exp1" 9 3 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 556 45 1
"1304" "exp1" 9 4 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 696 65 1
"1304" "exp1" 9 5 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 1498 15 1
"1304" "exp1" 9 6 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 3141 40 1
"1304" "exp1" 9 7 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 690 0 0
"1304" "exp1" 9 8 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 718 0 0
"1304" "exp1" 9 9 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 989 75 1
"1304" "exp1" 9 10 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 658 0 0
"1304" "exp1" 9 11 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 836 25 1
"1304" "exp1" 9 12 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 916 20 1
"1304" "exp1" 9 13 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 1076 65 1
"1304" "exp1" 9 14 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 804 15 1
"1304" "exp1" 9 15 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 1470 25 1
"1304" "exp1" 9 16 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 847 75 1
"1304" "exp1" 9 17 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 632 0 0
"1304" "exp1" 9 18 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 521 0 0
"1304" "exp1" 9 19 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 847 35 1
"1304" "exp1" 9 20 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1015 15 1
"1304" "exp1" 9 21 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 654 30 1
"1304" "exp1" 9 22 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 814 0 0
"1304" "exp1" 9 23 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 838 0 0
"1304" "exp1" 9 24 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 770 45 1
"1304" "exp1" 9 25 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 688 40 1
"1304" "exp1" 9 26 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 582 65 1
"1304" "exp1" 9 27 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 936 0 0
"1304" "exp1" 9 28 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 585 35 1
"1304" "exp1" 9 29 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 536 35 1
"1304" "exp1" 9 30 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 626 30 1
"1304" "exp1" 9 31 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 630 20 1
"1304" "exp1" 9 32 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 669 45 1
"1304" "exp1" 9 33 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 686 75 1
"1304" "exp1" 9 34 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 884 15 1
"1304" "exp1" 9 35 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 641 0 0
"1304" "exp1" 9 36 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 581 75 1
"1304" "exp1" 9 37 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 636 75 1
"1304" "exp1" 9 38 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 787 0 0
"1304" "exp1" 9 39 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 684 65 1
"1304" "exp1" 9 40 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 712 40 1
"1304" "exp1" 9 41 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 848 35 1
"1304" "exp1" 9 42 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 836 15 1
"1304" "exp1" 9 43 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 861 15 1
"1304" "exp1" 9 44 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 811 20 1
"1304" "exp1" 9 45 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 639 45 1
"1304" "exp1" 9 46 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 1138 0 0
"1304" "exp1" 9 47 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 651 20 1
"1304" "exp1" 9 48 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 2386 25 1
"1304" "exp1" 9 49 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1307 0 0
"1304" "exp1" 9 50 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 903 30 1
"1304" "exp1" 9 51 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1004 45 1
"1304" "exp1" 9 52 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 1035 0 0
"1304" "exp1" 9 53 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 1445 0 0
"1304" "exp1" 9 54 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 765 75 1
"1304" "exp1" 9 55 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 1064 35 1
"1304" "exp1" 9 56 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1117 45 1
"1304" "exp1" 9 57 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 898 25 1
"1304" "exp1" 9 58 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 946 0 0
"1304" "exp1" 9 59 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 716 30 1
"1304" "exp1" 9 60 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 639 45 1
"1304" "exp1" 10 1 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 1114 25 1
"1304" "exp1" 10 2 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 756 0 0
"1304" "exp1" 10 3 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 529 0 0
"1304" "exp1" 10 4 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 582 0 0
"1304" "exp1" 10 5 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 789 85 1
"1304" "exp1" 10 6 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 736 0 0
"1304" "exp1" 10 7 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1209 65 1
"1304" "exp1" 10 8 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 760 20 1
"1304" "exp1" 10 9 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 634 25 1
"1304" "exp1" 10 10 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 702 20 1
"1304" "exp1" 10 11 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 880 75 1
"1304" "exp1" 10 12 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 681 0 0
"1304" "exp1" 10 13 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 761 0 0
"1304" "exp1" 10 14 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 779 0 0
"1304" "exp1" 10 15 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 1000 45 1
"1304" "exp1" 10 16 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1519 0 0
"1304" "exp1" 10 17 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 1646 0 0
"1304" "exp1" 10 18 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 620 45 1
"1304" "exp1" 10 19 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 748 65 1
"1304" "exp1" 10 20 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 802 25 1
"1304" "exp1" 10 21 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 2260 0 0
"1304" "exp1" 10 22 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 891 0 0
"1304" "exp1" 10 23 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1187 0 0
"1304" "exp1" 10 24 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 658 0 0
"1304" "exp1" 10 25 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 777 30 1
"1304" "exp1" 10 26 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 945 75 1
"1304" "exp1" 10 27 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1263 0 0
"1304" "exp1" 10 28 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 884 65 1
"1304" "exp1" 10 29 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 703 40 1
"1304" "exp1" 10 30 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 1270 25 1
"1304" "exp1" 10 31 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 892 15 1
"1304" "exp1" 10 32 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 821 75 1
"1304" "exp1" 10 33 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 879 35 1
"1304" "exp1" 10 34 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1196 30 1
"1304" "exp1" 10 35 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 790 65 1
"1304" "exp1" 10 36 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 711 0 0
"1304" "exp1" 10 37 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1003 25 1
"1304" "exp1" 10 38 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 560 45 1
"1304" "exp1" 10 39 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 831 15 1
"1304" "exp1" 10 40 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1436 0 0
"1304" "exp1" 10 41 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 573 45 1
"1304" "exp1" 10 42 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 589 65 1
"1304" "exp1" 10 43 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 985 40 1
"1304" "exp1" 10 44 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1597 0 0
"1304" "exp1" 10 45 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 543 0 0
"1304" "exp1" 10 46 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 681 0 0
"1304" "exp1" 10 47 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 927 0 0
"1304" "exp1" 10 48 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1441 0 0
"1304" "exp1" 10 49 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 831 20 1
"1304" "exp1" 10 50 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1013 0 0
"1304" "exp1" 10 51 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 919 30 1
"1304" "exp1" 10 52 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 964 25 1
"1304" "exp1" 10 53 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1247 35 1
"1304" "exp1" 10 54 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 1511 0 0
"1304" "exp1" 10 55 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 1092 45 1
"1304" "exp1" 10 56 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 715 30 1
"1304" "exp1" 10 57 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 606 75 1
"1304" "exp1" 10 58 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1280 65 1
"1304" "exp1" 10 59 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1361 20 1
"1304" "exp1" 10 60 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 3487 0 0
"1304" "exp1" 11 1 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 925 0 0
"1304" "exp1" 11 2 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 742 65 1
"1304" "exp1" 11 3 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 641 0 0
"1304" "exp1" 11 4 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 877 0 0
"1304" "exp1" 11 5 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 676 40 1
"1304" "exp1" 11 6 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 731 75 1
"1304" "exp1" 11 7 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 901 15 1
"1304" "exp1" 11 8 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 724 0 0
"1304" "exp1" 11 9 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1099 35 1
"1304" "exp1" 11 10 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1066 20 1
"1304" "exp1" 11 11 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 644 25 1
"1304" "exp1" 11 12 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 878 35 1
"1304" "exp1" 11 13 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 790 65 1
"1304" "exp1" 11 14 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 635 65 1
"1304" "exp1" 11 15 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 853 0 0
"1304" "exp1" 11 16 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 3624 15 1
"1304" "exp1" 11 17 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 707 0 0
"1304" "exp1" 11 18 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 745 15 1
"1304" "exp1" 11 19 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 679 35 1
"1304" "exp1" 11 20 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 1989 35 1
"1304" "exp1" 11 21 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 781 20 1
"1304" "exp1" 11 22 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 937 35 1
"1304" "exp1" 11 23 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 2206 30 1
"1304" "exp1" 11 24 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 1062 25 1
"1304" "exp1" 11 25 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 799 20 1
"1304" "exp1" 11 26 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 843 25 1
"1304" "exp1" 11 27 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 1267 0 0
"1304" "exp1" 11 28 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 689 45 1
"1304" "exp1" 11 29 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 812 0 0
"1304" "exp1" 11 30 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 759 75 1
"1304" "exp1" 11 31 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 979 0 0
"1304" "exp1" 11 32 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 688 75 1
"1304" "exp1" 11 33 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 972 15 1
"1304" "exp1" 11 34 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 698 75 1
"1304" "exp1" 11 35 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 742 45 1
"1304" "exp1" 11 36 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 729 40 1
"1304" "exp1" 11 37 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 687 0 0
"1304" "exp1" 11 38 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 767 15 1
"1304" "exp1" 11 39 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 1531 15 1
"1304" "exp1" 11 40 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 705 65 1
"1304" "exp1" 11 41 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 852 0 0
"1304" "exp1" 11 42 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 726 0 0
"1304" "exp1" 11 43 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 783 40 1
"1304" "exp1" 11 44 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 661 0 0
"1304" "exp1" 11 45 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 908 20 1
"1304" "exp1" 11 46 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 1189 15 1
"1304" "exp1" 11 47 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 916 25 1
"1304" "exp1" 11 48 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1070 0 0
"1304" "exp1" 11 49 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 987 65 1
"1304" "exp1" 11 50 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1125 30 1
"1304" "exp1" 11 51 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 1068 0 0
"1304" "exp1" 11 52 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 761 35 1
"1304" "exp1" 11 53 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 702 45 1
"1304" "exp1" 11 54 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 951 45 1
"1304" "exp1" 11 55 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1146 35 1
"1304" "exp1" 11 56 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 749 45 1
"1304" "exp1" 11 57 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 603 25 1
"1304" "exp1" 11 58 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 589 0 0
"1304" "exp1" 11 59 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 681 0 0
"1304" "exp1" 11 60 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 1447 25 1
"1304" "exp1" 12 1 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 870 15 1
"1304" "exp1" 12 2 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 676 45 1
"1304" "exp1" 12 3 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 719 25 1
"1304" "exp1" 12 4 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 678 0 0
"1304" "exp1" 12 5 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1291 40 1
"1304" "exp1" 12 6 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 762 0 0
"1304" "exp1" 12 7 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 593 30 1
"1304" "exp1" 12 8 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 600 75 1
"1304" "exp1" 12 9 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 3155 75 1
"1304" "exp1" 12 10 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 721 0 0
"1304" "exp1" 12 11 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 588 65 1
"1304" "exp1" 12 12 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 752 65 1
"1304" "exp1" 12 13 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 551 0 0
"1304" "exp1" 12 14 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 776 0 0
"1304" "exp1" 12 15 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 1088 85 1
"1304" "exp1" 12 16 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 703 40 1
"1304" "exp1" 12 17 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1408 20 1
"1304" "exp1" 12 18 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 2994 75 1
"1304" "exp1" 12 19 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 1613 75 1
"1304" "exp1" 12 20 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 708 75 1
"1304" "exp1" 12 21 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 977 15 1
"1304" "exp1" 12 22 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 926 25 1
"1304" "exp1" 12 23 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 711 25 1
"1304" "exp1" 12 24 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 821 45 1
"1304" "exp1" 12 25 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 928 25 1
"1304" "exp1" 12 26 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 2000 45 1
"1304" "exp1" 12 27 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 639 35 1
"1304" "exp1" 12 28 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 2 949 0 0
"1304" "exp1" 12 29 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1091 15 1
"1304" "exp1" 12 30 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 799 25 1
"1304" "exp1" 12 31 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 1554 0 0
"1304" "exp1" 12 32 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 966 0 0
"1304" "exp1" 12 33 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 967 35 1
"1304" "exp1" 12 34 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1238 15 1
"1304" "exp1" 12 35 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 1328 0 0
"1304" "exp1" 12 36 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1132 0 0
"1304" "exp1" 12 37 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 948 0 0
"1304" "exp1" 12 38 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 739 0 0
"1304" "exp1" 12 39 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 599 65 1
"1304" "exp1" 12 40 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 700 20 1
"1304" "exp1" 12 41 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1164 25 1
"1304" "exp1" 12 42 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 699 20 1
"1304" "exp1" 12 43 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 1811 0 0
"1304" "exp1" 12 44 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 661 0 0
"1304" "exp1" 12 45 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 2668 35 1
"1304" "exp1" 12 46 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1184 0 0
"1304" "exp1" 12 47 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 695 45 1
"1304" "exp1" 12 48 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 776 40 1
"1304" "exp1" 12 49 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 794 65 1
"1304" "exp1" 12 50 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1880 45 1
"1304" "exp1" 12 51 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 778 20 1
"1304" "exp1" 12 52 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 847 0 0
"1304" "exp1" 12 53 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 996 0 0
"1304" "exp1" 12 54 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 651 0 0
"1304" "exp1" 12 55 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 702 40 1
"1304" "exp1" 12 56 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 642 45 1
"1304" "exp1" 12 57 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 872 65 1
"1304" "exp1" 12 58 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 937 35 1
"1304" "exp1" 12 59 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 2 1284 0 0
"1304" "exp1" 12 60 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1232 0 0
"1304" "exp1" 13 1 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 844 0 0
"1304" "exp1" 13 2 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 858 35 1
"1304" "exp1" 13 3 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 923 0 0
"1304" "exp1" 13 4 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 774 0 0
"1304" "exp1" 13 5 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 748 65 1
"1304" "exp1" 13 6 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 568 75 1
"1304" "exp1" 13 7 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 708 40 1
"1304" "exp1" 13 8 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 778 65 1
"1304" "exp1" 13 9 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 1098 25 1
"1304" "exp1" 13 10 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 915 25 1
"1304" "exp1" 13 11 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 961 35 1
"1304" "exp1" 13 12 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 784 45 1
"1304" "exp1" 13 13 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 566 65 1
"1304" "exp1" 13 14 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1008 30 1
"1304" "exp1" 13 15 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 514 45 1
"1304" "exp1" 13 16 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 665 0 0
"1304" "exp1" 13 17 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 688 0 0
"1304" "exp1" 13 18 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 719 25 1
"1304" "exp1" 13 19 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 626 0 0
"1304" "exp1" 13 20 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 601 25 1
"1304" "exp1" 13 21 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 723 0 0
"1304" "exp1" 13 22 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 977 15 1
"1304" "exp1" 13 23 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 857 75 1
"1304" "exp1" 13 24 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 1099 15 1
"1304" "exp1" 13 25 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 837 0 0
"1304" "exp1" 13 26 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 767 25 1
"1304" "exp1" 13 27 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 632 75 1
"1304" "exp1" 13 28 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 897 30 1
"1304" "exp1" 13 29 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 1633 35 1
"1304" "exp1" 13 30 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 884 15 1
"1304" "exp1" 13 31 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 1171 0 0
"1304" "exp1" 13 32 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 706 75 1
"1304" "exp1" 13 33 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 774 0 0
"1304" "exp1" 13 34 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 970 45 1
"1304" "exp1" 13 35 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1700 0 0
"1304" "exp1" 13 36 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 691 75 1
"1304" "exp1" 13 37 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 1475 0 0
"1304" "exp1" 13 38 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 799 20 1
"1304" "exp1" 13 39 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1353 65 1
"1304" "exp1" 13 40 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 682 40 1
"1304" "exp1" 13 41 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 742 35 1
"1304" "exp1" 13 42 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 772 45 1
"1304" "exp1" 13 43 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 735 0 0
"1304" "exp1" 13 44 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 618 35 1
"1304" "exp1" 13 45 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1074 85 1
"1304" "exp1" 13 46 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 623 0 0
"1304" "exp1" 13 47 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 873 0 0
"1304" "exp1" 13 48 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 665 0 0
"1304" "exp1" 13 49 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 527 0 0
"1304" "exp1" 13 50 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1510 0 0
"1304" "exp1" 13 51 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 564 30 1
"1304" "exp1" 13 52 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 831 35 1
"1304" "exp1" 13 53 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 690 0 0
"1304" "exp1" 13 54 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 603 30 1
"1304" "exp1" 13 55 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 556 75 1
"1304" "exp1" 13 56 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 769 20 1
"1304" "exp1" 13 57 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 803 0 0
"1304" "exp1" 13 58 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 2471 15 1
"1304" "exp1" 13 59 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 787 45 1
"1304" "exp1" 13 60 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 1171 75 1
"1304" "exp1" 14 1 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 574 65 1
"1304" "exp1" 14 2 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 702 45 1
"1304" "exp1" 14 3 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 860 35 1
"1304" "exp1" 14 4 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 1759 15 1
"1304" "exp1" 14 5 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 889 65 1
"1304" "exp1" 14 6 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 677 0 0
"1304" "exp1" 14 7 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 925 15 1
"1304" "exp1" 14 8 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1003 0 0
"1304" "exp1" 14 9 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 1171 75 1
"1304" "exp1" 14 10 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 1703 0 0
"1304" "exp1" 14 11 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 833 25 1
"1304" "exp1" 14 12 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 719 45 1
"1304" "exp1" 14 13 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 1305 45 1
"1304" "exp1" 14 14 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 869 75 1
"1304" "exp1" 14 15 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1685 0 0
"1304" "exp1" 14 16 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2924 40 1
"1304" "exp1" 14 17 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1800 35 1
"1304" "exp1" 14 18 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 980 0 0
"1304" "exp1" 14 19 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 748 35 1
"1304" "exp1" 14 20 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 869 0 0
"1304" "exp1" 14 21 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 937 25 1
"1304" "exp1" 14 22 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 695 30 1
"1304" "exp1" 14 23 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 1344 15 1
"1304" "exp1" 14 24 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 725 15 1
"1304" "exp1" 14 25 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 722 25 1
"1304" "exp1" 14 26 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 863 65 1
"1304" "exp1" 14 27 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 600 0 0
"1304" "exp1" 14 28 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 684 75 1
"1304" "exp1" 14 29 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 751 15 1
"1304" "exp1" 14 30 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 776 0 0
"1304" "exp1" 14 31 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 1044 15 1
"1304" "exp1" 14 32 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1005 0 0
"1304" "exp1" 14 33 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 781 25 1
"1304" "exp1" 14 34 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 1080 75 1
"1304" "exp1" 14 35 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 660 0 0
"1304" "exp1" 14 36 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 681 75 1
"1304" "exp1" 14 37 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1466 45 1
"1304" "exp1" 14 38 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 621 30 1
"1304" "exp1" 14 39 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 649 20 1
"1304" "exp1" 14 40 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 626 45 1
"1304" "exp1" 14 41 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1023 40 1
"1304" "exp1" 14 42 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 823 40 1
"1304" "exp1" 14 43 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 625 0 0
"1304" "exp1" 14 44 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 834 30 1
"1304" "exp1" 14 45 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 580 40 1
"1304" "exp1" 14 46 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 623 0 0
"1304" "exp1" 14 47 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 828 65 1
"1304" "exp1" 14 48 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1212 45 1
"1304" "exp1" 14 49 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 761 20 1
"1304" "exp1" 14 50 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 758 75 1
"1304" "exp1" 14 51 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 785 0 0
"1304" "exp1" 14 52 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 873 45 1
"1304" "exp1" 14 53 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 844 65 1
"1304" "exp1" 14 54 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 700 25 1
"1304" "exp1" 14 55 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 3727 75 1
"1304" "exp1" 14 56 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 677 0 0
"1304" "exp1" 14 57 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 902 25 1
"1304" "exp1" 14 58 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 644 75 1
"1304" "exp1" 14 59 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 838 45 1
"1304" "exp1" 14 60 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 637 30 1
"1304" "exp1" 15 1 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 632 75 1
"1304" "exp1" 15 2 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 782 0 0
"1304" "exp1" 15 3 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 878 0 0
"1304" "exp1" 15 4 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 605 75 1
"1304" "exp1" 15 5 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 820 0 0
"1304" "exp1" 15 6 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 653 75 1
"1304" "exp1" 15 7 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 2158 0 0
"1304" "exp1" 15 8 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1587 20 1
"1304" "exp1" 15 9 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1103 0 0
"1304" "exp1" 15 10 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 959 0 0
"1304" "exp1" 15 11 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 655 35 1
"1304" "exp1" 15 12 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 2067 0 0
"1304" "exp1" 15 13 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 880 35 1
"1304" "exp1" 15 14 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 2921 15 1
"1304" "exp1" 15 15 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 683 0 0
"1304" "exp1" 15 16 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 594 0 0
"1304" "exp1" 15 17 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 697 30 1
"1304" "exp1" 15 18 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 943 25 1
"1304" "exp1" 15 19 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 772 0 0
"1304" "exp1" 15 20 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 844 25 1
"1304" "exp1" 15 21 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 731 65 1
"1304" "exp1" 15 22 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 562 0 0
"1304" "exp1" 15 23 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 648 0 0
"1304" "exp1" 15 24 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 988 30 1
"1304" "exp1" 15 25 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 2477 85 1
"1304" "exp1" 15 26 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 626 75 1
"1304" "exp1" 15 27 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 805 0 0
"1304" "exp1" 15 28 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1785 40 1
"1304" "exp1" 15 29 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1003 25 1
"1304" "exp1" 15 30 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 694 0 0
"1304" "exp1" 15 31 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 971 0 0
"1304" "exp1" 15 32 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 635 75 1
"1304" "exp1" 15 33 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 801 35 1
"1304" "exp1" 15 34 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 615 0 0
"1304" "exp1" 15 35 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 523 45 1
"1304" "exp1" 15 36 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 789 40 1
"1304" "exp1" 15 37 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 913 0 0
"1304" "exp1" 15 38 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1148 45 1
"1304" "exp1" 15 39 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 635 20 1
"1304" "exp1" 15 40 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 655 15 1
"1304" "exp1" 15 41 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 812 25 1
"1304" "exp1" 15 42 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 588 0 0
"1304" "exp1" 15 43 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 814 25 1
"1304" "exp1" 15 44 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1936 20 1
"1304" "exp1" 15 45 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 623 0 0
"1304" "exp1" 15 46 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 622 45 1
"1304" "exp1" 15 47 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 801 20 1
"1304" "exp1" 15 48 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 732 0 0
"1304" "exp1" 15 49 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 733 0 0
"1304" "exp1" 15 50 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 614 45 1
"1304" "exp1" 15 51 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 855 15 1
"1304" "exp1" 15 52 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1807 0 0
"1304" "exp1" 15 53 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 1271 35 1
"1304" "exp1" 15 54 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 985 0 0
"1304" "exp1" 15 55 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 618 35 1
"1304" "exp1" 15 56 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1841 0 0
"1304" "exp1" 15 57 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 654 65 1
"1304" "exp1" 15 58 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 534 45 1
"1304" "exp1" 15 59 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 897 0 0
"1304" "exp1" 15 60 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 596 30 1
"1304" "exp1" 16 1 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 867 45 1
"1304" "exp1" 16 2 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 2325 15 1
"1304" "exp1" 16 3 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 618 0 0
"1304" "exp1" 16 4 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 686 65 1
"1304" "exp1" 16 5 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 1834 0 0
"1304" "exp1" 16 6 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 5547 0 0
"1304" "exp1" 16 7 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 1834 75 1
"1304" "exp1" 16 8 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 628 35 1
"1304" "exp1" 16 9 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 629 0 0
"1304" "exp1" 16 10 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1676 15 1
"1304" "exp1" 16 11 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1696 0 0
"1304" "exp1" 16 12 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 1410 45 1
"1304" "exp1" 16 13 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1614 0 0
"1304" "exp1" 16 14 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 759 30 1
"1304" "exp1" 16 15 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 674 35 1
"1304" "exp1" 16 16 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 643 0 0
"1304" "exp1" 16 17 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 630 0 0
"1304" "exp1" 16 18 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 586 25 1
"1304" "exp1" 16 19 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 629 15 1
"1304" "exp1" 16 20 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 531 0 0
"1304" "exp1" 16 21 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1068 0 0
"1304" "exp1" 16 22 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 607 0 0
"1304" "exp1" 16 23 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 703 35 1
"1304" "exp1" 16 24 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 500 20 1
"1304" "exp1" 16 25 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 895 0 0
"1304" "exp1" 16 26 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 596 65 1
"1304" "exp1" 16 27 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 1220 75 1
"1304" "exp1" 16 28 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 568 45 1
"1304" "exp1" 16 29 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 1820 45 1
"1304" "exp1" 16 30 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 548 0 0
"1304" "exp1" 16 31 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 542 15 1
"1304" "exp1" 16 32 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 1871 15 1
"1304" "exp1" 16 33 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 1203 75 1
"1304" "exp1" 16 34 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 642 35 1
"1304" "exp1" 16 35 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 668 0 0
"1304" "exp1" 16 36 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 450 0 0
"1304" "exp1" 16 37 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 668 45 1
"1304" "exp1" 16 38 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 578 35 1
"1304" "exp1" 16 39 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 579 75 1
"1304" "exp1" 16 40 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1134 20 1
"1304" "exp1" 16 41 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 1013 25 1
"1304" "exp1" 16 42 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 829 35 1
"1304" "exp1" 16 43 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 541 40 1
"1304" "exp1" 16 44 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 552 75 1
"1304" "exp1" 16 45 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 572 35 1
"1304" "exp1" 16 46 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 616 30 1
"1304" "exp1" 16 47 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1811 0 0
"1304" "exp1" 16 48 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1757 25 1
"1304" "exp1" 16 49 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 757 40 1
"1304" "exp1" 16 50 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 633 0 0
"1304" "exp1" 16 51 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 578 0 0
"1304" "exp1" 16 52 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 649 0 0
"1304" "exp1" 16 53 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 567 0 0
"1304" "exp1" 16 54 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 668 0 0
"1304" "exp1" 16 55 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 653 20 1
"1304" "exp1" 16 56 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 984 65 1
"1304" "exp1" 16 57 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 517 25 1
"1304" "exp1" 16 58 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 1173 0 0
"1304" "exp1" 16 59 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 534 65 1
"1304" "exp1" 16 60 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 679 0 0
"1304" "exp1" 17 1 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 614 0 0
"1304" "exp1" 17 2 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 737 0 0
"1304" "exp1" 17 3 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 515 75 1
"1304" "exp1" 17 4 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 655 25 1
"1304" "exp1" 17 5 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 481 35 1
"1304" "exp1" 17 6 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 466 75 1
"1304" "exp1" 17 7 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 513 0 0
"1304" "exp1" 17 8 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 909 0 0
"1304" "exp1" 17 9 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 699 40 1
"1304" "exp1" 17 10 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 697 35 1
"1304" "exp1" 17 11 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 801 65 1
"1304" "exp1" 17 12 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 491 65 1
"1304" "exp1" 17 13 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 579 0 0
"1304" "exp1" 17 14 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 963 45 1
"1304" "exp1" 17 15 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 2081 0 0
"1304" "exp1" 17 16 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 860 15 1
"1304" "exp1" 17 17 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 789 15 1
"1304" "exp1" 17 18 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 781 0 0
"1304" "exp1" 17 19 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 974 15 1
"1304" "exp1" 17 20 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 598 25 1
"1304" "exp1" 17 21 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 1923 15 1
"1304" "exp1" 17 22 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 513 30 1
"1304" "exp1" 17 23 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 899 0 0
"1304" "exp1" 17 24 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 707 75 1
"1304" "exp1" 17 25 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 895 0 0
"1304" "exp1" 17 26 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 636 0 0
"1304" "exp1" 17 27 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 738 45 1
"1304" "exp1" 17 28 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 699 0 0
"1304" "exp1" 17 29 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 610 45 1
"1304" "exp1" 17 30 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 532 30 1
"1304" "exp1" 17 31 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 488 25 1
"1304" "exp1" 17 32 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 891 75 1
"1304" "exp1" 17 33 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 566 35 1
"1304" "exp1" 17 34 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 608 30 1
"1304" "exp1" 17 35 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 595 25 1
"1304" "exp1" 17 36 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 530 20 1
"1304" "exp1" 17 37 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 510 45 1
"1304" "exp1" 17 38 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 643 0 0
"1304" "exp1" 17 39 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 1155 25 1
"1304" "exp1" 17 40 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 534 0 0
"1304" "exp1" 17 41 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 573 0 0
"1304" "exp1" 17 42 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 625 20 1
"1304" "exp1" 17 43 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 766 40 1
"1304" "exp1" 17 44 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 794 35 1
"1304" "exp1" 17 45 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 503 75 1
"1304" "exp1" 17 46 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 563 45 1
"1304" "exp1" 17 47 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 421 45 1
"1304" "exp1" 17 48 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 599 20 1
"1304" "exp1" 17 49 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 537 0 0
"1304" "exp1" 17 50 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 418 65 1
"1304" "exp1" 17 51 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 510 40 1
"1304" "exp1" 17 52 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 559 15 1
"1304" "exp1" 17 53 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 500 20 1
"1304" "exp1" 17 54 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 685 0 0
"1304" "exp1" 17 55 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 723 25 1
"1304" "exp1" 17 56 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 744 15 1
"1304" "exp1" 17 57 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 740 0 0
"1304" "exp1" 17 58 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 595 75 1
"1304" "exp1" 17 59 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 576 0 0
"1304" "exp1" 17 60 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 650 75 1
"1304" "exp1" 18 1 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 554 75 1
"1304" "exp1" 18 2 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 478 45 1
"1304" "exp1" 18 3 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 541 65 1
"1304" "exp1" 18 4 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 2 495 0 0
"1304" "exp1" 18 5 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1032 40 1
"1304" "exp1" 18 6 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 759 45 1
"1304" "exp1" 18 7 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 698 45 1
"1304" "exp1" 18 8 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 1501 0 0
"1304" "exp1" 18 9 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 680 0 0
"1304" "exp1" 18 10 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 1280 65 1
"1304" "exp1" 18 11 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1494 40 1
"1304" "exp1" 18 12 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 1205 0 0
"1304" "exp1" 18 13 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 718 35 1
"1304" "exp1" 18 14 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 587 35 1
"1304" "exp1" 18 15 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1537 65 1
"1304" "exp1" 18 16 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 892 25 1
"1304" "exp1" 18 17 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 6153 35 1
"1304" "exp1" 18 18 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 1327 15 1
"1304" "exp1" 18 19 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 2119 0 0
"1304" "exp1" 18 20 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 589 65 1
"1304" "exp1" 18 21 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1353 25 1
"1304" "exp1" 18 22 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 497 25 1
"1304" "exp1" 18 23 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 641 0 0
"1304" "exp1" 18 24 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 717 45 1
"1304" "exp1" 18 25 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 616 30 1
"1304" "exp1" 18 26 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 634 65 1
"1304" "exp1" 18 27 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 499 65 1
"1304" "exp1" 18 28 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 951 25 1
"1304" "exp1" 18 29 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 778 20 1
"1304" "exp1" 18 30 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 683 0 0
"1304" "exp1" 18 31 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 956 35 1
"1304" "exp1" 18 32 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 705 0 0
"1304" "exp1" 18 33 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 712 0 0
"1304" "exp1" 18 34 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 1639 0 0
"1304" "exp1" 18 35 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 3470 20 1
"1304" "exp1" 18 36 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 537 0 0
"1304" "exp1" 18 37 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 674 75 1
"1304" "exp1" 18 38 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 656 15 1
"1304" "exp1" 18 39 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 622 75 1
"1304" "exp1" 18 40 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 474 30 1
"1304" "exp1" 18 41 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 447 0 0
"1304" "exp1" 18 42 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 812 0 0
"1304" "exp1" 18 43 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 807 20 1
"1304" "exp1" 18 44 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 954 15 1
"1304" "exp1" 18 45 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 632 45 1
"1304" "exp1" 18 46 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 554 25 1
"1304" "exp1" 18 47 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 473 75 1
"1304" "exp1" 18 48 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 676 15 1
"1304" "exp1" 18 49 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 523 75 1
"1304" "exp1" 18 50 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 653 25 1
"1304" "exp1" 18 51 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 683 15 1
"1304" "exp1" 18 52 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 611 25 1
"1304" "exp1" 18 53 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 658 75 1
"1304" "exp1" 18 54 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 478 75 1
"1304" "exp1" 18 55 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 823 15 1
"1304" "exp1" 18 56 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 659 75 1
"1304" "exp1" 18 57 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 585 0 0
"1304" "exp1" 18 58 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 677 45 1
"1304" "exp1" 18 59 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 513 45 1
"1304" "exp1" 18 60 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 624 0 0
"1304" "exp1" 19 1 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 749 40 1
"1304" "exp1" 19 2 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 629 0 0
"1304" "exp1" 19 3 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 473 75 1
"1304" "exp1" 19 4 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 1030 25 1
"1304" "exp1" 19 5 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 630 0 0
"1304" "exp1" 19 6 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 709 0 0
"1304" "exp1" 19 7 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 560 0 0
"1304" "exp1" 19 8 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 626 0 0
"1304" "exp1" 19 9 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 960 35 1
"1304" "exp1" 19 10 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 874 25 1
"1304" "exp1" 19 11 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 2 861 55 1
"1304" "exp1" 19 12 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 925 35 1
"1304" "exp1" 19 13 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 957 0 0
"1304" "exp1" 19 14 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 580 0 0
"1304" "exp1" 19 15 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 607 0 0
"1304" "exp1" 19 16 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 929 30 1
"1304" "exp1" 19 17 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 752 20 1
"1304" "exp1" 19 18 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1008 0 0
"1304" "exp1" 19 19 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 2446 30 1
"1304" "exp1" 19 20 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 719 20 1
"1304" "exp1" 19 21 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 635 75 1
"1304" "exp1" 19 22 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 652 65 1
"1304" "exp1" 19 23 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 1485 15 1
"1304" "exp1" 19 24 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 794 65 1
"1304" "exp1" 19 25 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 1304 15 1
"1304" "exp1" 19 26 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 658 45 1
"1304" "exp1" 19 27 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 1261 25 1
"1304" "exp1" 19 28 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 659 0 0
"1304" "exp1" 19 29 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 738 0 0
"1304" "exp1" 19 30 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 813 25 1
"1304" "exp1" 19 31 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 964 15 1
"1304" "exp1" 19 32 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 645 15 1
"1304" "exp1" 19 33 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 729 35 1
"1304" "exp1" 19 34 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 748 20 1
"1304" "exp1" 19 35 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 999 0 0
"1304" "exp1" 19 36 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 786 15 1
"1304" "exp1" 19 37 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1047 65 1
"1304" "exp1" 19 38 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 789 30 1
"1304" "exp1" 19 39 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 888 65 1
"1304" "exp1" 19 40 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 872 0 0
"1304" "exp1" 19 41 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 859 0 0
"1304" "exp1" 19 42 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 675 35 1
"1304" "exp1" 19 43 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 793 25 1
"1304" "exp1" 19 44 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 641 35 1
"1304" "exp1" 19 45 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 1669 25 1
"1304" "exp1" 19 46 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1191 65 1
"1304" "exp1" 19 47 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 869 40 1
"1304" "exp1" 19 48 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1090 0 0
"1304" "exp1" 19 49 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 2 558 0 0
"1304" "exp1" 19 50 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 3220 0 0
"1304" "exp1" 19 51 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 857 75 1
"1304" "exp1" 19 52 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 764 15 1
"1304" "exp1" 19 53 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1066 35 1
"1304" "exp1" 19 54 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 657 75 1
"1304" "exp1" 19 55 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 1051 0 0
"1304" "exp1" 19 56 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 661 45 1
"1304" "exp1" 19 57 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 1032 0 0
"1304" "exp1" 19 58 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 583 45 1
"1304" "exp1" 19 59 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 971 65 1
"1304" "exp1" 19 60 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 863 75 1
"1304" "exp1" 20 1 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1495 25 1
"1304" "exp1" 20 2 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 996 25 1
"1304" "exp1" 20 3 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 839 0 0
"1304" "exp1" 20 4 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 876 40 1
"1304" "exp1" 20 5 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 661 45 1
"1304" "exp1" 20 6 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 774 20 1
"1304" "exp1" 20 7 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 595 0 0
"1304" "exp1" 20 8 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 1319 0 0
"1304" "exp1" 20 9 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 675 15 1
"1304" "exp1" 20 10 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 871 45 1
"1304" "exp1" 20 11 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 892 20 1
"1304" "exp1" 20 12 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 705 0 0
"1304" "exp1" 20 13 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 2441 75 1
"1304" "exp1" 20 14 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 903 65 1
"1304" "exp1" 20 15 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 753 0 0
"1304" "exp1" 20 16 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1139 0 0
"1304" "exp1" 20 17 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 713 75 1
"1304" "exp1" 20 18 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 1364 15 1
"1304" "exp1" 20 19 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 718 75 1
"1304" "exp1" 20 20 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1043 40 1
"1304" "exp1" 20 21 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 921 0 0
"1304" "exp1" 20 22 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 993 15 1
"1304" "exp1" 20 23 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 619 40 1
"1304" "exp1" 20 24 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 594 75 1
"1304" "exp1" 20 25 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 651 0 0
"1304" "exp1" 20 26 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 690 0 0
"1304" "exp1" 20 27 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 862 25 1
"1304" "exp1" 20 28 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 1359 0 0
"1304" "exp1" 20 29 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 826 15 1
"1304" "exp1" 20 30 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 759 0 0
"1304" "exp1" 20 31 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1432 65 1
"1304" "exp1" 20 32 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 635 0 0
"1304" "exp1" 20 33 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 916 25 1
"1304" "exp1" 20 34 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 806 25 1
"1304" "exp1" 20 35 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 645 0 0
"1304" "exp1" 20 36 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 590 30 1
"1304" "exp1" 20 37 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 840 45 1
"1304" "exp1" 20 38 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 643 25 1
"1304" "exp1" 20 39 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 1111 0 0
"1304" "exp1" 20 40 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 781 15 1
"1304" "exp1" 20 41 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 816 0 0
"1304" "exp1" 20 42 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 780 0 0
"1304" "exp1" 20 43 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 928 25 1
"1304" "exp1" 20 44 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 573 30 1
"1304" "exp1" 20 45 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 768 65 1
"1304" "exp1" 20 46 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 735 0 0
"1304" "exp1" 20 47 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 645 75 1
"1304" "exp1" 20 48 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 710 35 1
"1304" "exp1" 20 49 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 610 65 1
"1304" "exp1" 20 50 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 788 35 1
"1304" "exp1" 20 51 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 733 0 0
"1304" "exp1" 20 52 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 568 75 1
"1304" "exp1" 20 53 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 626 45 1
"1304" "exp1" 20 54 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 694 75 1
"1304" "exp1" 20 55 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 719 0 0
"1304" "exp1" 20 56 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 547 45 1
"1304" "exp1" 20 57 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 686 20 1
"1304" "exp1" 20 58 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 599 40 1
"1304" "exp1" 20 59 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 633 30 1
"1304" "exp1" 20 60 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 581 20 1
"1305" "exp1" 1 1 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 2 500 0 0
"1305" "exp1" 1 2 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 424 0 0
"1305" "exp1" 1 3 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 523 0 0
"1305" "exp1" 1 4 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 687 75 1
"1305" "exp1" 1 5 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 923 0 0
"1305" "exp1" 1 6 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 1011 75 1
"1305" "exp1" 1 7 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 417 75 1
"1305" "exp1" 1 8 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 2 424 0 0
"1305" "exp1" 1 9 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 701 80 1
"1305" "exp1" 1 10 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 707 0 0
"1305" "exp1" 1 11 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1449 65 1
"1305" "exp1" 1 12 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 2 765 55 1
"1305" "exp1" 1 13 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 2 776 0 0
"1305" "exp1" 1 14 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 545 75 1
"1305" "exp1" 1 15 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 411 65 1
"1305" "exp1" 1 16 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 618 45 1
"1305" "exp1" 1 17 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 520 75 1
"1305" "exp1" 1 18 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 2 792 0 0
"1305" "exp1" 1 19 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 494 65 1
"1305" "exp1" 1 20 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 554 65 1
"1305" "exp1" 1 21 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 966 0 0
"1305" "exp1" 1 22 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 734 0 0
"1305" "exp1" 1 23 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 652 15 1
"1305" "exp1" 1 24 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 735 0 0
"1305" "exp1" 1 25 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 3160 45 1
"1305" "exp1" 1 26 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 912 0 0
"1305" "exp1" 1 27 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 2 1286 0 0
"1305" "exp1" 1 28 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 2127 0 0
"1305" "exp1" 1 29 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 422 65 1
"1305" "exp1" 1 30 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 324 35 1
"1305" "exp1" 1 31 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 693 65 1
"1305" "exp1" 1 32 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 552 0 0
"1305" "exp1" 1 33 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 722 65 1
"1305" "exp1" 1 34 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 488 60 1
"1305" "exp1" 1 35 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 520 0 0
"1305" "exp1" 1 36 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 850 45 1
"1305" "exp1" 1 37 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 510 85 1
"1305" "exp1" 1 38 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 715 75 1
"1305" "exp1" 1 39 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 484 0 0
"1305" "exp1" 1 40 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 2 1320 0 0
"1305" "exp1" 1 41 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 558 75 1
"1305" "exp1" 1 42 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 687 75 1
"1305" "exp1" 1 43 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 670 0 0
"1305" "exp1" 1 44 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 2 718 0 0
"1305" "exp1" 1 45 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 2 509 0 0
"1305" "exp1" 1 46 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 327 0 0
"1305" "exp1" 1 47 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 2 447 0 0
"1305" "exp1" 1 48 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 390 0 0
"1305" "exp1" 1 49 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 446 70 1
"1305" "exp1" 1 50 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 554 65 1
"1305" "exp1" 1 51 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 742 75 1
"1305" "exp1" 1 52 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 2 511 85 1
"1305" "exp1" 1 53 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 427 0 0
"1305" "exp1" 1 54 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 1083 85 1
"1305" "exp1" 1 55 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 808 0 0
"1305" "exp1" 1 56 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 2 504 0 0
"1305" "exp1" 1 57 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1118 0 0
"1305" "exp1" 1 58 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1200 0 0
"1305" "exp1" 1 59 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1535 15 1
"1305" "exp1" 1 60 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 916 85 1
"1305" "exp1" 2 1 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 583 0 0
"1305" "exp1" 2 2 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 2 600 0 0
"1305" "exp1" 2 3 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 530 0 0
"1305" "exp1" 2 4 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 563 65 1
"1305" "exp1" 2 5 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 1020 0 0
"1305" "exp1" 2 6 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 945 60 1
"1305" "exp1" 2 7 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 971 0 0
"1305" "exp1" 2 8 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 649 0 0
"1305" "exp1" 2 9 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 738 0 0
"1305" "exp1" 2 10 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 630 25 1
"1305" "exp1" 2 11 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1002 15 1
"1305" "exp1" 2 12 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 949 0 0
"1305" "exp1" 2 13 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 543 60 1
"1305" "exp1" 2 14 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 2 721 0 0
"1305" "exp1" 2 15 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 2 1129 55 1
"1305" "exp1" 2 16 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 2 1692 0 0
"1305" "exp1" 2 17 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 585 0 0
"1305" "exp1" 2 18 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 819 0 0
"1305" "exp1" 2 19 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 2 588 0 0
"1305" "exp1" 2 20 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 637 65 1
"1305" "exp1" 2 21 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 608 65 1
"1305" "exp1" 2 22 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 468 0 0
"1305" "exp1" 2 23 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 2 1177 0 0
"1305" "exp1" 2 24 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 1450 0 0
"1305" "exp1" 2 25 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 772 75 1
"1305" "exp1" 2 26 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 574 0 0
"1305" "exp1" 2 27 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 397 0 0
"1305" "exp1" 2 28 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 940 0 0
"1305" "exp1" 2 29 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 578 75 1
"1305" "exp1" 2 30 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 652 65 1
"1305" "exp1" 2 31 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 515 0 0
"1305" "exp1" 2 32 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 799 0 0
"1305" "exp1" 2 33 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 897 75 1
"1305" "exp1" 2 34 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 560 75 1
"1305" "exp1" 2 35 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 2 362 0 0
"1305" "exp1" 2 36 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 1132 0 0
"1305" "exp1" 2 37 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 976 20 1
"1305" "exp1" 2 38 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 536 85 1
"1305" "exp1" 2 39 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1265 30 1
"1305" "exp1" 2 40 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1350 0 0
"1305" "exp1" 2 41 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 676 75 1
"1305" "exp1" 2 42 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 865 25 1
"1305" "exp1" 2 43 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1077 0 0
"1305" "exp1" 2 44 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 697 70 1
"1305" "exp1" 2 45 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 2 631 0 0
"1305" "exp1" 2 46 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1233 15 1
"1305" "exp1" 2 47 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 2 693 0 0
"1305" "exp1" 2 48 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 780 20 1
"1305" "exp1" 2 49 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 956 0 0
"1305" "exp1" 2 50 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 610 0 0
"1305" "exp1" 2 51 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 730 35 1
"1305" "exp1" 2 52 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 2 1123 85 1
"1305" "exp1" 2 53 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 873 0 0
"1305" "exp1" 2 54 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 631 45 1
"1305" "exp1" 2 55 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 600 65 1
"1305" "exp1" 2 56 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1027 20 1
"1305" "exp1" 2 57 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1179 65 1
"1305" "exp1" 2 58 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 991 35 1
"1305" "exp1" 2 59 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 674 35 1
"1305" "exp1" 2 60 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 1056 75 1
"1305" "exp1" 3 1 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 578 75 1
"1305" "exp1" 3 2 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 2 434 0 0
"1305" "exp1" 3 3 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 1026 70 1
"1305" "exp1" 3 4 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 1318 75 1
"1305" "exp1" 3 5 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 650 75 1
"1305" "exp1" 3 6 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 633 0 0
"1305" "exp1" 3 7 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 682 65 1
"1305" "exp1" 3 8 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 763 65 1
"1305" "exp1" 3 9 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1289 0 0
"1305" "exp1" 3 10 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 497 65 1
"1305" "exp1" 3 11 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 411 0 0
"1305" "exp1" 3 12 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1773 25 1
"1305" "exp1" 3 13 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 1124 35 1
"1305" "exp1" 3 14 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 715 65 1
"1305" "exp1" 3 15 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 639 0 0
"1305" "exp1" 3 16 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1292 0 0
"1305" "exp1" 3 17 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1567 0 0
"1305" "exp1" 3 18 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 825 15 1
"1305" "exp1" 3 19 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 569 0 0
"1305" "exp1" 3 20 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 812 65 1
"1305" "exp1" 3 21 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 971 25 1
"1305" "exp1" 3 22 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 2 622 65 1
"1305" "exp1" 3 23 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1117 85 1
"1305" "exp1" 3 24 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1039 35 1
"1305" "exp1" 3 25 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 954 65 1
"1305" "exp1" 3 26 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 2197 85 1
"1305" "exp1" 3 27 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 765 65 1
"1305" "exp1" 3 28 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 698 40 1
"1305" "exp1" 3 29 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1524 0 0
"1305" "exp1" 3 30 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1064 35 1
"1305" "exp1" 3 31 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 1050 0 0
"1305" "exp1" 3 32 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 574 0 0
"1305" "exp1" 3 33 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1117 65 1
"1305" "exp1" 3 34 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 941 75 1
"1305" "exp1" 3 35 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 1100 45 1
"1305" "exp1" 3 36 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 817 30 1
"1305" "exp1" 3 37 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 1330 75 1
"1305" "exp1" 3 38 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 982 65 1
"1305" "exp1" 3 39 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 795 25 1
"1305" "exp1" 3 40 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 826 85 1
"1305" "exp1" 3 41 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 2 958 75 1
"1305" "exp1" 3 42 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 819 45 1
"1305" "exp1" 3 43 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 760 20 1
"1305" "exp1" 3 44 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 1015 45 1
"1305" "exp1" 3 45 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1545 0 0
"1305" "exp1" 3 46 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 905 0 0
"1305" "exp1" 3 47 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 1156 0 0
"1305" "exp1" 3 48 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 913 25 1
"1305" "exp1" 3 49 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 769 75 1
"1305" "exp1" 3 50 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 873 45 1
"1305" "exp1" 3 51 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1012 15 1
"1305" "exp1" 3 52 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 603 75 1
"1305" "exp1" 3 53 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 646 70 1
"1305" "exp1" 3 54 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1160 60 1
"1305" "exp1" 3 55 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 886 20 1
"1305" "exp1" 3 56 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 657 75 1
"1305" "exp1" 3 57 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 1284 0 0
"1305" "exp1" 3 58 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 753 65 1
"1305" "exp1" 3 59 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 874 25 1
"1305" "exp1" 3 60 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1087 45 1
"1305" "exp1" 4 1 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 565 85 1
"1305" "exp1" 4 2 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1213 20 1
"1305" "exp1" 4 3 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 695 0 0
"1305" "exp1" 4 4 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 661 85 1
"1305" "exp1" 4 5 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 815 0 0
"1305" "exp1" 4 6 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 786 30 1
"1305" "exp1" 4 7 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 534 0 0
"1305" "exp1" 4 8 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 866 65 1
"1305" "exp1" 4 9 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 506 65 1
"1305" "exp1" 4 10 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 2 498 0 0
"1305" "exp1" 4 11 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 1276 0 0
"1305" "exp1" 4 12 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 2 490 85 1
"1305" "exp1" 4 13 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1015 0 0
"1305" "exp1" 4 14 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 970 0 0
"1305" "exp1" 4 15 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1388 0 0
"1305" "exp1" 4 16 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 2 1575 0 0
"1305" "exp1" 4 17 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 691 80 1
"1305" "exp1" 4 18 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 1710 0 0
"1305" "exp1" 4 19 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 1140 0 0
"1305" "exp1" 4 20 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 747 75 1
"1305" "exp1" 4 21 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 892 15 1
"1305" "exp1" 4 22 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1871 45 1
"1305" "exp1" 4 23 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 800 80 1
"1305" "exp1" 4 24 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 517 0 0
"1305" "exp1" 4 25 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 2 458 75 1
"1305" "exp1" 4 26 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 881 45 1
"1305" "exp1" 4 27 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 762 40 1
"1305" "exp1" 4 28 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 876 0 0
"1305" "exp1" 4 29 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 1359 0 0
"1305" "exp1" 4 30 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 2 745 55 1
"1305" "exp1" 4 31 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 860 75 1
"1305" "exp1" 4 32 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 804 65 1
"1305" "exp1" 4 33 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 825 25 1
"1305" "exp1" 4 34 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 805 0 0
"1305" "exp1" 4 35 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 2 931 75 1
"1305" "exp1" 4 36 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 600 0 0
"1305" "exp1" 4 37 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 669 65 1
"1305" "exp1" 4 38 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 714 45 1
"1305" "exp1" 4 39 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 1339 65 1
"1305" "exp1" 4 40 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 757 75 1
"1305" "exp1" 4 41 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 869 65 1
"1305" "exp1" 4 42 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 629 65 1
"1305" "exp1" 4 43 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 2 705 75 1
"1305" "exp1" 4 44 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 829 0 0
"1305" "exp1" 4 45 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 1107 0 0
"1305" "exp1" 4 46 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 1011 75 1
"1305" "exp1" 4 47 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 2 1249 0 0
"1305" "exp1" 4 48 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 759 0 0
"1305" "exp1" 4 49 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 2066 45 1
"1305" "exp1" 4 50 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1326 0 0
"1305" "exp1" 4 51 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 798 45 1
"1305" "exp1" 4 52 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 640 75 1
"1305" "exp1" 4 53 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1001 35 1
"1305" "exp1" 4 54 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 2 565 0 0
"1305" "exp1" 4 55 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 731 75 1
"1305" "exp1" 4 56 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 613 75 1
"1305" "exp1" 4 57 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 1371 35 1
"1305" "exp1" 4 58 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 2329 0 0
"1305" "exp1" 4 59 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 823 65 1
"1305" "exp1" 4 60 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 999 65 1
"1305" "exp1" 5 1 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 616 0 0
"1305" "exp1" 5 2 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 568 0 0
"1305" "exp1" 5 3 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 541 75 1
"1305" "exp1" 5 4 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 507 65 1
"1305" "exp1" 5 5 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 749 0 0
"1305" "exp1" 5 6 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 2 507 0 0
"1305" "exp1" 5 7 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 535 65 1
"1305" "exp1" 5 8 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 2 701 0 0
"1305" "exp1" 5 9 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 875 65 1
"1305" "exp1" 5 10 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 2 572 0 0
"1305" "exp1" 5 11 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 760 65 1
"1305" "exp1" 5 12 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 729 0 0
"1305" "exp1" 5 13 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 2 553 0 0
"1305" "exp1" 5 14 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 2 824 0 0
"1305" "exp1" 5 15 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 1753 25 1
"1305" "exp1" 5 16 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1094 25 1
"1305" "exp1" 5 17 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 824 0 0
"1305" "exp1" 5 18 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 823 75 1
"1305" "exp1" 5 19 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 970 0 0
"1305" "exp1" 5 20 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 887 0 0
"1305" "exp1" 5 21 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 2 768 75 1
"1305" "exp1" 5 22 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 678 0 0
"1305" "exp1" 5 23 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 1089 45 1
"1305" "exp1" 5 24 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 672 45 1
"1305" "exp1" 5 25 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 525 75 1
"1305" "exp1" 5 26 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 590 0 0
"1305" "exp1" 5 27 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 635 0 0
"1305" "exp1" 5 28 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 586 65 1
"1305" "exp1" 5 29 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1065 60 1
"1305" "exp1" 5 30 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1526 0 0
"1305" "exp1" 5 31 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 652 45 1
"1305" "exp1" 5 32 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 759 0 0
"1305" "exp1" 5 33 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 950 45 1
"1305" "exp1" 5 34 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 841 0 0
"1305" "exp1" 5 35 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 730 35 1
"1305" "exp1" 5 36 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 890 80 1
"1305" "exp1" 5 37 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 894 25 1
"1305" "exp1" 5 38 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 2 488 75 1
"1305" "exp1" 5 39 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 542 75 1
"1305" "exp1" 5 40 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1552 35 1
"1305" "exp1" 5 41 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 620 75 1
"1305" "exp1" 5 42 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 723 0 0
"1305" "exp1" 5 43 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 578 75 1
"1305" "exp1" 5 44 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 592 0 0
"1305" "exp1" 5 45 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 903 25 1
"1305" "exp1" 5 46 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 708 0 0
"1305" "exp1" 5 47 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 2 982 0 0
"1305" "exp1" 5 48 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 1001 65 1
"1305" "exp1" 5 49 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 2 1080 0 0
"1305" "exp1" 5 50 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1607 35 1
"1305" "exp1" 5 51 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 615 20 1
"1305" "exp1" 5 52 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 648 0 0
"1305" "exp1" 5 53 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 729 30 1
"1305" "exp1" 5 54 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 885 85 1
"1305" "exp1" 5 55 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 1020 0 0
"1305" "exp1" 5 56 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 1064 0 0
"1305" "exp1" 5 57 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1061 45 1
"1305" "exp1" 5 58 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 938 20 1
"1305" "exp1" 5 59 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1667 0 0
"1305" "exp1" 5 60 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 1954 0 0
"1305" "exp1" 6 1 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 2 771 75 1
"1305" "exp1" 6 2 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 2 542 0 0
"1305" "exp1" 6 3 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 581 65 1
"1305" "exp1" 6 4 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 1174 15 1
"1305" "exp1" 6 5 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 771 75 1
"1305" "exp1" 6 6 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 673 0 0
"1305" "exp1" 6 7 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 2 958 0 0
"1305" "exp1" 6 8 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 2 1110 75 1
"1305" "exp1" 6 9 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 862 20 1
"1305" "exp1" 6 10 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 2 491 0 0
"1305" "exp1" 6 11 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 640 40 1
"1305" "exp1" 6 12 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 478 0 0
"1305" "exp1" 6 13 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 395 0 0
"1305" "exp1" 6 14 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 464 65 1
"1305" "exp1" 6 15 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 467 60 1
"1305" "exp1" 6 16 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 2 524 0 0
"1305" "exp1" 6 17 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 656 35 1
"1305" "exp1" 6 18 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 729 25 1
"1305" "exp1" 6 19 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 2 497 0 0
"1305" "exp1" 6 20 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 787 70 1
"1305" "exp1" 6 21 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 596 75 1
"1305" "exp1" 6 22 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 678 0 0
"1305" "exp1" 6 23 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 973 75 1
"1305" "exp1" 6 24 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 2 1116 0 0
"1305" "exp1" 6 25 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 824 40 1
"1305" "exp1" 6 26 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 654 45 1
"1305" "exp1" 6 27 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 605 75 1
"1305" "exp1" 6 28 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 539 0 0
"1305" "exp1" 6 29 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 479 60 1
"1305" "exp1" 6 30 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 2 439 0 0
"1305" "exp1" 6 31 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 881 45 1
"1305" "exp1" 6 32 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1119 35 1
"1305" "exp1" 6 33 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 698 0 0
"1305" "exp1" 6 34 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 865 0 0
"1305" "exp1" 6 35 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 658 0 0
"1305" "exp1" 6 36 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 1488 0 0
"1305" "exp1" 6 37 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 769 25 1
"1305" "exp1" 6 38 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 828 0 0
"1305" "exp1" 6 39 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 569 0 0
"1305" "exp1" 6 40 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 547 85 1
"1305" "exp1" 6 41 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 834 75 1
"1305" "exp1" 6 42 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 498 65 1
"1305" "exp1" 6 43 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 363 75 1
"1305" "exp1" 6 44 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 2 905 0 0
"1305" "exp1" 6 45 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 646 75 1
"1305" "exp1" 6 46 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 823 70 1
"1305" "exp1" 6 47 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 2 539 35 1
"1305" "exp1" 6 48 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 698 0 0
"1305" "exp1" 6 49 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 518 0 0
"1305" "exp1" 6 50 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 2 583 0 0
"1305" "exp1" 6 51 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 846 65 1
"1305" "exp1" 6 52 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 827 0 0
"1305" "exp1" 6 53 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 704 70 1
"1305" "exp1" 6 54 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 868 35 1
"1305" "exp1" 6 55 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 485 0 0
"1305" "exp1" 6 56 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 1255 0 0
"1305" "exp1" 6 57 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 2 1141 0 0
"1305" "exp1" 6 58 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1131 0 0
"1305" "exp1" 6 59 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 590 0 0
"1305" "exp1" 6 60 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 941 0 0
"1305" "exp1" 7 1 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 810 45 1
"1305" "exp1" 7 2 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 428 0 0
"1305" "exp1" 7 3 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 441 45 1
"1305" "exp1" 7 4 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 678 0 0
"1305" "exp1" 7 5 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 524 0 0
"1305" "exp1" 7 6 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 827 0 0
"1305" "exp1" 7 7 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 963 0 0
"1305" "exp1" 7 8 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 2 1083 0 0
"1305" "exp1" 7 9 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 481 65 1
"1305" "exp1" 7 10 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 2 466 0 0
"1305" "exp1" 7 11 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 485 0 0
"1305" "exp1" 7 12 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 687 75 1
"1305" "exp1" 7 13 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 559 65 1
"1305" "exp1" 7 14 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 510 0 0
"1305" "exp1" 7 15 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 714 0 0
"1305" "exp1" 7 16 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 518 65 1
"1305" "exp1" 7 17 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 674 35 1
"1305" "exp1" 7 18 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 473 30 1
"1305" "exp1" 7 19 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 653 75 1
"1305" "exp1" 7 20 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 515 75 1
"1305" "exp1" 7 21 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 434 45 1
"1305" "exp1" 7 22 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 2 375 35 1
"1305" "exp1" 7 23 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 589 75 1
"1305" "exp1" 7 24 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 665 0 0
"1305" "exp1" 7 25 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 508 0 0
"1305" "exp1" 7 26 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 623 75 1
"1305" "exp1" 7 27 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 824 45 1
"1305" "exp1" 7 28 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 2 579 85 1
"1305" "exp1" 7 29 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 847 25 1
"1305" "exp1" 7 30 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 579 0 0
"1305" "exp1" 7 31 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 2 593 0 0
"1305" "exp1" 7 32 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1284 0 0
"1305" "exp1" 7 33 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 937 65 1
"1305" "exp1" 7 34 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 2007 0 0
"1305" "exp1" 7 35 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 724 45 1
"1305" "exp1" 7 36 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 829 35 1
"1305" "exp1" 7 37 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 525 75 1
"1305" "exp1" 7 38 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1265 85 1
"1305" "exp1" 7 39 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 493 75 1
"1305" "exp1" 7 40 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 844 35 1
"1305" "exp1" 7 41 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 586 85 1
"1305" "exp1" 7 42 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 701 85 1
"1305" "exp1" 7 43 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 1161 0 0
"1305" "exp1" 7 44 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 2 1099 0 0
"1305" "exp1" 7 45 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 2 922 0 0
"1305" "exp1" 7 46 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 693 0 0
"1305" "exp1" 7 47 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 682 0 0
"1305" "exp1" 7 48 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 917 40 1
"1305" "exp1" 7 49 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 658 45 1
"1305" "exp1" 7 50 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 2 539 0 0
"1305" "exp1" 7 51 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 439 0 0
"1305" "exp1" 7 52 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 878 65 1
"1305" "exp1" 7 53 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 2 559 0 0
"1305" "exp1" 7 54 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 2 824 0 0
"1305" "exp1" 7 55 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 1938 0 0
"1305" "exp1" 7 56 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 806 30 1
"1305" "exp1" 7 57 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 1007 25 1
"1305" "exp1" 7 58 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 630 75 1
"1305" "exp1" 7 59 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 883 65 1
"1305" "exp1" 7 60 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 724 0 0
"1305" "exp1" 8 1 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 697 0 0
"1305" "exp1" 8 2 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 791 15 1
"1305" "exp1" 8 3 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 2 1274 0 0
"1305" "exp1" 8 4 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 822 45 1
"1305" "exp1" 8 5 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 793 30 1
"1305" "exp1" 8 6 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 514 75 1
"1305" "exp1" 8 7 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 638 35 1
"1305" "exp1" 8 8 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 693 30 1
"1305" "exp1" 8 9 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 2 610 65 1
"1305" "exp1" 8 10 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 436 60 1
"1305" "exp1" 8 11 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 619 65 1
"1305" "exp1" 8 12 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 692 60 1
"1305" "exp1" 8 13 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 789 35 1
"1305" "exp1" 8 14 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1060 0 0
"1305" "exp1" 8 15 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 812 75 1
"1305" "exp1" 8 16 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 2 492 75 1
"1305" "exp1" 8 17 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 463 0 0
"1305" "exp1" 8 18 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 2 766 0 0
"1305" "exp1" 8 19 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 2 552 0 0
"1305" "exp1" 8 20 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 577 0 0
"1305" "exp1" 8 21 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 840 45 1
"1305" "exp1" 8 22 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 720 30 1
"1305" "exp1" 8 23 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 988 20 1
"1305" "exp1" 8 24 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 468 0 0
"1305" "exp1" 8 25 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 465 75 1
"1305" "exp1" 8 26 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 317 35 1
"1305" "exp1" 8 27 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 2 439 0 0
"1305" "exp1" 8 28 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 755 45 1
"1305" "exp1" 8 29 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 2 695 75 1
"1305" "exp1" 8 30 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 894 45 1
"1305" "exp1" 8 31 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 454 75 1
"1305" "exp1" 8 32 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 254 0 0
"1305" "exp1" 8 33 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 402 60 1
"1305" "exp1" 8 34 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 511 0 0
"1305" "exp1" 8 35 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 753 35 1
"1305" "exp1" 8 36 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 786 15 1
"1305" "exp1" 8 37 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 814 0 0
"1305" "exp1" 8 38 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 543 75 1
"1305" "exp1" 8 39 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 785 80 1
"1305" "exp1" 8 40 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 2 675 75 1
"1305" "exp1" 8 41 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 2 641 0 0
"1305" "exp1" 8 42 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 2 920 0 0
"1305" "exp1" 8 43 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 729 0 0
"1305" "exp1" 8 44 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 694 65 1
"1305" "exp1" 8 45 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 866 0 0
"1305" "exp1" 8 46 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 601 65 1
"1305" "exp1" 8 47 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 805 85 1
"1305" "exp1" 8 48 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1387 0 0
"1305" "exp1" 8 49 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 990 0 0
"1305" "exp1" 8 50 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 565 65 1
"1305" "exp1" 8 51 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 670 0 0
"1305" "exp1" 8 52 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 2 1209 0 0
"1305" "exp1" 8 53 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 690 45 1
"1305" "exp1" 8 54 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 619 65 1
"1305" "exp1" 8 55 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 605 0 0
"1305" "exp1" 8 56 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 936 25 1
"1305" "exp1" 8 57 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 861 0 0
"1305" "exp1" 8 58 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 838 45 1
"1305" "exp1" 8 59 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1188 65 1
"1305" "exp1" 8 60 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 578 75 1
"1305" "exp1" 9 1 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 649 0 0
"1305" "exp1" 9 2 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 403 0 0
"1305" "exp1" 9 3 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 515 0 0
"1305" "exp1" 9 4 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 402 75 1
"1305" "exp1" 9 5 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 2 445 0 0
"1305" "exp1" 9 6 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 721 0 0
"1305" "exp1" 9 7 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 2 746 0 0
"1305" "exp1" 9 8 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 2 690 0 0
"1305" "exp1" 9 9 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 745 65 1
"1305" "exp1" 9 10 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 826 85 1
"1305" "exp1" 9 11 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 925 65 1
"1305" "exp1" 9 12 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 933 75 1
"1305" "exp1" 9 13 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 750 0 0
"1305" "exp1" 9 14 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 468 0 0
"1305" "exp1" 9 15 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 583 0 0
"1305" "exp1" 9 16 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 765 0 0
"1305" "exp1" 9 17 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 750 0 0
"1305" "exp1" 9 18 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 427 65 1
"1305" "exp1" 9 19 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 531 75 1
"1305" "exp1" 9 20 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 381 45 1
"1305" "exp1" 9 21 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 2 399 0 0
"1305" "exp1" 9 22 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 635 60 1
"1305" "exp1" 9 23 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 591 0 0
"1305" "exp1" 9 24 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 675 0 0
"1305" "exp1" 9 25 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 443 70 1
"1305" "exp1" 9 26 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 2 602 0 0
"1305" "exp1" 9 27 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 987 0 0
"1305" "exp1" 9 28 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 807 85 1
"1305" "exp1" 9 29 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 1229 0 0
"1305" "exp1" 9 30 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 1028 0 0
"1305" "exp1" 9 31 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 2 1446 0 0
"1305" "exp1" 9 32 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 843 65 1
"1305" "exp1" 9 33 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 631 75 1
"1305" "exp1" 9 34 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 2 1066 0 0
"1305" "exp1" 9 35 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 588 65 1
"1305" "exp1" 9 36 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 541 75 1
"1305" "exp1" 9 37 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 2 847 0 0
"1305" "exp1" 9 38 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1006 45 1
"1305" "exp1" 9 39 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1174 65 1
"1305" "exp1" 9 40 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1133 0 0
"1305" "exp1" 9 41 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1156 35 1
"1305" "exp1" 9 42 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 1179 0 0
"1305" "exp1" 9 43 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 2 1213 0 0
"1305" "exp1" 9 44 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 922 0 0
"1305" "exp1" 9 45 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1202 40 1
"1305" "exp1" 9 46 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 598 65 1
"1305" "exp1" 9 47 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 2 687 0 0
"1305" "exp1" 9 48 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 2214 60 1
"1305" "exp1" 9 49 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 746 65 1
"1305" "exp1" 9 50 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 691 0 0
"1305" "exp1" 9 51 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 2 827 0 0
"1305" "exp1" 9 52 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1756 45 1
"1305" "exp1" 9 53 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 658 75 1
"1305" "exp1" 9 54 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 2 749 0 0
"1305" "exp1" 9 55 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 811 70 1
"1305" "exp1" 9 56 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 942 0 0
"1305" "exp1" 9 57 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 1231 45 1
"1305" "exp1" 9 58 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 2 1105 0 0
"1305" "exp1" 9 59 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 2 561 75 1
"1305" "exp1" 9 60 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 594 0 0
"1305" "exp1" 10 1 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 2 524 0 0
"1305" "exp1" 10 2 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 413 65 1
"1305" "exp1" 10 3 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 878 25 1
"1305" "exp1" 10 4 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 2 469 0 0
"1305" "exp1" 10 5 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 818 45 1
"1305" "exp1" 10 6 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 706 0 0
"1305" "exp1" 10 7 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 764 65 1
"1305" "exp1" 10 8 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 489 0 0
"1305" "exp1" 10 9 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 931 60 1
"1305" "exp1" 10 10 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 547 65 1
"1305" "exp1" 10 11 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 821 0 0
"1305" "exp1" 10 12 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1597 0 0
"1305" "exp1" 10 13 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 860 25 1
"1305" "exp1" 10 14 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 746 0 0
"1305" "exp1" 10 15 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 699 75 1
"1305" "exp1" 10 16 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 727 60 1
"1305" "exp1" 10 17 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 482 0 0
"1305" "exp1" 10 18 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 507 65 1
"1305" "exp1" 10 19 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 483 0 0
"1305" "exp1" 10 20 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 682 0 0
"1305" "exp1" 10 21 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 507 0 0
"1305" "exp1" 10 22 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 2 1239 0 0
"1305" "exp1" 10 23 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 481 75 1
"1305" "exp1" 10 24 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 493 0 0
"1305" "exp1" 10 25 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 2 469 0 0
"1305" "exp1" 10 26 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 474 0 0
"1305" "exp1" 10 27 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 1039 85 1
"1305" "exp1" 10 28 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1291 65 1
"1305" "exp1" 10 29 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 2 1001 55 1
"1305" "exp1" 10 30 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 1520 75 1
"1305" "exp1" 10 31 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 569 75 1
"1305" "exp1" 10 32 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1054 0 0
"1305" "exp1" 10 33 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 824 0 0
"1305" "exp1" 10 34 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 958 25 1
"1305" "exp1" 10 35 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 2 577 0 0
"1305" "exp1" 10 36 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 2 1516 0 0
"1305" "exp1" 10 37 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 562 0 0
"1305" "exp1" 10 38 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 507 65 1
"1305" "exp1" 10 39 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 736 75 1
"1305" "exp1" 10 40 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 476 0 0
"1305" "exp1" 10 41 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 2 536 0 0
"1305" "exp1" 10 42 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 650 0 0
"1305" "exp1" 10 43 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 2 606 0 0
"1305" "exp1" 10 44 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 657 65 1
"1305" "exp1" 10 45 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 1457 45 1
"1305" "exp1" 10 46 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 995 30 1
"1305" "exp1" 10 47 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 2 1056 0 0
"1305" "exp1" 10 48 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 922 75 1
"1305" "exp1" 10 49 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 767 0 0
"1305" "exp1" 10 50 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 529 0 0
"1305" "exp1" 10 51 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 2 556 0 0
"1305" "exp1" 10 52 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 648 0 0
"1305" "exp1" 10 53 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 506 0 0
"1305" "exp1" 10 54 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 475 0 0
"1305" "exp1" 10 55 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 806 45 1
"1305" "exp1" 10 56 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 587 60 1
"1305" "exp1" 10 57 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 481 75 1
"1305" "exp1" 10 58 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 572 45 1
"1305" "exp1" 10 59 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 675 0 0
"1305" "exp1" 10 60 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 901 0 0
"1305" "exp1" 11 1 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 2 545 65 1
"1305" "exp1" 11 2 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 759 0 0
"1305" "exp1" 11 3 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 614 65 1
"1305" "exp1" 11 4 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 418 15 1
"1305" "exp1" 11 5 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 888 70 1
"1305" "exp1" 11 6 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 568 45 1
"1305" "exp1" 11 7 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 635 0 0
"1305" "exp1" 11 8 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 2 681 0 0
"1305" "exp1" 11 9 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 2 691 0 0
"1305" "exp1" 11 10 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 398 0 0
"1305" "exp1" 11 11 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 525 0 0
"1305" "exp1" 11 12 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 643 25 1
"1305" "exp1" 11 13 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 591 0 0
"1305" "exp1" 11 14 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 426 65 1
"1305" "exp1" 11 15 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1016 25 1
"1305" "exp1" 11 16 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 543 45 1
"1305" "exp1" 11 17 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 1014 15 1
"1305" "exp1" 11 18 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 1003 0 0
"1305" "exp1" 11 19 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 845 0 0
"1305" "exp1" 11 20 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 760 40 1
"1305" "exp1" 11 21 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 923 30 1
"1305" "exp1" 11 22 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 991 65 1
"1305" "exp1" 11 23 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 2 639 0 0
"1305" "exp1" 11 24 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 861 0 0
"1305" "exp1" 11 25 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 657 65 1
"1305" "exp1" 11 26 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 692 75 1
"1305" "exp1" 11 27 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 2 376 75 1
"1305" "exp1" 11 28 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 1322 0 0
"1305" "exp1" 11 29 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 2 569 0 0
"1305" "exp1" 11 30 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 435 0 0
"1305" "exp1" 11 31 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 759 65 1
"1305" "exp1" 11 32 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 653 85 1
"1305" "exp1" 11 33 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 561 0 0
"1305" "exp1" 11 34 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 454 65 1
"1305" "exp1" 11 35 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 440 0 0
"1305" "exp1" 11 36 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 272 85 1
"1305" "exp1" 11 37 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 410 0 0
"1305" "exp1" 11 38 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 237 25 1
"1305" "exp1" 11 39 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 392 0 0
"1305" "exp1" 11 40 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 340 35 1
"1305" "exp1" 11 41 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 386 0 0
"1305" "exp1" 11 42 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 411 0 0
"1305" "exp1" 11 43 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 395 40 1
"1305" "exp1" 11 44 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 482 65 1
"1305" "exp1" 11 45 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 732 35 1
"1305" "exp1" 11 46 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 295 0 0
"1305" "exp1" 11 47 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 2 373 0 0
"1305" "exp1" 11 48 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 258 0 0
"1305" "exp1" 11 49 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 317 65 1
"1305" "exp1" 11 50 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 703 0 0
"1305" "exp1" 11 51 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 2 868 0 0
"1305" "exp1" 11 52 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 319 75 1
"1305" "exp1" 11 53 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 2 275 0 0
"1305" "exp1" 11 54 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 238 30 1
"1305" "exp1" 11 55 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 468 35 1
"1305" "exp1" 11 56 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 2 348 55 1
"1305" "exp1" 11 57 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 2 293 0 0
"1305" "exp1" 11 58 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 560 0 0
"1305" "exp1" 11 59 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 2 345 0 0
"1305" "exp1" 11 60 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 729 0 0
"1305" "exp1" 12 1 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 2 683 65 1
"1305" "exp1" 12 2 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 520 0 0
"1305" "exp1" 12 3 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 466 0 0
"1305" "exp1" 12 4 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 818 45 1
"1305" "exp1" 12 5 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 245 25 1
"1305" "exp1" 12 6 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 480 85 1
"1305" "exp1" 12 7 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 533 35 1
"1305" "exp1" 12 8 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 2 775 85 1
"1305" "exp1" 12 9 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 388 85 1
"1305" "exp1" 12 10 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 376 85 1
"1305" "exp1" 12 11 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 566 0 0
"1305" "exp1" 12 12 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 2 514 0 0
"1305" "exp1" 12 13 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 382 85 1
"1305" "exp1" 12 14 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 590 75 1
"1305" "exp1" 12 15 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 543 0 0
"1305" "exp1" 12 16 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 533 45 1
"1305" "exp1" 12 17 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 711 30 1
"1305" "exp1" 12 18 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 632 40 1
"1305" "exp1" 12 19 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 418 75 1
"1305" "exp1" 12 20 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 476 0 0
"1305" "exp1" 12 21 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 530 0 0
"1305" "exp1" 12 22 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 751 0 0
"1305" "exp1" 12 23 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 619 0 0
"1305" "exp1" 12 24 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 514 45 1
"1305" "exp1" 12 25 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 556 35 1
"1305" "exp1" 12 26 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 442 85 1
"1305" "exp1" 12 27 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 389 0 0
"1305" "exp1" 12 28 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 2 502 0 0
"1305" "exp1" 12 29 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 2 739 65 1
"1305" "exp1" 12 30 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 547 65 1
"1305" "exp1" 12 31 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 308 75 1
"1305" "exp1" 12 32 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 501 0 0
"1305" "exp1" 12 33 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 2 379 0 0
"1305" "exp1" 12 34 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 2 362 0 0
"1305" "exp1" 12 35 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 2 454 0 0
"1305" "exp1" 12 36 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 481 75 1
"1305" "exp1" 12 37 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 2 496 0 0
"1305" "exp1" 12 38 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 2 327 35 1
"1305" "exp1" 12 39 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 2 439 0 0
"1305" "exp1" 12 40 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 495 75 1
"1305" "exp1" 12 41 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 799 60 1
"1305" "exp1" 12 42 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 289 65 1
"1305" "exp1" 12 43 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 364 0 0
"1305" "exp1" 12 44 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 700 0 0
"1305" "exp1" 12 45 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 357 35 1
"1305" "exp1" 12 46 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 434 0 0
"1305" "exp1" 12 47 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 440 0 0
"1305" "exp1" 12 48 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 406 65 1
"1305" "exp1" 12 49 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 2 349 0 0
"1305" "exp1" 12 50 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 340 0 0
"1305" "exp1" 12 51 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 364 75 1
"1305" "exp1" 12 52 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 712 0 0
"1305" "exp1" 12 53 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 1088 25 1
"1305" "exp1" 12 54 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 635 0 0
"1305" "exp1" 12 55 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 2 425 0 0
"1305" "exp1" 12 56 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 2 523 0 0
"1305" "exp1" 12 57 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 420 0 0
"1305" "exp1" 12 58 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 649 0 0
"1305" "exp1" 12 59 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 452 60 1
"1305" "exp1" 12 60 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 318 0 0
"1305" "exp1" 13 1 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 2 600 0 0
"1305" "exp1" 13 2 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 419 0 0
"1305" "exp1" 13 3 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 2 494 65 1
"1305" "exp1" 13 4 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 2 496 0 0
"1305" "exp1" 13 5 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 303 35 1
"1305" "exp1" 13 6 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 696 0 0
"1305" "exp1" 13 7 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 412 65 1
"1305" "exp1" 13 8 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 550 0 0
"1305" "exp1" 13 9 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 513 0 0
"1305" "exp1" 13 10 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 2 481 0 0
"1305" "exp1" 13 11 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 261 85 1
"1305" "exp1" 13 12 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 569 35 1
"1305" "exp1" 13 13 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 484 75 1
"1305" "exp1" 13 14 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1097 35 1
"1305" "exp1" 13 15 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 494 0 0
"1305" "exp1" 13 16 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 430 0 0
"1305" "exp1" 13 17 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 299 0 0
"1305" "exp1" 13 18 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 509 75 1
"1305" "exp1" 13 19 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 2 668 0 0
"1305" "exp1" 13 20 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 2 415 0 0
"1305" "exp1" 13 21 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 2 386 0 0
"1305" "exp1" 13 22 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 2 316 0 0
"1305" "exp1" 13 23 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 533 65 1
"1305" "exp1" 13 24 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 799 0 0
"1305" "exp1" 13 25 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 2 346 0 0
"1305" "exp1" 13 26 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 773 70 1
"1305" "exp1" 13 27 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 992 40 1
"1305" "exp1" 13 28 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 509 0 0
"1305" "exp1" 13 29 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 2 544 0 0
"1305" "exp1" 13 30 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 459 0 0
"1305" "exp1" 13 31 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 2 1024 0 0
"1305" "exp1" 13 32 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 356 65 1
"1305" "exp1" 13 33 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 2 826 0 0
"1305" "exp1" 13 34 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 377 45 1
"1305" "exp1" 13 35 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 330 0 0
"1305" "exp1" 13 36 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 345 45 1
"1305" "exp1" 13 37 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 414 0 0
"1305" "exp1" 13 38 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 325 0 0
"1305" "exp1" 13 39 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 307 0 0
"1305" "exp1" 13 40 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 714 75 1
"1305" "exp1" 13 41 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 390 45 1
"1305" "exp1" 13 42 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 355 70 1
"1305" "exp1" 13 43 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 294 75 1
"1305" "exp1" 13 44 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 281 75 1
"1305" "exp1" 13 45 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 532 0 0
"1305" "exp1" 13 46 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 360 0 0
"1305" "exp1" 13 47 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 2 479 75 1
"1305" "exp1" 13 48 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 2 422 0 0
"1305" "exp1" 13 49 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 469 85 1
"1305" "exp1" 13 50 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 412 75 1
"1305" "exp1" 13 51 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 372 0 0
"1305" "exp1" 13 52 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 630 0 0
"1305" "exp1" 13 53 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 269 15 1
"1305" "exp1" 13 54 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 419 0 0
"1305" "exp1" 13 55 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 418 75 1
"1305" "exp1" 13 56 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 447 0 0
"1305" "exp1" 13 57 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 2 613 0 0
"1305" "exp1" 13 58 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 380 85 1
"1305" "exp1" 13 59 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 307 40 1
"1305" "exp1" 13 60 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 728 0 0
"1305" "exp1" 14 1 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 389 65 1
"1305" "exp1" 14 2 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 168 25 1
"1305" "exp1" 14 3 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 674 0 0
"1305" "exp1" 14 4 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 369 0 0
"1305" "exp1" 14 5 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 2 444 25 1
"1305" "exp1" 14 6 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 801 60 1
"1305" "exp1" 14 7 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 322 0 0
"1305" "exp1" 14 8 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 267 45 1
"1305" "exp1" 14 9 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 447 45 1
"1305" "exp1" 14 10 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 408 65 1
"1305" "exp1" 14 11 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 522 15 1
"1305" "exp1" 14 12 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 2 383 0 0
"1305" "exp1" 14 13 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 2 436 0 0
"1305" "exp1" 14 14 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 367 0 0
"1305" "exp1" 14 15 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 2 735 75 1
"1305" "exp1" 14 16 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 2 350 0 0
"1305" "exp1" 14 17 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 2 254 0 0
"1305" "exp1" 14 18 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 246 0 0
"1305" "exp1" 14 19 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 468 75 1
"1305" "exp1" 14 20 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 361 0 0
"1305" "exp1" 14 21 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 779 70 1
"1305" "exp1" 14 22 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 566 0 0
"1305" "exp1" 14 23 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 2 376 0 0
"1305" "exp1" 14 24 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 342 0 0
"1305" "exp1" 14 25 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 405 85 1
"1305" "exp1" 14 26 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 410 0 0
"1305" "exp1" 14 27 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 476 0 0
"1305" "exp1" 14 28 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 614 35 1
"1305" "exp1" 14 29 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 2 377 0 0
"1305" "exp1" 14 30 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 368 0 0
"1305" "exp1" 14 31 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 2 458 85 1
"1305" "exp1" 14 32 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 604 65 1
"1305" "exp1" 14 33 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 378 65 1
"1305" "exp1" 14 34 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 426 0 0
"1305" "exp1" 14 35 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 738 0 0
"1305" "exp1" 14 36 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 2 586 0 0
"1305" "exp1" 14 37 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 2 626 0 0
"1305" "exp1" 14 38 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 2 400 0 0
"1305" "exp1" 14 39 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 423 60 1
"1305" "exp1" 14 40 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 560 65 1
"1305" "exp1" 14 41 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 407 65 1
"1305" "exp1" 14 42 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 452 0 0
"1305" "exp1" 14 43 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 408 35 1
"1305" "exp1" 14 44 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 599 0 0
"1305" "exp1" 14 45 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 2 729 0 0
"1305" "exp1" 14 46 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 902 75 1
"1305" "exp1" 14 47 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 729 65 1
"1305" "exp1" 14 48 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 527 0 0
"1305" "exp1" 14 49 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1199 25 1
"1305" "exp1" 14 50 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1071 35 1
"1305" "exp1" 14 51 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 716 75 1
"1305" "exp1" 14 52 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 445 0 0
"1305" "exp1" 14 53 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 489 75 1
"1305" "exp1" 14 54 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 483 0 0
"1305" "exp1" 14 55 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 617 45 1
"1305" "exp1" 14 56 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 552 75 1
"1305" "exp1" 14 57 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 418 45 1
"1305" "exp1" 14 58 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 455 65 1
"1305" "exp1" 14 59 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 887 15 1
"1305" "exp1" 14 60 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 574 85 1
"1305" "exp1" 15 1 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 447 0 0
"1305" "exp1" 15 2 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 257 20 1
"1305" "exp1" 15 3 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 270 45 1
"1305" "exp1" 15 4 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 393 0 0
"1305" "exp1" 15 5 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 228 20 1
"1305" "exp1" 15 6 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 299 0 0
"1305" "exp1" 15 7 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 277 0 0
"1305" "exp1" 15 8 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 274 0 0
"1305" "exp1" 15 9 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 2 339 55 1
"1305" "exp1" 15 10 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 258 0 0
"1305" "exp1" 15 11 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 303 75 1
"1305" "exp1" 15 12 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 346 0 0
"1305" "exp1" 15 13 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 564 75 1
"1305" "exp1" 15 14 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 645 65 1
"1305" "exp1" 15 15 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 401 0 0
"1305" "exp1" 15 16 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 511 0 0
"1305" "exp1" 15 17 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 2 904 0 0
"1305" "exp1" 15 18 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 2 424 0 0
"1305" "exp1" 15 19 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 2 455 0 0
"1305" "exp1" 15 20 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 2 842 0 0
"1305" "exp1" 15 21 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 2 1216 0 0
"1305" "exp1" 15 22 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 2 800 0 0
"1305" "exp1" 15 23 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 1424 0 0
"1305" "exp1" 15 24 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 2 1008 85 1
"1305" "exp1" 15 25 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1401 30 1
"1305" "exp1" 15 26 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 510 0 0
"1305" "exp1" 15 27 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 670 20 1
"1305" "exp1" 15 28 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 759 75 1
"1305" "exp1" 15 29 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 856 0 0
"1305" "exp1" 15 30 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 614 75 1
"1305" "exp1" 15 31 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 434 75 1
"1305" "exp1" 15 32 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 696 65 1
"1305" "exp1" 15 33 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 736 25 1
"1305" "exp1" 15 34 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 520 0 0
"1305" "exp1" 15 35 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 980 40 1
"1305" "exp1" 15 36 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 563 0 0
"1305" "exp1" 15 37 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 2 403 55 1
"1305" "exp1" 15 38 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1577 35 1
"1305" "exp1" 15 39 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 752 0 0
"1305" "exp1" 15 40 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 642 0 0
"1305" "exp1" 15 41 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 696 45 1
"1305" "exp1" 15 42 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 795 75 1
"1305" "exp1" 15 43 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 399 0 0
"1305" "exp1" 15 44 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 2 537 0 0
"1305" "exp1" 15 45 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 2 501 75 1
"1305" "exp1" 15 46 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 559 30 1
"1305" "exp1" 15 47 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 523 65 1
"1305" "exp1" 15 48 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 1010 65 1
"1305" "exp1" 15 49 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 538 75 1
"1305" "exp1" 15 50 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 516 65 1
"1305" "exp1" 15 51 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 621 0 0
"1305" "exp1" 15 52 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 2 821 65 1
"1305" "exp1" 15 53 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 2 513 0 0
"1305" "exp1" 15 54 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 509 0 0
"1305" "exp1" 15 55 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 953 0 0
"1305" "exp1" 15 56 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 836 75 1
"1305" "exp1" 15 57 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 2 690 65 1
"1305" "exp1" 15 58 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1201 45 1
"1305" "exp1" 15 59 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 611 75 1
"1305" "exp1" 15 60 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 489 65 1
"1305" "exp1" 16 1 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 483 75 1
"1305" "exp1" 16 2 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 2 515 0 0
"1305" "exp1" 16 3 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 348 0 0
"1305" "exp1" 16 4 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 341 0 0
"1305" "exp1" 16 5 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 300 0 0
"1305" "exp1" 16 6 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 2 343 0 0
"1305" "exp1" 16 7 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 1477 75 1
"1305" "exp1" 16 8 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 499 0 0
"1305" "exp1" 16 9 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 529 0 0
"1305" "exp1" 16 10 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 423 85 1
"1305" "exp1" 16 11 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 411 60 1
"1305" "exp1" 16 12 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 560 0 0
"1305" "exp1" 16 13 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 2 391 0 0
"1305" "exp1" 16 14 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 818 25 1
"1305" "exp1" 16 15 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 864 35 1
"1305" "exp1" 16 16 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 2 631 0 0
"1305" "exp1" 16 17 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 2 699 35 1
"1305" "exp1" 16 18 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 969 0 0
"1305" "exp1" 16 19 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 2 958 0 0
"1305" "exp1" 16 20 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1027 35 1
"1305" "exp1" 16 21 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 1086 65 1
"1305" "exp1" 16 22 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 512 0 0
"1305" "exp1" 16 23 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 794 0 0
"1305" "exp1" 16 24 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1008 35 1
"1305" "exp1" 16 25 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 914 55 1
"1305" "exp1" 16 26 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 726 0 0
"1305" "exp1" 16 27 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 635 0 0
"1305" "exp1" 16 28 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 2 1009 55 1
"1305" "exp1" 16 29 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 2 614 0 0
"1305" "exp1" 16 30 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 560 0 0
"1305" "exp1" 16 31 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 888 0 0
"1305" "exp1" 16 32 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 461 0 0
"1305" "exp1" 16 33 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 373 65 1
"1305" "exp1" 16 34 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 526 0 0
"1305" "exp1" 16 35 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 330 15 1
"1305" "exp1" 16 36 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 2 512 0 0
"1305" "exp1" 16 37 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 425 0 0
"1305" "exp1" 16 38 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 269 0 0
"1305" "exp1" 16 39 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 544 0 0
"1305" "exp1" 16 40 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 631 0 0
"1305" "exp1" 16 41 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 2 475 0 0
"1305" "exp1" 16 42 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 1028 45 1
"1305" "exp1" 16 43 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 759 80 1
"1305" "exp1" 16 44 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 548 75 1
"1305" "exp1" 16 45 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 616 0 0
"1305" "exp1" 16 46 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 537 0 0
"1305" "exp1" 16 47 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 2 724 0 0
"1305" "exp1" 16 48 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 802 0 0
"1305" "exp1" 16 49 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 869 30 1
"1305" "exp1" 16 50 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 1038 75 1
"1305" "exp1" 16 51 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 906 30 1
"1305" "exp1" 16 52 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 2 595 75 1
"1305" "exp1" 16 53 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 2 483 0 0
"1305" "exp1" 16 54 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 736 80 1
"1305" "exp1" 16 55 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1136 40 1
"1305" "exp1" 16 56 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 869 45 1
"1305" "exp1" 16 57 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 1017 0 0
"1305" "exp1" 16 58 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 958 80 1
"1305" "exp1" 16 59 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 822 0 0
"1305" "exp1" 16 60 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 2 908 0 0
"1305" "exp1" 17 1 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 607 0 0
"1305" "exp1" 17 2 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 467 0 0
"1305" "exp1" 17 3 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 576 60 1
"1305" "exp1" 17 4 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 2 489 0 0
"1305" "exp1" 17 5 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 565 0 0
"1305" "exp1" 17 6 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 588 75 1
"1305" "exp1" 17 7 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 2 414 75 1
"1305" "exp1" 17 8 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 471 0 0
"1305" "exp1" 17 9 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 2 545 0 0
"1305" "exp1" 17 10 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 696 35 1
"1305" "exp1" 17 11 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 2 574 0 0
"1305" "exp1" 17 12 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 776 65 1
"1305" "exp1" 17 13 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 850 35 1
"1305" "exp1" 17 14 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 492 85 1
"1305" "exp1" 17 15 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 408 0 0
"1305" "exp1" 17 16 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 973 55 1
"1305" "exp1" 17 17 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 616 0 0
"1305" "exp1" 17 18 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 2 383 55 1
"1305" "exp1" 17 19 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 414 0 0
"1305" "exp1" 17 20 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 526 0 0
"1305" "exp1" 17 21 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 635 65 1
"1305" "exp1" 17 22 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 2 787 55 1
"1305" "exp1" 17 23 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 2 579 0 0
"1305" "exp1" 17 24 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 2 797 0 0
"1305" "exp1" 17 25 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 2 721 0 0
"1305" "exp1" 17 26 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1090 65 1
"1305" "exp1" 17 27 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 572 0 0
"1305" "exp1" 17 28 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 523 75 1
"1305" "exp1" 17 29 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 505 75 1
"1305" "exp1" 17 30 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 2 538 0 0
"1305" "exp1" 17 31 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 549 0 0
"1305" "exp1" 17 32 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 961 30 1
"1305" "exp1" 17 33 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1060 0 0
"1305" "exp1" 17 34 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 2 467 0 0
"1305" "exp1" 17 35 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 452 0 0
"1305" "exp1" 17 36 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 806 0 0
"1305" "exp1" 17 37 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1118 0 0
"1305" "exp1" 17 38 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 855 45 1
"1305" "exp1" 17 39 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 574 0 0
"1305" "exp1" 17 40 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 575 0 0
"1305" "exp1" 17 41 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 544 0 0
"1305" "exp1" 17 42 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 2 911 0 0
"1305" "exp1" 17 43 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 2 796 0 0
"1305" "exp1" 17 44 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 590 75 1
"1305" "exp1" 17 45 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 2 836 0 0
"1305" "exp1" 17 46 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 750 75 1
"1305" "exp1" 17 47 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 676 85 1
"1305" "exp1" 17 48 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1347 0 0
"1305" "exp1" 17 49 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 569 0 0
"1305" "exp1" 17 50 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 660 0 0
"1305" "exp1" 17 51 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 604 75 1
"1305" "exp1" 17 52 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1201 0 0
"1305" "exp1" 17 53 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 669 15 1
"1305" "exp1" 17 54 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 897 0 0
"1305" "exp1" 17 55 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 2 789 0 0
"1305" "exp1" 17 56 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 975 35 1
"1305" "exp1" 17 57 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 786 40 1
"1305" "exp1" 17 58 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 821 45 1
"1305" "exp1" 17 59 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 764 75 1
"1305" "exp1" 17 60 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 890 45 1
"1305" "exp1" 18 1 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 593 45 1
"1305" "exp1" 18 2 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 418 75 1
"1305" "exp1" 18 3 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 421 0 0
"1305" "exp1" 18 4 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 2 525 0 0
"1305" "exp1" 18 5 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 401 40 1
"1305" "exp1" 18 6 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 450 65 1
"1305" "exp1" 18 7 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 389 0 0
"1305" "exp1" 18 8 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 2 418 0 0
"1305" "exp1" 18 9 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 436 0 0
"1305" "exp1" 18 10 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 818 30 1
"1305" "exp1" 18 11 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 2 455 0 0
"1305" "exp1" 18 12 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 366 0 0
"1305" "exp1" 18 13 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 404 75 1
"1305" "exp1" 18 14 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 2 372 0 0
"1305" "exp1" 18 15 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 356 20 1
"1305" "exp1" 18 16 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 418 65 1
"1305" "exp1" 18 17 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 389 0 0
"1305" "exp1" 18 18 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 264 0 0
"1305" "exp1" 18 19 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 2 827 0 0
"1305" "exp1" 18 20 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 527 75 1
"1305" "exp1" 18 21 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 510 30 1
"1305" "exp1" 18 22 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 551 0 0
"1305" "exp1" 18 23 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 825 65 1
"1305" "exp1" 18 24 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 543 0 0
"1305" "exp1" 18 25 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 783 0 0
"1305" "exp1" 18 26 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 602 75 1
"1305" "exp1" 18 27 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 694 0 0
"1305" "exp1" 18 28 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1078 65 1
"1305" "exp1" 18 29 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 755 60 1
"1305" "exp1" 18 30 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 2 527 0 0
"1305" "exp1" 18 31 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 640 0 0
"1305" "exp1" 18 32 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 2 679 0 0
"1305" "exp1" 18 33 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1181 0 0
"1305" "exp1" 18 34 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1526 15 1
"1305" "exp1" 18 35 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 531 0 0
"1305" "exp1" 18 36 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 748 35 1
"1305" "exp1" 18 37 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 792 75 1
"1305" "exp1" 18 38 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 579 65 1
"1305" "exp1" 18 39 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 757 45 1
"1305" "exp1" 18 40 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1157 25 1
"1305" "exp1" 18 41 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 918 0 0
"1305" "exp1" 18 42 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 1171 0 0
"1305" "exp1" 18 43 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 893 0 0
"1305" "exp1" 18 44 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 2 775 0 0
"1305" "exp1" 18 45 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 645 65 1
"1305" "exp1" 18 46 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 468 60 1
"1305" "exp1" 18 47 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 2 526 0 0
"1305" "exp1" 18 48 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 489 45 1
"1305" "exp1" 18 49 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 633 0 0
"1305" "exp1" 18 50 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 611 35 1
"1305" "exp1" 18 51 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 565 40 1
"1305" "exp1" 18 52 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 482 45 1
"1305" "exp1" 18 53 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 2 528 0 0
"1305" "exp1" 18 54 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 2 508 0 0
"1305" "exp1" 18 55 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 2 522 0 0
"1305" "exp1" 18 56 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 539 0 0
"1305" "exp1" 18 57 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 391 0 0
"1305" "exp1" 18 58 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 969 45 1
"1305" "exp1" 18 59 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 539 65 1
"1305" "exp1" 18 60 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 370 0 0
"1305" "exp1" 19 1 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 646 20 1
"1305" "exp1" 19 2 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 663 85 1
"1305" "exp1" 19 3 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 459 0 0
"1305" "exp1" 19 4 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 2 590 0 0
"1305" "exp1" 19 5 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 500 0 0
"1305" "exp1" 19 6 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 429 0 0
"1305" "exp1" 19 7 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 370 0 0
"1305" "exp1" 19 8 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 2 474 0 0
"1305" "exp1" 19 9 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 2 322 0 0
"1305" "exp1" 19 10 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 535 0 0
"1305" "exp1" 19 11 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 2 230 25 1
"1305" "exp1" 19 12 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 2 736 0 0
"1305" "exp1" 19 13 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 337 0 0
"1305" "exp1" 19 14 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 584 75 1
"1305" "exp1" 19 15 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 825 55 1
"1305" "exp1" 19 16 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 2 522 55 1
"1305" "exp1" 19 17 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 2 556 0 0
"1305" "exp1" 19 18 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 971 25 1
"1305" "exp1" 19 19 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 868 0 0
"1305" "exp1" 19 20 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 460 0 0
"1305" "exp1" 19 21 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 722 0 0
"1305" "exp1" 19 22 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 587 0 0
"1305" "exp1" 19 23 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 2 500 0 0
"1305" "exp1" 19 24 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 1420 0 0
"1305" "exp1" 19 25 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 546 0 0
"1305" "exp1" 19 26 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 393 75 1
"1305" "exp1" 19 27 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 1038 0 0
"1305" "exp1" 19 28 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 230 0 0
"1305" "exp1" 19 29 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 940 65 1
"1305" "exp1" 19 30 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 719 65 1
"1305" "exp1" 19 31 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 518 0 0
"1305" "exp1" 19 32 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 557 65 1
"1305" "exp1" 19 33 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 2 427 0 0
"1305" "exp1" 19 34 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 721 40 1
"1305" "exp1" 19 35 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 468 75 1
"1305" "exp1" 19 36 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 807 25 1
"1305" "exp1" 19 37 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 2 527 0 0
"1305" "exp1" 19 38 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 465 75 1
"1305" "exp1" 19 39 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 456 0 0
"1305" "exp1" 19 40 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 557 0 0
"1305" "exp1" 19 41 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 451 0 0
"1305" "exp1" 19 42 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 355 45 1
"1305" "exp1" 19 43 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 485 0 0
"1305" "exp1" 19 44 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 453 0 0
"1305" "exp1" 19 45 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 702 45 1
"1305" "exp1" 19 46 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 756 0 0
"1305" "exp1" 19 47 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 792 40 1
"1305" "exp1" 19 48 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 2 826 0 0
"1305" "exp1" 19 49 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 564 0 0
"1305" "exp1" 19 50 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 2 696 0 0
"1305" "exp1" 19 51 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 2 681 0 0
"1305" "exp1" 19 52 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 914 0 0
"1305" "exp1" 19 53 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 644 0 0
"1305" "exp1" 19 54 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 2 1682 0 0
"1305" "exp1" 19 55 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 725 0 0
"1305" "exp1" 19 56 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 1022 0 0
"1305" "exp1" 19 57 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 786 65 1
"1305" "exp1" 19 58 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 2069 85 1
"1305" "exp1" 19 59 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 761 0 0
"1305" "exp1" 19 60 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 792 75 1
"1305" "exp1" 20 1 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 495 45 1
"1305" "exp1" 20 2 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 559 0 0
"1305" "exp1" 20 3 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 425 0 0
"1305" "exp1" 20 4 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 2 484 0 0
"1305" "exp1" 20 5 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 518 60 1
"1305" "exp1" 20 6 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 851 0 0
"1305" "exp1" 20 7 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 688 65 1
"1305" "exp1" 20 8 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 665 45 1
"1305" "exp1" 20 9 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 538 75 1
"1305" "exp1" 20 10 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 769 0 0
"1305" "exp1" 20 11 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 818 25 1
"1305" "exp1" 20 12 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 379 75 1
"1305" "exp1" 20 13 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 598 0 0
"1305" "exp1" 20 14 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 663 0 0
"1305" "exp1" 20 15 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 2 410 0 0
"1305" "exp1" 20 16 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 562 0 0
"1305" "exp1" 20 17 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 410 85 1
"1305" "exp1" 20 18 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 662 65 1
"1305" "exp1" 20 19 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 2 469 0 0
"1305" "exp1" 20 20 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 612 35 1
"1305" "exp1" 20 21 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 498 0 0
"1305" "exp1" 20 22 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1404 0 0
"1305" "exp1" 20 23 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 810 0 0
"1305" "exp1" 20 24 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 1094 45 1
"1305" "exp1" 20 25 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 597 30 1
"1305" "exp1" 20 26 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1369 15 1
"1305" "exp1" 20 27 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 2 597 0 0
"1305" "exp1" 20 28 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 522 0 0
"1305" "exp1" 20 29 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 2 454 0 0
"1305" "exp1" 20 30 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 479 0 0
"1305" "exp1" 20 31 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 2 526 65 1
"1305" "exp1" 20 32 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 725 65 1
"1305" "exp1" 20 33 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 755 30 1
"1305" "exp1" 20 34 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 457 0 0
"1305" "exp1" 20 35 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 572 0 0
"1305" "exp1" 20 36 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 594 75 1
"1305" "exp1" 20 37 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 536 0 0
"1305" "exp1" 20 38 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 585 0 0
"1305" "exp1" 20 39 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 510 75 1
"1305" "exp1" 20 40 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 432 0 0
"1305" "exp1" 20 41 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 538 65 1
"1305" "exp1" 20 42 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 571 80 1
"1305" "exp1" 20 43 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 636 75 1
"1305" "exp1" 20 44 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 473 15 1
"1305" "exp1" 20 45 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 622 0 0
"1305" "exp1" 20 46 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 592 45 1
"1305" "exp1" 20 47 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 513 65 1
"1305" "exp1" 20 48 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 614 0 0
"1305" "exp1" 20 49 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 504 0 0
"1305" "exp1" 20 50 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 2 803 0 0
"1305" "exp1" 20 51 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 1164 0 0
"1305" "exp1" 20 52 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 511 75 1
"1305" "exp1" 20 53 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 942 25 1
"1305" "exp1" 20 54 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 633 0 0
"1305" "exp1" 20 55 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 604 35 1
"1305" "exp1" 20 56 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1094 45 1
"1305" "exp1" 20 57 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 853 65 1
"1305" "exp1" 20 58 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 420 75 1
"1305" "exp1" 20 59 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 460 0 0
"1305" "exp1" 20 60 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 2 505 0 0
"1306" "exp1" 1 1 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 520 40 1
"1306" "exp1" 1 2 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 719 0 0
"1306" "exp1" 1 3 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 544 65 1
"1306" "exp1" 1 4 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 497 65 1
"1306" "exp1" 1 5 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 586 0 0
"1306" "exp1" 1 6 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 564 15 1
"1306" "exp1" 1 7 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 567 65 1
"1306" "exp1" 1 8 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 540 45 1
"1306" "exp1" 1 9 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 501 65 1
"1306" "exp1" 1 10 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 548 45 1
"1306" "exp1" 1 11 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 927 0 0
"1306" "exp1" 1 12 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 741 35 1
"1306" "exp1" 1 13 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 619 25 1
"1306" "exp1" 1 14 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 488 45 1
"1306" "exp1" 1 15 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 502 40 1
"1306" "exp1" 1 16 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 501 45 1
"1306" "exp1" 1 17 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 503 30 1
"1306" "exp1" 1 18 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 578 35 1
"1306" "exp1" 1 19 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 564 0 0
"1306" "exp1" 1 20 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 708 30 1
"1306" "exp1" 1 21 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 919 0 0
"1306" "exp1" 1 22 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 742 0 0
"1306" "exp1" 1 23 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 503 0 0
"1306" "exp1" 1 24 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 652 0 0
"1306" "exp1" 1 25 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 482 75 1
"1306" "exp1" 1 26 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 582 35 1
"1306" "exp1" 1 27 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 989 0 0
"1306" "exp1" 1 28 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 687 45 1
"1306" "exp1" 1 29 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 610 25 1
"1306" "exp1" 1 30 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 554 20 1
"1306" "exp1" 1 31 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 485 75 1
"1306" "exp1" 1 32 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 527 0 0
"1306" "exp1" 1 33 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 610 35 1
"1306" "exp1" 1 34 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 665 0 0
"1306" "exp1" 1 35 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 705 0 0
"1306" "exp1" 1 36 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 710 35 1
"1306" "exp1" 1 37 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 692 0 0
"1306" "exp1" 1 38 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 826 15 1
"1306" "exp1" 1 39 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 610 25 1
"1306" "exp1" 1 40 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 587 35 1
"1306" "exp1" 1 41 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 731 45 1
"1306" "exp1" 1 42 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 542 0 0
"1306" "exp1" 1 43 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 463 0 0
"1306" "exp1" 1 44 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 710 25 1
"1306" "exp1" 1 45 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 642 40 1
"1306" "exp1" 1 46 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 938 15 1
"1306" "exp1" 1 47 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 839 75 1
"1306" "exp1" 1 48 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 626 0 0
"1306" "exp1" 1 49 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 1091 15 1
"1306" "exp1" 1 50 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 665 75 1
"1306" "exp1" 1 51 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 805 0 0
"1306" "exp1" 1 52 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 966 65 1
"1306" "exp1" 1 53 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 736 65 1
"1306" "exp1" 1 54 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 948 30 1
"1306" "exp1" 1 55 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 596 0 0
"1306" "exp1" 1 56 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1282 45 1
"1306" "exp1" 1 57 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 712 25 1
"1306" "exp1" 1 58 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1092 0 0
"1306" "exp1" 1 59 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 1178 75 1
"1306" "exp1" 1 60 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1234 0 0
"1306" "exp1" 2 1 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 612 75 1
"1306" "exp1" 2 2 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 560 0 0
"1306" "exp1" 2 3 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 639 25 1
"1306" "exp1" 2 4 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 760 0 0
"1306" "exp1" 2 5 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 584 45 1
"1306" "exp1" 2 6 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 572 0 0
"1306" "exp1" 2 7 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 794 0 0
"1306" "exp1" 2 8 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1575 20 1
"1306" "exp1" 2 9 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1915 0 0
"1306" "exp1" 2 10 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1071 15 1
"1306" "exp1" 2 11 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 1348 65 1
"1306" "exp1" 2 12 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1285 45 1
"1306" "exp1" 2 13 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 883 0 0
"1306" "exp1" 2 14 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 605 65 1
"1306" "exp1" 2 15 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 657 35 1
"1306" "exp1" 2 16 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 587 0 0
"1306" "exp1" 2 17 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 756 25 1
"1306" "exp1" 2 18 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1025 35 1
"1306" "exp1" 2 19 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 731 75 1
"1306" "exp1" 2 20 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 650 75 1
"1306" "exp1" 2 21 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 535 20 1
"1306" "exp1" 2 22 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 685 0 0
"1306" "exp1" 2 23 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 659 40 1
"1306" "exp1" 2 24 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 615 75 1
"1306" "exp1" 2 25 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 998 15 1
"1306" "exp1" 2 26 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 605 15 1
"1306" "exp1" 2 27 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 993 40 1
"1306" "exp1" 2 28 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 631 0 0
"1306" "exp1" 2 29 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1420 35 1
"1306" "exp1" 2 30 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 571 30 1
"1306" "exp1" 2 31 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 874 45 1
"1306" "exp1" 2 32 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 554 20 1
"1306" "exp1" 2 33 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 818 0 0
"1306" "exp1" 2 34 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 545 15 1
"1306" "exp1" 2 35 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 874 25 1
"1306" "exp1" 2 36 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1021 40 1
"1306" "exp1" 2 37 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 893 35 1
"1306" "exp1" 2 38 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 638 0 0
"1306" "exp1" 2 39 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 551 25 1
"1306" "exp1" 2 40 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 677 20 1
"1306" "exp1" 2 41 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 583 35 1
"1306" "exp1" 2 42 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 716 25 1
"1306" "exp1" 2 43 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 1083 0 0
"1306" "exp1" 2 44 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 571 0 0
"1306" "exp1" 2 45 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 856 0 0
"1306" "exp1" 2 46 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 619 65 1
"1306" "exp1" 2 47 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 660 25 1
"1306" "exp1" 2 48 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 599 0 0
"1306" "exp1" 2 49 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 644 35 1
"1306" "exp1" 2 50 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 640 0 0
"1306" "exp1" 2 51 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 823 65 1
"1306" "exp1" 2 52 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1249 30 1
"1306" "exp1" 2 53 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 928 75 1
"1306" "exp1" 2 54 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 852 25 1
"1306" "exp1" 2 55 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1276 45 1
"1306" "exp1" 2 56 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 613 30 1
"1306" "exp1" 2 57 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 587 45 1
"1306" "exp1" 2 58 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 503 30 1
"1306" "exp1" 2 59 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 578 75 1
"1306" "exp1" 2 60 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 587 15 1
"1306" "exp1" 3 1 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 615 0 0
"1306" "exp1" 3 2 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 494 75 1
"1306" "exp1" 3 3 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 565 35 1
"1306" "exp1" 3 4 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 563 40 1
"1306" "exp1" 3 5 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 604 75 1
"1306" "exp1" 3 6 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 746 35 1
"1306" "exp1" 3 7 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 834 0 0
"1306" "exp1" 3 8 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 668 15 1
"1306" "exp1" 3 9 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 545 20 1
"1306" "exp1" 3 10 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 605 75 1
"1306" "exp1" 3 11 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 504 0 0
"1306" "exp1" 3 12 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 570 40 1
"1306" "exp1" 3 13 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 518 75 1
"1306" "exp1" 3 14 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 656 0 0
"1306" "exp1" 3 15 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 544 15 1
"1306" "exp1" 3 16 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 721 0 0
"1306" "exp1" 3 17 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 604 0 0
"1306" "exp1" 3 18 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 750 25 1
"1306" "exp1" 3 19 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 745 45 1
"1306" "exp1" 3 20 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 802 75 1
"1306" "exp1" 3 21 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 527 35 1
"1306" "exp1" 3 22 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 561 0 0
"1306" "exp1" 3 23 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 536 0 0
"1306" "exp1" 3 24 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 573 0 0
"1306" "exp1" 3 25 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 550 20 1
"1306" "exp1" 3 26 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 532 0 0
"1306" "exp1" 3 27 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 554 45 1
"1306" "exp1" 3 28 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 497 75 1
"1306" "exp1" 3 29 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 543 25 1
"1306" "exp1" 3 30 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 496 75 1
"1306" "exp1" 3 31 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 626 0 0
"1306" "exp1" 3 32 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 533 0 0
"1306" "exp1" 3 33 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 617 15 1
"1306" "exp1" 3 34 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 663 0 0
"1306" "exp1" 3 35 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 684 35 1
"1306" "exp1" 3 36 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 500 45 1
"1306" "exp1" 3 37 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 620 25 1
"1306" "exp1" 3 38 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 526 40 1
"1306" "exp1" 3 39 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 528 25 1
"1306" "exp1" 3 40 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 533 65 1
"1306" "exp1" 3 41 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 628 20 1
"1306" "exp1" 3 42 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 587 0 0
"1306" "exp1" 3 43 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 565 75 1
"1306" "exp1" 3 44 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 559 0 0
"1306" "exp1" 3 45 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 525 45 1
"1306" "exp1" 3 46 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 554 45 1
"1306" "exp1" 3 47 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 602 15 1
"1306" "exp1" 3 48 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 619 30 1
"1306" "exp1" 3 49 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 738 45 1
"1306" "exp1" 3 50 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 686 20 1
"1306" "exp1" 3 51 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 629 25 1
"1306" "exp1" 3 52 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 728 30 1
"1306" "exp1" 3 53 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 640 35 1
"1306" "exp1" 3 54 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 556 65 1
"1306" "exp1" 3 55 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 581 45 1
"1306" "exp1" 3 56 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 1183 0 0
"1306" "exp1" 3 57 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 548 45 1
"1306" "exp1" 3 58 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 763 35 1
"1306" "exp1" 3 59 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 632 30 1
"1306" "exp1" 3 60 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 676 30 1
"1306" "exp1" 4 1 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 864 15 1
"1306" "exp1" 4 2 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 487 65 1
"1306" "exp1" 4 3 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 540 75 1
"1306" "exp1" 4 4 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 505 15 1
"1306" "exp1" 4 5 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 516 75 1
"1306" "exp1" 4 6 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 974 30 1
"1306" "exp1" 4 7 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 998 0 0
"1306" "exp1" 4 8 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 928 25 1
"1306" "exp1" 4 9 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 784 75 1
"1306" "exp1" 4 10 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 719 75 1
"1306" "exp1" 4 11 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 2208 0 0
"1306" "exp1" 4 12 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1030 20 1
"1306" "exp1" 4 13 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 1550 0 0
"1306" "exp1" 4 14 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 953 25 1
"1306" "exp1" 4 15 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 3579 0 0
"1306" "exp1" 4 16 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2094 40 1
"1306" "exp1" 4 17 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 795 65 1
"1306" "exp1" 4 18 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 2400 0 0
"1306" "exp1" 4 19 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1422 40 1
"1306" "exp1" 4 20 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 2494 0 0
"1306" "exp1" 4 21 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 2118 0 0
"1306" "exp1" 4 22 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1423 20 1
"1306" "exp1" 4 23 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1785 0 0
"1306" "exp1" 4 24 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 2 2258 0 0
"1306" "exp1" 4 25 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1800 45 1
"1306" "exp1" 4 26 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1756 0 0
"1306" "exp1" 4 27 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 2031 45 1
"1306" "exp1" 4 28 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1487 30 1
"1306" "exp1" 4 29 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1628 0 0
"1306" "exp1" 4 30 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 3177 25 1
"1306" "exp1" 4 31 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 2142 0 0
"1306" "exp1" 4 32 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 3068 0 0
"1306" "exp1" 4 33 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1115 25 1
"1306" "exp1" 4 34 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1261 20 1
"1306" "exp1" 4 35 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 2741 85 1
"1306" "exp1" 4 36 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 3128 35 1
"1306" "exp1" 4 37 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 1623 65 1
"1306" "exp1" 4 38 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 1059 0 0
"1306" "exp1" 4 39 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 1206 65 1
"1306" "exp1" 4 40 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1997 15 1
"1306" "exp1" 4 41 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 2349 25 1
"1306" "exp1" 4 42 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 1272 65 1
"1306" "exp1" 4 43 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 2847 35 1
"1306" "exp1" 4 44 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1219 20 1
"1306" "exp1" 4 45 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 2675 35 1
"1306" "exp1" 4 46 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1125 25 1
"1306" "exp1" 4 47 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 2855 35 1
"1306" "exp1" 4 48 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 1678 0 0
"1306" "exp1" 4 49 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1792 30 1
"1306" "exp1" 4 50 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1174 45 1
"1306" "exp1" 4 51 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 1691 75 1
"1306" "exp1" 4 52 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1946 65 1
"1306" "exp1" 4 53 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 2611 15 1
"1306" "exp1" 4 54 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 2891 45 1
"1306" "exp1" 4 55 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 2959 45 1
"1306" "exp1" 4 56 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 1516 45 1
"1306" "exp1" 4 57 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 3122 0 0
"1306" "exp1" 4 58 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 2070 25 1
"1306" "exp1" 4 59 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1751 0 0
"1306" "exp1" 4 60 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 2099 25 1
"1306" "exp1" 5 1 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 1401 75 1
"1306" "exp1" 5 2 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 1009 75 1
"1306" "exp1" 5 3 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 1290 75 1
"1306" "exp1" 5 4 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 2393 45 1
"1306" "exp1" 5 5 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1796 65 1
"1306" "exp1" 5 6 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 4292 85 1
"1306" "exp1" 5 7 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1492 30 1
"1306" "exp1" 5 8 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 4728 40 1
"1306" "exp1" 5 9 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1126 15 1
"1306" "exp1" 5 10 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 5321 60 1
"1306" "exp1" 5 11 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 899 75 1
"1306" "exp1" 5 12 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 2085 0 0
"1306" "exp1" 5 13 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1868 35 1
"1306" "exp1" 5 14 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1654 0 0
"1306" "exp1" 5 15 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 1353 35 1
"1306" "exp1" 5 16 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 2617 65 1
"1306" "exp1" 5 17 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 1923 75 1
"1306" "exp1" 5 18 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1693 35 1
"1306" "exp1" 5 19 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 956 0 0
"1306" "exp1" 5 20 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 1713 65 1
"1306" "exp1" 5 21 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 2953 65 1
"1306" "exp1" 5 22 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 3211 0 0
"1306" "exp1" 5 23 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 2276 65 1
"1306" "exp1" 5 24 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 2256 0 0
"1306" "exp1" 5 25 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1462 15 1
"1306" "exp1" 5 26 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1302 25 1
"1306" "exp1" 5 27 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1615 20 1
"1306" "exp1" 5 28 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 1217 45 1
"1306" "exp1" 5 29 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1989 0 0
"1306" "exp1" 5 30 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1172 20 1
"1306" "exp1" 5 31 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 3204 25 1
"1306" "exp1" 5 32 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1357 20 1
"1306" "exp1" 5 33 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1846 0 0
"1306" "exp1" 5 34 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 2090 75 1
"1306" "exp1" 5 35 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 1400 15 1
"1306" "exp1" 5 36 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 1372 0 0
"1306" "exp1" 5 37 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1257 25 1
"1306" "exp1" 5 38 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1372 0 0
"1306" "exp1" 5 39 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 2118 25 1
"1306" "exp1" 5 40 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1592 0 0
"1306" "exp1" 5 41 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1390 45 1
"1306" "exp1" 5 42 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1103 15 1
"1306" "exp1" 5 43 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 2123 35 1
"1306" "exp1" 5 44 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 2750 0 0
"1306" "exp1" 5 45 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 996 75 1
"1306" "exp1" 5 46 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1166 30 1
"1306" "exp1" 5 47 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 1516 35 1
"1306" "exp1" 5 48 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 5317 0 0
"1306" "exp1" 5 49 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1862 0 0
"1306" "exp1" 5 50 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1527 0 0
"1306" "exp1" 5 51 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 1287 25 1
"1306" "exp1" 5 52 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 1286 15 1
"1306" "exp1" 5 53 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 3585 45 1
"1306" "exp1" 5 54 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1030 65 1
"1306" "exp1" 5 55 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1657 0 0
"1306" "exp1" 5 56 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 3223 0 0
"1306" "exp1" 5 57 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 3637 0 0
"1306" "exp1" 5 58 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1814 0 0
"1306" "exp1" 5 59 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 2968 65 1
"1306" "exp1" 5 60 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 5064 0 0
"1306" "exp1" 6 1 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1786 35 1
"1306" "exp1" 6 2 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1222 20 1
"1306" "exp1" 6 3 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 2489 0 0
"1306" "exp1" 6 4 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1105 15 1
"1306" "exp1" 6 5 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 1420 0 0
"1306" "exp1" 6 6 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 3076 20 1
"1306" "exp1" 6 7 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 5157 0 0
"1306" "exp1" 6 8 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 2940 45 1
"1306" "exp1" 6 9 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 3275 85 1
"1306" "exp1" 6 10 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 3794 65 1
"1306" "exp1" 6 11 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 4147 85 1
"1306" "exp1" 6 12 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 2800 0 0
"1306" "exp1" 6 13 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1890 65 1
"1306" "exp1" 6 14 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 2875 0 0
"1306" "exp1" 6 15 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 1286 75 1
"1306" "exp1" 6 16 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 2959 45 1
"1306" "exp1" 6 17 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 4386 0 0
"1306" "exp1" 6 18 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 2885 0 0
"1306" "exp1" 6 19 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 2938 25 1
"1306" "exp1" 6 20 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 1047 0 0
"1306" "exp1" 6 21 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 8007 0 0
"1306" "exp1" 6 22 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 2191 0 0
"1306" "exp1" 6 23 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 8759 45 1
"1306" "exp1" 6 24 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 1056 65 1
"1306" "exp1" 6 25 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 4351 65 1
"1306" "exp1" 6 26 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 2327 30 1
"1306" "exp1" 6 27 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 1374 25 1
"1306" "exp1" 6 28 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 2986 0 0
"1306" "exp1" 6 29 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 970 25 1
"1306" "exp1" 6 30 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 2713 65 1
"1306" "exp1" 6 31 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 2468 0 0
"1306" "exp1" 6 32 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 2579 35 1
"1306" "exp1" 6 33 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 2816 35 1
"1306" "exp1" 6 34 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1182 20 1
"1306" "exp1" 6 35 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 3647 30 1
"1306" "exp1" 6 36 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 2275 0 0
"1306" "exp1" 6 37 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1201 40 1
"1306" "exp1" 6 38 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2213 0 0
"1306" "exp1" 6 39 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 2768 0 0
"1306" "exp1" 6 40 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 1614 75 1
"1306" "exp1" 6 41 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 4896 85 1
"1306" "exp1" 6 42 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1872 40 1
"1306" "exp1" 6 43 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 1672 75 1
"1306" "exp1" 6 44 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 4742 0 0
"1306" "exp1" 6 45 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 5417 75 1
"1306" "exp1" 6 46 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 5525 25 1
"1306" "exp1" 6 47 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 1121 75 1
"1306" "exp1" 6 48 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 1112 75 1
"1306" "exp1" 6 49 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 5528 65 1
"1306" "exp1" 6 50 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 3285 0 0
"1306" "exp1" 6 51 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1883 20 1
"1306" "exp1" 6 52 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 4556 0 0
"1306" "exp1" 6 53 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1565 15 1
"1306" "exp1" 6 54 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 4659 45 1
"1306" "exp1" 6 55 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 2295 15 1
"1306" "exp1" 6 56 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 2919 0 0
"1306" "exp1" 6 57 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 8169 35 1
"1306" "exp1" 6 58 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2048 0 0
"1306" "exp1" 6 59 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 1574 45 1
"1306" "exp1" 6 60 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 2761 0 0
"1306" "exp1" 7 1 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1503 0 0
"1306" "exp1" 7 2 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1254 0 0
"1306" "exp1" 7 3 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 2026 15 1
"1306" "exp1" 7 4 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 3446 85 1
"1306" "exp1" 7 5 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 1895 75 1
"1306" "exp1" 7 6 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1642 65 1
"1306" "exp1" 7 7 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 1923 25 1
"1306" "exp1" 7 8 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 1283 45 1
"1306" "exp1" 7 9 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 2285 25 1
"1306" "exp1" 7 10 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 2066 85 1
"1306" "exp1" 7 11 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 5926 40 1
"1306" "exp1" 7 12 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 1641 75 1
"1306" "exp1" 7 13 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 2070 0 0
"1306" "exp1" 7 14 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1988 35 1
"1306" "exp1" 7 15 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 3176 0 0
"1306" "exp1" 7 16 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 3312 35 1
"1306" "exp1" 7 17 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 2267 0 0
"1306" "exp1" 7 18 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1874 15 1
"1306" "exp1" 7 19 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2854 40 1
"1306" "exp1" 7 20 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 1364 0 0
"1306" "exp1" 7 21 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 1312 75 1
"1306" "exp1" 7 22 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1404 40 1
"1306" "exp1" 7 23 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 2405 0 0
"1306" "exp1" 7 24 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 3885 25 1
"1306" "exp1" 7 25 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1952 65 1
"1306" "exp1" 7 26 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 2230 0 0
"1306" "exp1" 7 27 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 2 3639 35 1
"1306" "exp1" 7 28 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 4032 0 0
"1306" "exp1" 7 29 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 1179 65 1
"1306" "exp1" 7 30 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1988 30 1
"1306" "exp1" 7 31 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 1381 75 1
"1306" "exp1" 7 32 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 3320 0 0
"1306" "exp1" 7 33 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 2933 0 0
"1306" "exp1" 7 34 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1223 25 1
"1306" "exp1" 7 35 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1742 45 1
"1306" "exp1" 7 36 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 2967 0 0
"1306" "exp1" 7 37 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 1193 75 1
"1306" "exp1" 7 38 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 4998 65 1
"1306" "exp1" 7 39 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1970 65 1
"1306" "exp1" 7 40 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1470 45 1
"1306" "exp1" 7 41 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 2155 25 1
"1306" "exp1" 7 42 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 1809 65 1
"1306" "exp1" 7 43 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 1823 45 1
"1306" "exp1" 7 44 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 2703 0 0
"1306" "exp1" 7 45 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1850 35 1
"1306" "exp1" 7 46 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1059 20 1
"1306" "exp1" 7 47 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1522 20 1
"1306" "exp1" 7 48 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 1488 45 1
"1306" "exp1" 7 49 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 3604 15 1
"1306" "exp1" 7 50 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 3308 85 1
"1306" "exp1" 7 51 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 3021 30 1
"1306" "exp1" 7 52 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1229 20 1
"1306" "exp1" 7 53 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 2385 0 0
"1306" "exp1" 7 54 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1424 65 1
"1306" "exp1" 7 55 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 2073 45 1
"1306" "exp1" 7 56 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1887 30 1
"1306" "exp1" 7 57 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 1621 0 0
"1306" "exp1" 7 58 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 1119 75 1
"1306" "exp1" 7 59 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1385 15 1
"1306" "exp1" 7 60 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 2758 45 1
"1306" "exp1" 8 1 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1535 25 1
"1306" "exp1" 8 2 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 3121 35 1
"1306" "exp1" 8 3 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1301 45 1
"1306" "exp1" 8 4 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 4208 0 0
"1306" "exp1" 8 5 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 1291 25 1
"1306" "exp1" 8 6 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 1515 25 1
"1306" "exp1" 8 7 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1427 65 1
"1306" "exp1" 8 8 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 3960 85 1
"1306" "exp1" 8 9 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 1177 25 1
"1306" "exp1" 8 10 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1319 35 1
"1306" "exp1" 8 11 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 8200 0 0
"1306" "exp1" 8 12 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 1346 65 1
"1306" "exp1" 8 13 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 1499 0 0
"1306" "exp1" 8 14 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 2186 0 0
"1306" "exp1" 8 15 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 1275 75 1
"1306" "exp1" 8 16 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1617 15 1
"1306" "exp1" 8 17 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1200 0 0
"1306" "exp1" 8 18 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 2869 0 0
"1306" "exp1" 8 19 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1341 0 0
"1306" "exp1" 8 20 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 1118 45 1
"1306" "exp1" 8 21 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 3043 0 0
"1306" "exp1" 8 22 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 2854 30 1
"1306" "exp1" 8 23 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 8417 85 1
"1306" "exp1" 8 24 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 1277 75 1
"1306" "exp1" 8 25 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 4143 0 0
"1306" "exp1" 8 26 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 1677 0 0
"1306" "exp1" 8 27 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 1137 75 1
"1306" "exp1" 8 28 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 3512 35 1
"1306" "exp1" 8 29 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 2450 0 0
"1306" "exp1" 8 30 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1854 0 0
"1306" "exp1" 8 31 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1530 40 1
"1306" "exp1" 8 32 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 912 0 0
"1306" "exp1" 8 33 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1422 35 1
"1306" "exp1" 8 34 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 2472 0 0
"1306" "exp1" 8 35 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1475 45 1
"1306" "exp1" 8 36 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1039 0 0
"1306" "exp1" 8 37 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1257 15 1
"1306" "exp1" 8 38 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 2082 0 0
"1306" "exp1" 8 39 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 1267 25 1
"1306" "exp1" 8 40 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 1375 65 1
"1306" "exp1" 8 41 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 979 30 1
"1306" "exp1" 8 42 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 2091 0 0
"1306" "exp1" 8 43 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1351 15 1
"1306" "exp1" 8 44 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 1481 75 1
"1306" "exp1" 8 45 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 909 0 0
"1306" "exp1" 8 46 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 2012 65 1
"1306" "exp1" 8 47 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 1203 75 1
"1306" "exp1" 8 48 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1240 20 1
"1306" "exp1" 8 49 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 1105 75 1
"1306" "exp1" 8 50 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 984 75 1
"1306" "exp1" 8 51 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1798 45 1
"1306" "exp1" 8 52 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 2084 0 0
"1306" "exp1" 8 53 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2925 0 0
"1306" "exp1" 8 54 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 1029 0 0
"1306" "exp1" 8 55 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1365 0 0
"1306" "exp1" 8 56 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1140 65 1
"1306" "exp1" 8 57 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1670 20 1
"1306" "exp1" 8 58 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 993 20 1
"1306" "exp1" 8 59 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 1417 25 1
"1306" "exp1" 8 60 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 970 15 1
"1306" "exp1" 9 1 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1400 0 0
"1306" "exp1" 9 2 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 2444 85 1
"1306" "exp1" 9 3 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1341 0 0
"1306" "exp1" 9 4 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 5811 20 1
"1306" "exp1" 9 5 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1014 20 1
"1306" "exp1" 9 6 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 1679 0 0
"1306" "exp1" 9 7 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1962 15 1
"1306" "exp1" 9 8 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 832 0 0
"1306" "exp1" 9 9 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 2078 0 0
"1306" "exp1" 9 10 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 1215 25 1
"1306" "exp1" 9 11 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2265 40 1
"1306" "exp1" 9 12 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1375 0 0
"1306" "exp1" 9 13 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 1320 75 1
"1306" "exp1" 9 14 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1428 15 1
"1306" "exp1" 9 15 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 887 0 0
"1306" "exp1" 9 16 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 3140 40 1
"1306" "exp1" 9 17 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 3985 65 1
"1306" "exp1" 9 18 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 4455 45 1
"1306" "exp1" 9 19 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 4686 0 0
"1306" "exp1" 9 20 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 4076 35 1
"1306" "exp1" 9 21 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1482 30 1
"1306" "exp1" 9 22 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1863 0 0
"1306" "exp1" 9 23 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 1749 25 1
"1306" "exp1" 9 24 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1050 15 1
"1306" "exp1" 9 25 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1762 0 0
"1306" "exp1" 9 26 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 2647 0 0
"1306" "exp1" 9 27 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 1116 75 1
"1306" "exp1" 9 28 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 1510 75 1
"1306" "exp1" 9 29 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1623 0 0
"1306" "exp1" 9 30 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 921 45 1
"1306" "exp1" 9 31 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 919 65 1
"1306" "exp1" 9 32 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1078 30 1
"1306" "exp1" 9 33 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 793 35 1
"1306" "exp1" 9 34 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 1023 75 1
"1306" "exp1" 9 35 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 2452 85 1
"1306" "exp1" 9 36 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 5278 0 0
"1306" "exp1" 9 37 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 1615 25 1
"1306" "exp1" 9 38 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 1285 0 0
"1306" "exp1" 9 39 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 1251 45 1
"1306" "exp1" 9 40 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 14565 65 1
"1306" "exp1" 9 41 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 8984 0 0
"1306" "exp1" 9 42 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 4004 65 1
"1306" "exp1" 9 43 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 826 65 1
"1306" "exp1" 9 44 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 827 25 1
"1306" "exp1" 9 45 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 1280 0 0
"1306" "exp1" 9 46 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1929 15 1
"1306" "exp1" 9 47 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1459 45 1
"1306" "exp1" 9 48 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 742 65 1
"1306" "exp1" 9 49 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 770 65 1
"1306" "exp1" 9 50 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 894 75 1
"1306" "exp1" 9 51 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1648 65 1
"1306" "exp1" 9 52 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 3164 0 0
"1306" "exp1" 9 53 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 3305 65 1
"1306" "exp1" 9 54 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 1316 75 1
"1306" "exp1" 9 55 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 741 75 1
"1306" "exp1" 9 56 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1027 0 0
"1306" "exp1" 9 57 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 1089 45 1
"1306" "exp1" 9 58 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 5815 85 1
"1306" "exp1" 9 59 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 3993 25 1
"1306" "exp1" 9 60 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 2614 0 0
"1306" "exp1" 10 1 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1568 40 1
"1306" "exp1" 10 2 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1216 65 1
"1306" "exp1" 10 3 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2668 40 1
"1306" "exp1" 10 4 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1107 35 1
"1306" "exp1" 10 5 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1465 20 1
"1306" "exp1" 10 6 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 994 25 1
"1306" "exp1" 10 7 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1991 45 1
"1306" "exp1" 10 8 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1520 65 1
"1306" "exp1" 10 9 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 2195 35 1
"1306" "exp1" 10 10 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 1225 45 1
"1306" "exp1" 10 11 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1852 25 1
"1306" "exp1" 10 12 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 2036 0 0
"1306" "exp1" 10 13 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 2336 30 1
"1306" "exp1" 10 14 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 1129 45 1
"1306" "exp1" 10 15 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1136 0 0
"1306" "exp1" 10 16 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 10307 85 1
"1306" "exp1" 10 17 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 1297 75 1
"1306" "exp1" 10 18 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 6854 25 1
"1306" "exp1" 10 19 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 817 20 1
"1306" "exp1" 10 20 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2499 0 0
"1306" "exp1" 10 21 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 764 0 0
"1306" "exp1" 10 22 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 818 65 1
"1306" "exp1" 10 23 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 2384 35 1
"1306" "exp1" 10 24 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 864 0 0
"1306" "exp1" 10 25 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 1222 75 1
"1306" "exp1" 10 26 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 1007 75 1
"1306" "exp1" 10 27 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 739 75 1
"1306" "exp1" 10 28 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 2650 15 1
"1306" "exp1" 10 29 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 834 25 1
"1306" "exp1" 10 30 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1518 65 1
"1306" "exp1" 10 31 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 1160 75 1
"1306" "exp1" 10 32 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 2487 30 1
"1306" "exp1" 10 33 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 1213 0 0
"1306" "exp1" 10 34 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 5989 65 1
"1306" "exp1" 10 35 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 2173 45 1
"1306" "exp1" 10 36 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 1696 75 1
"1306" "exp1" 10 37 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 4339 0 0
"1306" "exp1" 10 38 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 2335 0 0
"1306" "exp1" 10 39 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 3306 35 1
"1306" "exp1" 10 40 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 1038 65 1
"1306" "exp1" 10 41 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1365 25 1
"1306" "exp1" 10 42 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 1242 25 1
"1306" "exp1" 10 43 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 2011 15 1
"1306" "exp1" 10 44 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 1370 75 1
"1306" "exp1" 10 45 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 2710 20 1
"1306" "exp1" 10 46 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1590 15 1
"1306" "exp1" 10 47 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 1787 65 1
"1306" "exp1" 10 48 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1402 45 1
"1306" "exp1" 10 49 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 2196 85 1
"1306" "exp1" 10 50 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1953 0 0
"1306" "exp1" 10 51 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 2602 85 1
"1306" "exp1" 10 52 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 3987 45 1
"1306" "exp1" 10 53 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 2380 45 1
"1306" "exp1" 10 54 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 1505 25 1
"1306" "exp1" 10 55 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 2393 0 0
"1306" "exp1" 10 56 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 2125 35 1
"1306" "exp1" 10 57 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 718 25 1
"1306" "exp1" 10 58 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 5854 65 1
"1306" "exp1" 10 59 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1309 15 1
"1306" "exp1" 10 60 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1147 30 1
"1306" "exp1" 11 1 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 1777 75 1
"1306" "exp1" 11 2 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 3952 45 1
"1306" "exp1" 11 3 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 3572 35 1
"1306" "exp1" 11 4 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1155 0 0
"1306" "exp1" 11 5 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 3460 35 1
"1306" "exp1" 11 6 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 2822 35 1
"1306" "exp1" 11 7 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 1196 45 1
"1306" "exp1" 11 8 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 3083 65 1
"1306" "exp1" 11 9 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 5602 45 1
"1306" "exp1" 11 10 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 2070 30 1
"1306" "exp1" 11 11 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1668 15 1
"1306" "exp1" 11 12 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 5228 65 1
"1306" "exp1" 11 13 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 4495 45 1
"1306" "exp1" 11 14 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 2381 25 1
"1306" "exp1" 11 15 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1428 0 0
"1306" "exp1" 11 16 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 3202 15 1
"1306" "exp1" 11 17 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 2432 0 0
"1306" "exp1" 11 18 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 2207 85 1
"1306" "exp1" 11 19 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 1570 75 1
"1306" "exp1" 11 20 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 2408 0 0
"1306" "exp1" 11 21 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1636 20 1
"1306" "exp1" 11 22 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 6403 40 1
"1306" "exp1" 11 23 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 3445 35 1
"1306" "exp1" 11 24 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 1354 45 1
"1306" "exp1" 11 25 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 2798 0 0
"1306" "exp1" 11 26 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 7164 65 1
"1306" "exp1" 11 27 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 2370 45 1
"1306" "exp1" 11 28 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 898 0 0
"1306" "exp1" 11 29 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 2180 65 1
"1306" "exp1" 11 30 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 933 0 0
"1306" "exp1" 11 31 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 848 45 1
"1306" "exp1" 11 32 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 1003 0 0
"1306" "exp1" 11 33 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1797 30 1
"1306" "exp1" 11 34 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 1496 75 1
"1306" "exp1" 11 35 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 4409 85 1
"1306" "exp1" 11 36 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 4288 40 1
"1306" "exp1" 11 37 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 869 65 1
"1306" "exp1" 11 38 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 8375 75 1
"1306" "exp1" 11 39 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 1099 0 0
"1306" "exp1" 11 40 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 726 25 1
"1306" "exp1" 11 41 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 3780 30 1
"1306" "exp1" 11 42 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 1781 85 1
"1306" "exp1" 11 43 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 4430 85 1
"1306" "exp1" 11 44 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 8586 65 1
"1306" "exp1" 11 45 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 1656 65 1
"1306" "exp1" 11 46 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1389 20 1
"1306" "exp1" 11 47 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 1214 45 1
"1306" "exp1" 11 48 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 880 20 1
"1306" "exp1" 11 49 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2443 40 1
"1306" "exp1" 11 50 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1094 25 1
"1306" "exp1" 11 51 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1974 15 1
"1306" "exp1" 11 52 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 2724 65 1
"1306" "exp1" 11 53 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 4730 35 1
"1306" "exp1" 11 54 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 3509 30 1
"1306" "exp1" 11 55 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 1170 75 1
"1306" "exp1" 11 56 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 2332 25 1
"1306" "exp1" 11 57 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 2031 25 1
"1306" "exp1" 11 58 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 2161 65 1
"1306" "exp1" 11 59 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1356 20 1
"1306" "exp1" 11 60 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2395 40 1
"1306" "exp1" 12 1 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1905 45 1
"1306" "exp1" 12 2 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2231 40 1
"1306" "exp1" 12 3 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1296 0 0
"1306" "exp1" 12 4 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 2270 35 1
"1306" "exp1" 12 5 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 771 0 0
"1306" "exp1" 12 6 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 2040 75 1
"1306" "exp1" 12 7 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1254 20 1
"1306" "exp1" 12 8 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1857 25 1
"1306" "exp1" 12 9 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1661 0 0
"1306" "exp1" 12 10 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 5365 0 0
"1306" "exp1" 12 11 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1502 40 1
"1306" "exp1" 12 12 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 1311 0 0
"1306" "exp1" 12 13 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 4841 0 0
"1306" "exp1" 12 14 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 2607 0 0
"1306" "exp1" 12 15 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 1118 0 0
"1306" "exp1" 12 16 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 3821 15 1
"1306" "exp1" 12 17 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1850 15 1
"1306" "exp1" 12 18 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 4628 75 1
"1306" "exp1" 12 19 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 829 0 0
"1306" "exp1" 12 20 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1356 30 1
"1306" "exp1" 12 21 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1460 25 1
"1306" "exp1" 12 22 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 1286 75 1
"1306" "exp1" 12 23 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 1277 75 1
"1306" "exp1" 12 24 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 2646 35 1
"1306" "exp1" 12 25 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1045 65 1
"1306" "exp1" 12 26 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 1992 25 1
"1306" "exp1" 12 27 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1545 25 1
"1306" "exp1" 12 28 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 2370 35 1
"1306" "exp1" 12 29 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 6217 0 0
"1306" "exp1" 12 30 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 2187 20 1
"1306" "exp1" 12 31 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 3956 0 0
"1306" "exp1" 12 32 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1045 0 0
"1306" "exp1" 12 33 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1575 0 0
"1306" "exp1" 12 34 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1229 30 1
"1306" "exp1" 12 35 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 1622 15 1
"1306" "exp1" 12 36 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1088 15 1
"1306" "exp1" 12 37 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1078 0 0
"1306" "exp1" 12 38 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 2066 0 0
"1306" "exp1" 12 39 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 3456 0 0
"1306" "exp1" 12 40 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 1041 25 1
"1306" "exp1" 12 41 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 1018 65 1
"1306" "exp1" 12 42 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 3967 0 0
"1306" "exp1" 12 43 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 1829 0 0
"1306" "exp1" 12 44 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 1546 0 0
"1306" "exp1" 12 45 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 3729 0 0
"1306" "exp1" 12 46 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 1058 25 1
"1306" "exp1" 12 47 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1268 65 1
"1306" "exp1" 12 48 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 1071 0 0
"1306" "exp1" 12 49 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 4447 0 0
"1306" "exp1" 12 50 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 1427 0 0
"1306" "exp1" 12 51 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 2014 30 1
"1306" "exp1" 12 52 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 2503 35 1
"1306" "exp1" 12 53 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1305 65 1
"1306" "exp1" 12 54 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1847 0 0
"1306" "exp1" 12 55 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 1865 45 1
"1306" "exp1" 12 56 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 1551 65 1
"1306" "exp1" 12 57 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 2340 85 1
"1306" "exp1" 12 58 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 4048 30 1
"1306" "exp1" 12 59 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1084 0 0
"1306" "exp1" 12 60 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 875 45 1
"1306" "exp1" 13 1 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 880 30 1
"1306" "exp1" 13 2 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1231 25 1
"1306" "exp1" 13 3 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 2028 0 0
"1306" "exp1" 13 4 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1912 15 1
"1306" "exp1" 13 5 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 1223 0 0
"1306" "exp1" 13 6 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1565 65 1
"1306" "exp1" 13 7 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1735 45 1
"1306" "exp1" 13 8 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 3631 0 0
"1306" "exp1" 13 9 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1110 20 1
"1306" "exp1" 13 10 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 949 0 0
"1306" "exp1" 13 11 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 927 0 0
"1306" "exp1" 13 12 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1693 0 0
"1306" "exp1" 13 13 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1540 40 1
"1306" "exp1" 13 14 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 815 65 1
"1306" "exp1" 13 15 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 808 25 1
"1306" "exp1" 13 16 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1356 35 1
"1306" "exp1" 13 17 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 1592 15 1
"1306" "exp1" 13 18 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1242 0 0
"1306" "exp1" 13 19 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 1103 0 0
"1306" "exp1" 13 20 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 3351 0 0
"1306" "exp1" 13 21 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 2432 0 0
"1306" "exp1" 13 22 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 1187 35 1
"1306" "exp1" 13 23 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1489 0 0
"1306" "exp1" 13 24 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1367 25 1
"1306" "exp1" 13 25 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 2464 15 1
"1306" "exp1" 13 26 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 901 0 0
"1306" "exp1" 13 27 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 3840 0 0
"1306" "exp1" 13 28 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 1054 0 0
"1306" "exp1" 13 29 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 1266 75 1
"1306" "exp1" 13 30 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 859 40 1
"1306" "exp1" 13 31 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 943 30 1
"1306" "exp1" 13 32 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 1924 35 1
"1306" "exp1" 13 33 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 2941 35 1
"1306" "exp1" 13 34 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 2493 45 1
"1306" "exp1" 13 35 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 2333 15 1
"1306" "exp1" 13 36 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1689 40 1
"1306" "exp1" 13 37 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1267 0 0
"1306" "exp1" 13 38 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1161 0 0
"1306" "exp1" 13 39 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 2600 25 1
"1306" "exp1" 13 40 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 1223 65 1
"1306" "exp1" 13 41 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1273 30 1
"1306" "exp1" 13 42 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 811 25 1
"1306" "exp1" 13 43 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1795 85 1
"1306" "exp1" 13 44 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 739 20 1
"1306" "exp1" 13 45 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 1372 75 1
"1306" "exp1" 13 46 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1005 20 1
"1306" "exp1" 13 47 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 782 65 1
"1306" "exp1" 13 48 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 1269 45 1
"1306" "exp1" 13 49 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 883 35 1
"1306" "exp1" 13 50 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 726 0 0
"1306" "exp1" 13 51 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 847 20 1
"1306" "exp1" 13 52 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 833 25 1
"1306" "exp1" 13 53 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1636 65 1
"1306" "exp1" 13 54 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 823 75 1
"1306" "exp1" 13 55 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1296 35 1
"1306" "exp1" 13 56 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 783 45 1
"1306" "exp1" 13 57 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 850 75 1
"1306" "exp1" 13 58 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 5084 45 1
"1306" "exp1" 13 59 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 827 25 1
"1306" "exp1" 13 60 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 1001 0 0
"1306" "exp1" 14 1 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1424 15 1
"1306" "exp1" 14 2 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 824 75 1
"1306" "exp1" 14 3 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 6074 0 0
"1306" "exp1" 14 4 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 941 15 1
"1306" "exp1" 14 5 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 2867 0 0
"1306" "exp1" 14 6 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 877 45 1
"1306" "exp1" 14 7 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 1162 65 1
"1306" "exp1" 14 8 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 5441 0 0
"1306" "exp1" 14 9 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 928 75 1
"1306" "exp1" 14 10 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1253 45 1
"1306" "exp1" 14 11 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1954 0 0
"1306" "exp1" 14 12 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1439 0 0
"1306" "exp1" 14 13 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 2785 0 0
"1306" "exp1" 14 14 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 2238 35 1
"1306" "exp1" 14 15 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1279 30 1
"1306" "exp1" 14 16 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 1369 45 1
"1306" "exp1" 14 17 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1846 20 1
"1306" "exp1" 14 18 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 1168 0 0
"1306" "exp1" 14 19 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 2060 75 1
"1306" "exp1" 14 20 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 2383 0 0
"1306" "exp1" 14 21 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 4352 0 0
"1306" "exp1" 14 22 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 679 65 1
"1306" "exp1" 14 23 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1867 0 0
"1306" "exp1" 14 24 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 738 0 0
"1306" "exp1" 14 25 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1440 25 1
"1306" "exp1" 14 26 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1536 40 1
"1306" "exp1" 14 27 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1019 40 1
"1306" "exp1" 14 28 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1610 0 0
"1306" "exp1" 14 29 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1987 25 1
"1306" "exp1" 14 30 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 1906 65 1
"1306" "exp1" 14 31 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 1784 0 0
"1306" "exp1" 14 32 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1564 15 1
"1306" "exp1" 14 33 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 1103 0 0
"1306" "exp1" 14 34 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 1651 75 1
"1306" "exp1" 14 35 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 2176 65 1
"1306" "exp1" 14 36 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1223 15 1
"1306" "exp1" 14 37 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1262 30 1
"1306" "exp1" 14 38 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 913 20 1
"1306" "exp1" 14 39 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1193 20 1
"1306" "exp1" 14 40 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 1513 65 1
"1306" "exp1" 14 41 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 5004 0 0
"1306" "exp1" 14 42 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1735 40 1
"1306" "exp1" 14 43 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 943 45 1
"1306" "exp1" 14 44 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 2054 0 0
"1306" "exp1" 14 45 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 1212 0 0
"1306" "exp1" 14 46 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1149 35 1
"1306" "exp1" 14 47 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 2006 0 0
"1306" "exp1" 14 48 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1773 0 0
"1306" "exp1" 14 49 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 4251 0 0
"1306" "exp1" 14 50 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 1223 25 1
"1306" "exp1" 14 51 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 1124 25 1
"1306" "exp1" 14 52 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 949 75 1
"1306" "exp1" 14 53 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 1396 0 0
"1306" "exp1" 14 54 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 8504 0 0
"1306" "exp1" 14 55 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 1207 75 1
"1306" "exp1" 14 56 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1880 35 1
"1306" "exp1" 14 57 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 829 0 0
"1306" "exp1" 14 58 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 1661 0 0
"1306" "exp1" 14 59 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 821 0 0
"1306" "exp1" 14 60 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1450 0 0
"1306" "exp1" 15 1 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 977 30 1
"1306" "exp1" 15 2 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 1198 45 1
"1306" "exp1" 15 3 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 1336 85 1
"1306" "exp1" 15 4 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 1040 75 1
"1306" "exp1" 15 5 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 2891 35 1
"1306" "exp1" 15 6 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 1139 35 1
"1306" "exp1" 15 7 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1056 30 1
"1306" "exp1" 15 8 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1231 40 1
"1306" "exp1" 15 9 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 846 0 0
"1306" "exp1" 15 10 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1397 0 0
"1306" "exp1" 15 11 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 702 0 0
"1306" "exp1" 15 12 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 841 40 1
"1306" "exp1" 15 13 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 700 0 0
"1306" "exp1" 15 14 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 2143 20 1
"1306" "exp1" 15 15 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 787 25 1
"1306" "exp1" 15 16 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 2878 45 1
"1306" "exp1" 15 17 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 1062 75 1
"1306" "exp1" 15 18 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 785 65 1
"1306" "exp1" 15 19 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1983 25 1
"1306" "exp1" 15 20 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 763 65 1
"1306" "exp1" 15 21 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 2687 0 0
"1306" "exp1" 15 22 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 1076 75 1
"1306" "exp1" 15 23 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 2085 45 1
"1306" "exp1" 15 24 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1627 0 0
"1306" "exp1" 15 25 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1106 20 1
"1306" "exp1" 15 26 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 1932 85 1
"1306" "exp1" 15 27 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1136 45 1
"1306" "exp1" 15 28 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 2669 65 1
"1306" "exp1" 15 29 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 816 15 1
"1306" "exp1" 15 30 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 794 65 1
"1306" "exp1" 15 31 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 840 15 1
"1306" "exp1" 15 32 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 2169 0 0
"1306" "exp1" 15 33 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 1355 0 0
"1306" "exp1" 15 34 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 2178 30 1
"1306" "exp1" 15 35 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1431 65 1
"1306" "exp1" 15 36 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 663 0 0
"1306" "exp1" 15 37 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 2377 15 1
"1306" "exp1" 15 38 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 901 30 1
"1306" "exp1" 15 39 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 717 20 1
"1306" "exp1" 15 40 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 910 25 1
"1306" "exp1" 15 41 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1540 0 0
"1306" "exp1" 15 42 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1015 0 0
"1306" "exp1" 15 43 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 1224 75 1
"1306" "exp1" 15 44 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 742 75 1
"1306" "exp1" 15 45 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 834 35 1
"1306" "exp1" 15 46 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 1008 0 0
"1306" "exp1" 15 47 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 887 35 1
"1306" "exp1" 15 48 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1237 0 0
"1306" "exp1" 15 49 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 5820 85 1
"1306" "exp1" 15 50 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 2632 0 0
"1306" "exp1" 15 51 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 883 35 1
"1306" "exp1" 15 52 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1501 25 1
"1306" "exp1" 15 53 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 877 0 0
"1306" "exp1" 15 54 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 824 20 1
"1306" "exp1" 15 55 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 1341 75 1
"1306" "exp1" 15 56 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 1077 0 0
"1306" "exp1" 15 57 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 708 0 0
"1306" "exp1" 15 58 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 620 40 1
"1306" "exp1" 15 59 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 740 35 1
"1306" "exp1" 15 60 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 756 75 1
"1306" "exp1" 16 1 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1002 65 1
"1306" "exp1" 16 2 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1145 25 1
"1306" "exp1" 16 3 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 646 65 1
"1306" "exp1" 16 4 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 668 75 1
"1306" "exp1" 16 5 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 992 0 0
"1306" "exp1" 16 6 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1933 65 1
"1306" "exp1" 16 7 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 2979 85 1
"1306" "exp1" 16 8 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 976 45 1
"1306" "exp1" 16 9 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 792 20 1
"1306" "exp1" 16 10 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2007 40 1
"1306" "exp1" 16 11 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 7235 0 0
"1306" "exp1" 16 12 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 953 25 1
"1306" "exp1" 16 13 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 661 0 0
"1306" "exp1" 16 14 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 4259 0 0
"1306" "exp1" 16 15 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 1192 75 1
"1306" "exp1" 16 16 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1614 35 1
"1306" "exp1" 16 17 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2213 40 1
"1306" "exp1" 16 18 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1447 25 1
"1306" "exp1" 16 19 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 2387 35 1
"1306" "exp1" 16 20 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 4602 25 1
"1306" "exp1" 16 21 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1636 0 0
"1306" "exp1" 16 22 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 4161 0 0
"1306" "exp1" 16 23 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 924 0 0
"1306" "exp1" 16 24 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 700 0 0
"1306" "exp1" 16 25 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 1999 75 1
"1306" "exp1" 16 26 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 859 75 1
"1306" "exp1" 16 27 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 2001 25 1
"1306" "exp1" 16 28 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1351 15 1
"1306" "exp1" 16 29 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 2174 85 1
"1306" "exp1" 16 30 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 2754 30 1
"1306" "exp1" 16 31 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 981 75 1
"1306" "exp1" 16 32 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 2514 0 0
"1306" "exp1" 16 33 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 1352 25 1
"1306" "exp1" 16 34 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 815 20 1
"1306" "exp1" 16 35 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 938 35 1
"1306" "exp1" 16 36 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 761 30 1
"1306" "exp1" 16 37 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 4147 0 0
"1306" "exp1" 16 38 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 3707 0 0
"1306" "exp1" 16 39 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 1058 75 1
"1306" "exp1" 16 40 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1727 45 1
"1306" "exp1" 16 41 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 1041 45 1
"1306" "exp1" 16 42 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1055 30 1
"1306" "exp1" 16 43 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 1265 25 1
"1306" "exp1" 16 44 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 978 75 1
"1306" "exp1" 16 45 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 741 65 1
"1306" "exp1" 16 46 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 4022 35 1
"1306" "exp1" 16 47 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1075 15 1
"1306" "exp1" 16 48 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1569 0 0
"1306" "exp1" 16 49 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1390 45 1
"1306" "exp1" 16 50 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1257 20 1
"1306" "exp1" 16 51 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1128 0 0
"1306" "exp1" 16 52 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1403 35 1
"1306" "exp1" 16 53 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 3746 65 1
"1306" "exp1" 16 54 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 1709 25 1
"1306" "exp1" 16 55 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1621 65 1
"1306" "exp1" 16 56 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 1608 45 1
"1306" "exp1" 16 57 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1835 15 1
"1306" "exp1" 16 58 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1775 45 1
"1306" "exp1" 16 59 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 2155 0 0
"1306" "exp1" 16 60 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 3179 35 1
"1306" "exp1" 17 1 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 2325 35 1
"1306" "exp1" 17 2 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 2438 85 1
"1306" "exp1" 17 3 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 1683 35 1
"1306" "exp1" 17 4 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1160 0 0
"1306" "exp1" 17 5 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 865 75 1
"1306" "exp1" 17 6 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1371 20 1
"1306" "exp1" 17 7 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1008 0 0
"1306" "exp1" 17 8 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1888 0 0
"1306" "exp1" 17 9 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 902 25 1
"1306" "exp1" 17 10 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 1003 65 1
"1306" "exp1" 17 11 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 912 75 1
"1306" "exp1" 17 12 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1466 0 0
"1306" "exp1" 17 13 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 1000 25 1
"1306" "exp1" 17 14 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1184 0 0
"1306" "exp1" 17 15 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 847 0 0
"1306" "exp1" 17 16 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 947 0 0
"1306" "exp1" 17 17 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 1235 75 1
"1306" "exp1" 17 18 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 2638 60 1
"1306" "exp1" 17 19 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 2158 0 0
"1306" "exp1" 17 20 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 969 20 1
"1306" "exp1" 17 21 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 737 20 1
"1306" "exp1" 17 22 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1207 30 1
"1306" "exp1" 17 23 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 2022 85 1
"1306" "exp1" 17 24 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 985 75 1
"1306" "exp1" 17 25 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1165 0 0
"1306" "exp1" 17 26 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 1058 0 0
"1306" "exp1" 17 27 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 4609 0 0
"1306" "exp1" 17 28 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 1349 75 1
"1306" "exp1" 17 29 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 904 0 0
"1306" "exp1" 17 30 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 828 65 1
"1306" "exp1" 17 31 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1562 0 0
"1306" "exp1" 17 32 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1336 25 1
"1306" "exp1" 17 33 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1677 15 1
"1306" "exp1" 17 34 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 2562 35 1
"1306" "exp1" 17 35 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 945 0 0
"1306" "exp1" 17 36 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1348 0 0
"1306" "exp1" 17 37 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 1208 0 0
"1306" "exp1" 17 38 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 1044 25 1
"1306" "exp1" 17 39 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 841 30 1
"1306" "exp1" 17 40 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 2348 65 1
"1306" "exp1" 17 41 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 915 65 1
"1306" "exp1" 17 42 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 840 65 1
"1306" "exp1" 17 43 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1827 35 1
"1306" "exp1" 17 44 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 773 65 1
"1306" "exp1" 17 45 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 1061 45 1
"1306" "exp1" 17 46 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1520 45 1
"1306" "exp1" 17 47 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 1229 0 0
"1306" "exp1" 17 48 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1135 0 0
"1306" "exp1" 17 49 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 1692 0 0
"1306" "exp1" 17 50 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 1371 25 1
"1306" "exp1" 17 51 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 1087 75 1
"1306" "exp1" 17 52 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 936 35 1
"1306" "exp1" 17 53 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1585 40 1
"1306" "exp1" 17 54 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 679 65 1
"1306" "exp1" 17 55 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 627 75 1
"1306" "exp1" 17 56 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 956 15 1
"1306" "exp1" 17 57 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 2094 85 1
"1306" "exp1" 17 58 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 938 15 1
"1306" "exp1" 17 59 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1517 25 1
"1306" "exp1" 17 60 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1165 65 1
"1306" "exp1" 18 1 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 2407 45 1
"1306" "exp1" 18 2 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1263 0 0
"1306" "exp1" 18 3 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1072 30 1
"1306" "exp1" 18 4 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1068 0 0
"1306" "exp1" 18 5 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 1218 35 1
"1306" "exp1" 18 6 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 718 0 0
"1306" "exp1" 18 7 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 3065 30 1
"1306" "exp1" 18 8 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 847 65 1
"1306" "exp1" 18 9 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 789 75 1
"1306" "exp1" 18 10 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1010 45 1
"1306" "exp1" 18 11 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 785 20 1
"1306" "exp1" 18 12 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 692 45 1
"1306" "exp1" 18 13 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 1432 25 1
"1306" "exp1" 18 14 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 3937 0 0
"1306" "exp1" 18 15 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1351 0 0
"1306" "exp1" 18 16 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 860 20 1
"1306" "exp1" 18 17 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 917 25 1
"1306" "exp1" 18 18 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 757 45 1
"1306" "exp1" 18 19 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 1355 25 1
"1306" "exp1" 18 20 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 1625 35 1
"1306" "exp1" 18 21 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 4280 0 0
"1306" "exp1" 18 22 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 946 45 1
"1306" "exp1" 18 23 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 1761 85 1
"1306" "exp1" 18 24 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 2399 75 1
"1306" "exp1" 18 25 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2298 40 1
"1306" "exp1" 18 26 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 726 0 0
"1306" "exp1" 18 27 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 980 0 0
"1306" "exp1" 18 28 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 891 25 1
"1306" "exp1" 18 29 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 769 45 1
"1306" "exp1" 18 30 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 884 25 1
"1306" "exp1" 18 31 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 625 15 1
"1306" "exp1" 18 32 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 956 75 1
"1306" "exp1" 18 33 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 998 25 1
"1306" "exp1" 18 34 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1958 85 1
"1306" "exp1" 18 35 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 1945 75 1
"1306" "exp1" 18 36 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1465 0 0
"1306" "exp1" 18 37 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 953 75 1
"1306" "exp1" 18 38 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 1671 55 1
"1306" "exp1" 18 39 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 753 75 1
"1306" "exp1" 18 40 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1378 0 0
"1306" "exp1" 18 41 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 3785 85 1
"1306" "exp1" 18 42 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1302 0 0
"1306" "exp1" 18 43 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1331 0 0
"1306" "exp1" 18 44 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 1019 35 1
"1306" "exp1" 18 45 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 3698 0 0
"1306" "exp1" 18 46 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 826 0 0
"1306" "exp1" 18 47 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 745 0 0
"1306" "exp1" 18 48 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 1023 65 1
"1306" "exp1" 18 49 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1019 0 0
"1306" "exp1" 18 50 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 740 15 1
"1306" "exp1" 18 51 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 783 40 1
"1306" "exp1" 18 52 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1002 20 1
"1306" "exp1" 18 53 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 731 30 1
"1306" "exp1" 18 54 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 2168 65 1
"1306" "exp1" 18 55 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 3235 0 0
"1306" "exp1" 18 56 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 2529 0 0
"1306" "exp1" 18 57 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 913 25 1
"1306" "exp1" 18 58 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 771 65 1
"1306" "exp1" 18 59 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 924 65 1
"1306" "exp1" 18 60 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 588 25 1
"1306" "exp1" 19 1 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 723 65 1
"1306" "exp1" 19 2 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 835 35 1
"1306" "exp1" 19 3 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1950 35 1
"1306" "exp1" 19 4 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 1597 0 0
"1306" "exp1" 19 5 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1897 45 1
"1306" "exp1" 19 6 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 1355 65 1
"1306" "exp1" 19 7 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 3073 65 1
"1306" "exp1" 19 8 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 890 25 1
"1306" "exp1" 19 9 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 840 40 1
"1306" "exp1" 19 10 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 975 65 1
"1306" "exp1" 19 11 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 2634 45 1
"1306" "exp1" 19 12 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1908 15 1
"1306" "exp1" 19 13 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 1360 75 1
"1306" "exp1" 19 14 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 3415 85 1
"1306" "exp1" 19 15 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 1083 0 0
"1306" "exp1" 19 16 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 729 65 1
"1306" "exp1" 19 17 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 1410 75 1
"1306" "exp1" 19 18 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 2932 0 0
"1306" "exp1" 19 19 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 859 45 1
"1306" "exp1" 19 20 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1636 0 0
"1306" "exp1" 19 21 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 1175 0 0
"1306" "exp1" 19 22 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1079 15 1
"1306" "exp1" 19 23 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1532 30 1
"1306" "exp1" 19 24 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 2054 0 0
"1306" "exp1" 19 25 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 732 20 1
"1306" "exp1" 19 26 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 1270 0 0
"1306" "exp1" 19 27 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 737 25 1
"1306" "exp1" 19 28 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 889 45 1
"1306" "exp1" 19 29 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 1031 0 0
"1306" "exp1" 19 30 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1598 35 1
"1306" "exp1" 19 31 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 2344 45 1
"1306" "exp1" 19 32 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 819 45 1
"1306" "exp1" 19 33 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1056 15 1
"1306" "exp1" 19 34 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 2662 35 1
"1306" "exp1" 19 35 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1661 65 1
"1306" "exp1" 19 36 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 818 75 1
"1306" "exp1" 19 37 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 937 30 1
"1306" "exp1" 19 38 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1961 15 1
"1306" "exp1" 19 39 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 2981 0 0
"1306" "exp1" 19 40 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2443 0 0
"1306" "exp1" 19 41 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1153 0 0
"1306" "exp1" 19 42 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 720 20 1
"1306" "exp1" 19 43 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 667 75 1
"1306" "exp1" 19 44 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 867 0 0
"1306" "exp1" 19 45 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1481 45 1
"1306" "exp1" 19 46 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2268 0 0
"1306" "exp1" 19 47 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 705 0 0
"1306" "exp1" 19 48 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 986 25 1
"1306" "exp1" 19 49 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 910 40 1
"1306" "exp1" 19 50 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 2209 0 0
"1306" "exp1" 19 51 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 987 75 1
"1306" "exp1" 19 52 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 813 75 1
"1306" "exp1" 19 53 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 2277 0 0
"1306" "exp1" 19 54 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 1095 0 0
"1306" "exp1" 19 55 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1032 25 1
"1306" "exp1" 19 56 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1043 0 0
"1306" "exp1" 19 57 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 818 20 1
"1306" "exp1" 19 58 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1294 20 1
"1306" "exp1" 19 59 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 990 45 1
"1306" "exp1" 19 60 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 3391 35 1
"1306" "exp1" 20 1 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 2218 0 0
"1306" "exp1" 20 2 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 823 65 1
"1306" "exp1" 20 3 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 1028 65 1
"1306" "exp1" 20 4 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1305 20 1
"1306" "exp1" 20 5 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 837 75 1
"1306" "exp1" 20 6 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1706 85 1
"1306" "exp1" 20 7 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 761 0 0
"1306" "exp1" 20 8 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1396 65 1
"1306" "exp1" 20 9 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1884 45 1
"1306" "exp1" 20 10 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1323 0 0
"1306" "exp1" 20 11 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 1056 25 1
"1306" "exp1" 20 12 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1342 35 1
"1306" "exp1" 20 13 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1515 65 1
"1306" "exp1" 20 14 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 738 45 1
"1306" "exp1" 20 15 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 753 0 0
"1306" "exp1" 20 16 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 660 75 1
"1306" "exp1" 20 17 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 675 30 1
"1306" "exp1" 20 18 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1004 30 1
"1306" "exp1" 20 19 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 3692 0 0
"1306" "exp1" 20 20 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 843 75 1
"1306" "exp1" 20 21 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 4185 40 1
"1306" "exp1" 20 22 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 900 75 1
"1306" "exp1" 20 23 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1286 35 1
"1306" "exp1" 20 24 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1474 0 0
"1306" "exp1" 20 25 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 936 25 1
"1306" "exp1" 20 26 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 6832 65 1
"1306" "exp1" 20 27 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 1027 45 1
"1306" "exp1" 20 28 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 1487 0 0
"1306" "exp1" 20 29 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1068 15 1
"1306" "exp1" 20 30 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 1083 0 0
"1306" "exp1" 20 31 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1390 25 1
"1306" "exp1" 20 32 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 764 25 1
"1306" "exp1" 20 33 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 775 25 1
"1306" "exp1" 20 34 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 2861 0 0
"1306" "exp1" 20 35 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 866 35 1
"1306" "exp1" 20 36 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1070 0 0
"1306" "exp1" 20 37 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 790 75 1
"1306" "exp1" 20 38 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2371 0 0
"1306" "exp1" 20 39 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1192 20 1
"1306" "exp1" 20 40 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 1348 75 1
"1306" "exp1" 20 41 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1301 0 0
"1306" "exp1" 20 42 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 789 75 1
"1306" "exp1" 20 43 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 905 30 1
"1306" "exp1" 20 44 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 759 65 1
"1306" "exp1" 20 45 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1044 65 1
"1306" "exp1" 20 46 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 2725 65 1
"1306" "exp1" 20 47 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 2104 0 0
"1306" "exp1" 20 48 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 4738 45 1
"1306" "exp1" 20 49 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 774 45 1
"1306" "exp1" 20 50 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 4853 0 0
"1306" "exp1" 20 51 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 3084 0 0
"1306" "exp1" 20 52 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1124 20 1
"1306" "exp1" 20 53 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1201 35 1
"1306" "exp1" 20 54 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1267 0 0
"1306" "exp1" 20 55 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1275 15 1
"1306" "exp1" 20 56 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 3057 0 0
"1306" "exp1" 20 57 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 798 30 1
"1306" "exp1" 20 58 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 711 35 1
"1306" "exp1" 20 59 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 722 25 1
"1306" "exp1" 20 60 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 859 45 1
"1307" "exp1" 1 1 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 2 983 35 1
"1307" "exp1" 1 2 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 2224 0 0
"1307" "exp1" 1 3 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1818 0 0
"1307" "exp1" 1 4 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1411 35 1
"1307" "exp1" 1 5 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 2502 0 0
"1307" "exp1" 1 6 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 2 2535 0 0
"1307" "exp1" 1 7 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1217 45 1
"1307" "exp1" 1 8 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 2129 0 0
"1307" "exp1" 1 9 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 1272 25 1
"1307" "exp1" 1 10 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1087 20 1
"1307" "exp1" 1 11 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 1506 0 0
"1307" "exp1" 1 12 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 2064 0 0
"1307" "exp1" 1 13 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 2385 45 1
"1307" "exp1" 1 14 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 1330 75 1
"1307" "exp1" 1 15 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 998 35 1
"1307" "exp1" 1 16 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1747 15 1
"1307" "exp1" 1 17 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 1834 75 1
"1307" "exp1" 1 18 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 1630 65 1
"1307" "exp1" 1 19 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 2 1653 25 1
"1307" "exp1" 1 20 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 1813 0 0
"1307" "exp1" 1 21 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 1614 0 0
"1307" "exp1" 1 22 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 2507 25 1
"1307" "exp1" 1 23 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 2 2051 0 0
"1307" "exp1" 1 24 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 2 1669 0 0
"1307" "exp1" 1 25 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1277 35 1
"1307" "exp1" 1 26 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 815 25 1
"1307" "exp1" 1 27 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1427 30 1
"1307" "exp1" 1 28 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1589 30 1
"1307" "exp1" 1 29 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1066 35 1
"1307" "exp1" 1 30 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 807 0 0
"1307" "exp1" 1 31 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1147 20 1
"1307" "exp1" 1 32 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 1048 0 0
"1307" "exp1" 1 33 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1559 0 0
"1307" "exp1" 1 34 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 2 1349 0 0
"1307" "exp1" 1 35 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 957 0 0
"1307" "exp1" 1 36 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 714 15 1
"1307" "exp1" 1 37 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2118 0 0
"1307" "exp1" 1 38 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 1029 25 1
"1307" "exp1" 1 39 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1047 20 1
"1307" "exp1" 1 40 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 892 40 1
"1307" "exp1" 1 41 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1266 20 1
"1307" "exp1" 1 42 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 725 15 1
"1307" "exp1" 1 43 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1508 35 1
"1307" "exp1" 1 44 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 1089 15 1
"1307" "exp1" 1 45 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 2 1024 55 1
"1307" "exp1" 1 46 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1465 0 0
"1307" "exp1" 1 47 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 1456 25 1
"1307" "exp1" 1 48 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 1132 45 1
"1307" "exp1" 1 49 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1495 25 1
"1307" "exp1" 1 50 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 1023 0 0
"1307" "exp1" 1 51 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 2 837 0 0
"1307" "exp1" 1 52 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 976 25 1
"1307" "exp1" 1 53 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 882 15 1
"1307" "exp1" 1 54 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 2 1404 0 0
"1307" "exp1" 1 55 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1374 0 0
"1307" "exp1" 1 56 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 1871 0 0
"1307" "exp1" 1 57 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 1229 15 1
"1307" "exp1" 1 58 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 1222 75 1
"1307" "exp1" 1 59 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1844 65 1
"1307" "exp1" 1 60 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1179 40 1
"1307" "exp1" 2 1 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1087 40 1
"1307" "exp1" 2 2 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 806 0 0
"1307" "exp1" 2 3 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 599 25 1
"1307" "exp1" 2 4 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 852 40 1
"1307" "exp1" 2 5 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1835 0 0
"1307" "exp1" 2 6 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 944 35 1
"1307" "exp1" 2 7 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 726 65 1
"1307" "exp1" 2 8 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 748 35 1
"1307" "exp1" 2 9 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 817 0 0
"1307" "exp1" 2 10 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 612 15 1
"1307" "exp1" 2 11 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1279 15 1
"1307" "exp1" 2 12 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1261 0 0
"1307" "exp1" 2 13 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 1425 15 1
"1307" "exp1" 2 14 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 811 15 1
"1307" "exp1" 2 15 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 640 0 0
"1307" "exp1" 2 16 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 878 35 1
"1307" "exp1" 2 17 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 1317 65 1
"1307" "exp1" 2 18 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1324 45 1
"1307" "exp1" 2 19 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 970 45 1
"1307" "exp1" 2 20 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 772 20 1
"1307" "exp1" 2 21 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 877 40 1
"1307" "exp1" 2 22 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1164 0 0
"1307" "exp1" 2 23 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 998 25 1
"1307" "exp1" 2 24 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 1284 15 1
"1307" "exp1" 2 25 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 770 25 1
"1307" "exp1" 2 26 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 1149 0 0
"1307" "exp1" 2 27 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 838 0 0
"1307" "exp1" 2 28 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1031 45 1
"1307" "exp1" 2 29 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 1084 0 0
"1307" "exp1" 2 30 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 2119 15 1
"1307" "exp1" 2 31 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 1207 0 0
"1307" "exp1" 2 32 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1227 0 0
"1307" "exp1" 2 33 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 724 25 1
"1307" "exp1" 2 34 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1558 35 1
"1307" "exp1" 2 35 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 603 75 1
"1307" "exp1" 2 36 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 656 25 1
"1307" "exp1" 2 37 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 674 45 1
"1307" "exp1" 2 38 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 586 20 1
"1307" "exp1" 2 39 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 796 75 1
"1307" "exp1" 2 40 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 770 75 1
"1307" "exp1" 2 41 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 668 35 1
"1307" "exp1" 2 42 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 763 75 1
"1307" "exp1" 2 43 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 907 65 1
"1307" "exp1" 2 44 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 736 0 0
"1307" "exp1" 2 45 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 811 65 1
"1307" "exp1" 2 46 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 754 75 1
"1307" "exp1" 2 47 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 642 0 0
"1307" "exp1" 2 48 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 686 65 1
"1307" "exp1" 2 49 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 789 0 0
"1307" "exp1" 2 50 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1310 35 1
"1307" "exp1" 2 51 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 941 25 1
"1307" "exp1" 2 52 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 727 75 1
"1307" "exp1" 2 53 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 880 20 1
"1307" "exp1" 2 54 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 672 0 0
"1307" "exp1" 2 55 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 688 0 0
"1307" "exp1" 2 56 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 727 75 1
"1307" "exp1" 2 57 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 632 25 1
"1307" "exp1" 2 58 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 793 40 1
"1307" "exp1" 2 59 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1258 30 1
"1307" "exp1" 2 60 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 708 45 1
"1307" "exp1" 3 1 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 646 0 0
"1307" "exp1" 3 2 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 855 45 1
"1307" "exp1" 3 3 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 605 0 0
"1307" "exp1" 3 4 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 662 15 1
"1307" "exp1" 3 5 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 607 35 1
"1307" "exp1" 3 6 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 727 0 0
"1307" "exp1" 3 7 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 689 65 1
"1307" "exp1" 3 8 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 873 75 1
"1307" "exp1" 3 9 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 619 0 0
"1307" "exp1" 3 10 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 721 25 1
"1307" "exp1" 3 11 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 678 30 1
"1307" "exp1" 3 12 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 842 75 1
"1307" "exp1" 3 13 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 1135 75 1
"1307" "exp1" 3 14 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 764 0 0
"1307" "exp1" 3 15 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 955 0 0
"1307" "exp1" 3 16 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 739 0 0
"1307" "exp1" 3 17 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 1142 15 1
"1307" "exp1" 3 18 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 662 15 1
"1307" "exp1" 3 19 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 716 25 1
"1307" "exp1" 3 20 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 570 0 0
"1307" "exp1" 3 21 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 856 45 1
"1307" "exp1" 3 22 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 626 75 1
"1307" "exp1" 3 23 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 1090 15 1
"1307" "exp1" 3 24 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 669 65 1
"1307" "exp1" 3 25 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 750 25 1
"1307" "exp1" 3 26 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 1032 0 0
"1307" "exp1" 3 27 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 1310 15 1
"1307" "exp1" 3 28 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 974 0 0
"1307" "exp1" 3 29 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1204 0 0
"1307" "exp1" 3 30 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1006 30 1
"1307" "exp1" 3 31 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 1397 65 1
"1307" "exp1" 3 32 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1057 0 0
"1307" "exp1" 3 33 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 1038 75 1
"1307" "exp1" 3 34 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 833 25 1
"1307" "exp1" 3 35 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1071 45 1
"1307" "exp1" 3 36 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 673 65 1
"1307" "exp1" 3 37 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 807 0 0
"1307" "exp1" 3 38 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 944 0 0
"1307" "exp1" 3 39 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 705 30 1
"1307" "exp1" 3 40 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 757 0 0
"1307" "exp1" 3 41 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 805 35 1
"1307" "exp1" 3 42 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 591 0 0
"1307" "exp1" 3 43 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 603 0 0
"1307" "exp1" 3 44 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 987 0 0
"1307" "exp1" 3 45 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 795 0 0
"1307" "exp1" 3 46 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 860 65 1
"1307" "exp1" 3 47 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 802 65 1
"1307" "exp1" 3 48 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 989 20 1
"1307" "exp1" 3 49 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 858 25 1
"1307" "exp1" 3 50 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 626 15 1
"1307" "exp1" 3 51 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 578 0 0
"1307" "exp1" 3 52 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 982 0 0
"1307" "exp1" 3 53 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1119 40 1
"1307" "exp1" 3 54 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 896 0 0
"1307" "exp1" 3 55 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1029 0 0
"1307" "exp1" 3 56 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1002 0 0
"1307" "exp1" 3 57 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 945 45 1
"1307" "exp1" 3 58 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 1721 85 1
"1307" "exp1" 3 59 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 600 30 1
"1307" "exp1" 3 60 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 689 75 1
"1307" "exp1" 4 1 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1693 40 1
"1307" "exp1" 4 2 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 528 30 1
"1307" "exp1" 4 3 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 893 45 1
"1307" "exp1" 4 4 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 619 15 1
"1307" "exp1" 4 5 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 698 65 1
"1307" "exp1" 4 6 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 665 15 1
"1307" "exp1" 4 7 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 512 75 1
"1307" "exp1" 4 8 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 575 0 0
"1307" "exp1" 4 9 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 488 20 1
"1307" "exp1" 4 10 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 678 40 1
"1307" "exp1" 4 11 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 602 35 1
"1307" "exp1" 4 12 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 871 25 1
"1307" "exp1" 4 13 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1128 35 1
"1307" "exp1" 4 14 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1071 65 1
"1307" "exp1" 4 15 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 881 45 1
"1307" "exp1" 4 16 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 548 65 1
"1307" "exp1" 4 17 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1005 35 1
"1307" "exp1" 4 18 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 986 40 1
"1307" "exp1" 4 19 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 730 65 1
"1307" "exp1" 4 20 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 1256 0 0
"1307" "exp1" 4 21 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 735 25 1
"1307" "exp1" 4 22 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 599 0 0
"1307" "exp1" 4 23 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1061 40 1
"1307" "exp1" 4 24 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 719 20 1
"1307" "exp1" 4 25 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 867 0 0
"1307" "exp1" 4 26 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 728 0 0
"1307" "exp1" 4 27 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 731 0 0
"1307" "exp1" 4 28 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 680 45 1
"1307" "exp1" 4 29 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 612 75 1
"1307" "exp1" 4 30 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 673 35 1
"1307" "exp1" 4 31 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1106 0 0
"1307" "exp1" 4 32 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 720 35 1
"1307" "exp1" 4 33 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 710 0 0
"1307" "exp1" 4 34 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1074 35 1
"1307" "exp1" 4 35 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 778 0 0
"1307" "exp1" 4 36 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 1167 0 0
"1307" "exp1" 4 37 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 1006 75 1
"1307" "exp1" 4 38 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 473 45 1
"1307" "exp1" 4 39 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 663 20 1
"1307" "exp1" 4 40 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 695 75 1
"1307" "exp1" 4 41 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 597 0 0
"1307" "exp1" 4 42 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 785 25 1
"1307" "exp1" 4 43 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 708 35 1
"1307" "exp1" 4 44 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 956 0 0
"1307" "exp1" 4 45 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 1173 45 1
"1307" "exp1" 4 46 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 654 0 0
"1307" "exp1" 4 47 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 864 75 1
"1307" "exp1" 4 48 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 607 75 1
"1307" "exp1" 4 49 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 609 0 0
"1307" "exp1" 4 50 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 1434 25 1
"1307" "exp1" 4 51 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1245 45 1
"1307" "exp1" 4 52 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 808 0 0
"1307" "exp1" 4 53 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 766 15 1
"1307" "exp1" 4 54 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 834 25 1
"1307" "exp1" 4 55 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 1028 45 1
"1307" "exp1" 4 56 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1499 30 1
"1307" "exp1" 4 57 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 729 25 1
"1307" "exp1" 4 58 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 591 75 1
"1307" "exp1" 4 59 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 744 15 1
"1307" "exp1" 4 60 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 819 20 1
"1307" "exp1" 5 1 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 651 0 0
"1307" "exp1" 5 2 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 847 75 1
"1307" "exp1" 5 3 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1139 0 0
"1307" "exp1" 5 4 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 781 30 1
"1307" "exp1" 5 5 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 2 1539 0 0
"1307" "exp1" 5 6 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 1277 75 1
"1307" "exp1" 5 7 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 798 15 1
"1307" "exp1" 5 8 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 796 0 0
"1307" "exp1" 5 9 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1022 25 1
"1307" "exp1" 5 10 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 853 0 0
"1307" "exp1" 5 11 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 839 15 1
"1307" "exp1" 5 12 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 705 75 1
"1307" "exp1" 5 13 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 813 0 0
"1307" "exp1" 5 14 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 996 45 1
"1307" "exp1" 5 15 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 671 20 1
"1307" "exp1" 5 16 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 744 0 0
"1307" "exp1" 5 17 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 961 65 1
"1307" "exp1" 5 18 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1276 65 1
"1307" "exp1" 5 19 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 1468 35 1
"1307" "exp1" 5 20 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 1127 25 1
"1307" "exp1" 5 21 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 919 0 0
"1307" "exp1" 5 22 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 961 0 0
"1307" "exp1" 5 23 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 929 20 1
"1307" "exp1" 5 24 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 835 45 1
"1307" "exp1" 5 25 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 713 20 1
"1307" "exp1" 5 26 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 1664 65 1
"1307" "exp1" 5 27 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1305 25 1
"1307" "exp1" 5 28 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 608 35 1
"1307" "exp1" 5 29 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 534 15 1
"1307" "exp1" 5 30 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 540 75 1
"1307" "exp1" 5 31 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 849 30 1
"1307" "exp1" 5 32 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 649 75 1
"1307" "exp1" 5 33 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 976 0 0
"1307" "exp1" 5 34 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 717 0 0
"1307" "exp1" 5 35 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 2 1251 0 0
"1307" "exp1" 5 36 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 558 65 1
"1307" "exp1" 5 37 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 2 1047 0 0
"1307" "exp1" 5 38 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 2 897 0 0
"1307" "exp1" 5 39 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 853 0 0
"1307" "exp1" 5 40 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 644 25 1
"1307" "exp1" 5 41 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 704 25 1
"1307" "exp1" 5 42 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 784 65 1
"1307" "exp1" 5 43 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 633 35 1
"1307" "exp1" 5 44 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 815 25 1
"1307" "exp1" 5 45 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 856 0 0
"1307" "exp1" 5 46 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 727 25 1
"1307" "exp1" 5 47 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 840 20 1
"1307" "exp1" 5 48 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1192 0 0
"1307" "exp1" 5 49 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 895 25 1
"1307" "exp1" 5 50 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 980 45 1
"1307" "exp1" 5 51 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 824 0 0
"1307" "exp1" 5 52 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 760 40 1
"1307" "exp1" 5 53 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1132 0 0
"1307" "exp1" 5 54 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 1104 35 1
"1307" "exp1" 5 55 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 872 45 1
"1307" "exp1" 5 56 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 723 0 0
"1307" "exp1" 5 57 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 842 0 0
"1307" "exp1" 5 58 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 2 986 0 0
"1307" "exp1" 5 59 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 1226 70 1
"1307" "exp1" 5 60 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 1105 0 0
"1307" "exp1" 6 1 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1250 0 0
"1307" "exp1" 6 2 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1540 65 1
"1307" "exp1" 6 3 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1209 0 0
"1307" "exp1" 6 4 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 1542 75 1
"1307" "exp1" 6 5 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 714 20 1
"1307" "exp1" 6 6 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1441 35 1
"1307" "exp1" 6 7 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 2 876 0 0
"1307" "exp1" 6 8 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 1747 0 0
"1307" "exp1" 6 9 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 1235 0 0
"1307" "exp1" 6 10 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 826 45 1
"1307" "exp1" 6 11 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1168 0 0
"1307" "exp1" 6 12 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 1439 0 0
"1307" "exp1" 6 13 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 864 35 1
"1307" "exp1" 6 14 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1020 25 1
"1307" "exp1" 6 15 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 676 75 1
"1307" "exp1" 6 16 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 1338 15 1
"1307" "exp1" 6 17 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 1800 65 1
"1307" "exp1" 6 18 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 944 75 1
"1307" "exp1" 6 19 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1874 15 1
"1307" "exp1" 6 20 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 1498 25 1
"1307" "exp1" 6 21 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1580 65 1
"1307" "exp1" 6 22 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1418 0 0
"1307" "exp1" 6 23 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 1085 75 1
"1307" "exp1" 6 24 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1121 0 0
"1307" "exp1" 6 25 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 754 0 0
"1307" "exp1" 6 26 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 1226 45 1
"1307" "exp1" 6 27 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 963 85 1
"1307" "exp1" 6 28 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 2 795 0 0
"1307" "exp1" 6 29 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1073 45 1
"1307" "exp1" 6 30 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 587 65 1
"1307" "exp1" 6 31 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 1764 75 1
"1307" "exp1" 6 32 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 747 15 1
"1307" "exp1" 6 33 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 1131 0 0
"1307" "exp1" 6 34 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1736 20 1
"1307" "exp1" 6 35 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 1742 0 0
"1307" "exp1" 6 36 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 2172 30 1
"1307" "exp1" 6 37 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 1754 35 1
"1307" "exp1" 6 38 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 2422 0 0
"1307" "exp1" 6 39 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1528 0 0
"1307" "exp1" 6 40 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 1856 75 1
"1307" "exp1" 6 41 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1553 25 1
"1307" "exp1" 6 42 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 1107 45 1
"1307" "exp1" 6 43 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1386 65 1
"1307" "exp1" 6 44 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1998 35 1
"1307" "exp1" 6 45 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 1638 75 1
"1307" "exp1" 6 46 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 2013 35 1
"1307" "exp1" 6 47 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1847 40 1
"1307" "exp1" 6 48 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 935 75 1
"1307" "exp1" 6 49 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1496 65 1
"1307" "exp1" 6 50 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1058 45 1
"1307" "exp1" 6 51 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1199 65 1
"1307" "exp1" 6 52 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1034 15 1
"1307" "exp1" 6 53 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 2 916 75 1
"1307" "exp1" 6 54 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1375 20 1
"1307" "exp1" 6 55 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1069 25 1
"1307" "exp1" 6 56 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 1154 85 1
"1307" "exp1" 6 57 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1413 35 1
"1307" "exp1" 6 58 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 1134 15 1
"1307" "exp1" 6 59 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1375 25 1
"1307" "exp1" 6 60 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 1244 0 0
"1307" "exp1" 7 1 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1229 15 1
"1307" "exp1" 7 2 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 2 1628 0 0
"1307" "exp1" 7 3 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 1225 0 0
"1307" "exp1" 7 4 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 1283 0 0
"1307" "exp1" 7 5 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 2 1234 0 0
"1307" "exp1" 7 6 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 2 930 0 0
"1307" "exp1" 7 7 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1017 0 0
"1307" "exp1" 7 8 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 2 760 0 0
"1307" "exp1" 7 9 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 827 0 0
"1307" "exp1" 7 10 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 2 1531 0 0
"1307" "exp1" 7 11 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1363 25 1
"1307" "exp1" 7 12 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 1095 70 1
"1307" "exp1" 7 13 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 843 0 0
"1307" "exp1" 7 14 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 2 918 35 1
"1307" "exp1" 7 15 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 635 15 1
"1307" "exp1" 7 16 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 908 20 1
"1307" "exp1" 7 17 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 2 1564 0 0
"1307" "exp1" 7 18 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 1794 85 1
"1307" "exp1" 7 19 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 2 799 0 0
"1307" "exp1" 7 20 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 1761 75 1
"1307" "exp1" 7 21 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 963 75 1
"1307" "exp1" 7 22 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1376 45 1
"1307" "exp1" 7 23 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 891 15 1
"1307" "exp1" 7 24 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1177 0 0
"1307" "exp1" 7 25 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 629 0 0
"1307" "exp1" 7 26 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 2 732 0 0
"1307" "exp1" 7 27 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 2 872 35 1
"1307" "exp1" 7 28 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1146 60 1
"1307" "exp1" 7 29 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 2 1247 0 0
"1307" "exp1" 7 30 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 2 1425 0 0
"1307" "exp1" 7 31 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 2 949 0 0
"1307" "exp1" 7 32 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 2 1357 0 0
"1307" "exp1" 7 33 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 2 1646 35 1
"1307" "exp1" 7 34 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 629 65 1
"1307" "exp1" 7 35 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 2 1070 0 0
"1307" "exp1" 7 36 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 1307 25 1
"1307" "exp1" 7 37 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 887 30 1
"1307" "exp1" 7 38 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 682 0 0
"1307" "exp1" 7 39 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 581 25 1
"1307" "exp1" 7 40 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 1353 0 0
"1307" "exp1" 7 41 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 2223 25 1
"1307" "exp1" 7 42 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 2 2007 0 0
"1307" "exp1" 7 43 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 2344 35 1
"1307" "exp1" 7 44 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1122 15 1
"1307" "exp1" 7 45 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 2 2118 35 1
"1307" "exp1" 7 46 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 2743 0 0
"1307" "exp1" 7 47 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 2917 0 0
"1307" "exp1" 7 48 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 3094 75 1
"1307" "exp1" 7 49 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2339 40 1
"1307" "exp1" 7 50 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 2 3032 55 1
"1307" "exp1" 7 51 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 2 3442 0 0
"1307" "exp1" 7 52 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1869 20 1
"1307" "exp1" 7 53 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 2432 0 0
"1307" "exp1" 7 54 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2459 40 1
"1307" "exp1" 7 55 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 2056 25 1
"1307" "exp1" 7 56 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2085 0 0
"1307" "exp1" 7 57 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 2587 0 0
"1307" "exp1" 7 58 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 3638 35 1
"1307" "exp1" 7 59 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 3822 75 1
"1307" "exp1" 7 60 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 4047 15 1
"1307" "exp1" 8 1 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 1477 0 0
"1307" "exp1" 8 2 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 1691 70 1
"1307" "exp1" 8 3 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 2 1445 35 1
"1307" "exp1" 8 4 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1609 30 1
"1307" "exp1" 8 5 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1373 35 1
"1307" "exp1" 8 6 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 2194 0 0
"1307" "exp1" 8 7 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 1519 25 1
"1307" "exp1" 8 8 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1815 0 0
"1307" "exp1" 8 9 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 2 1518 0 0
"1307" "exp1" 8 10 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 2 1861 0 0
"1307" "exp1" 8 11 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 2 1558 75 1
"1307" "exp1" 8 12 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 2 2158 0 0
"1307" "exp1" 8 13 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1347 25 1
"1307" "exp1" 8 14 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1833 45 1
"1307" "exp1" 8 15 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1781 65 1
"1307" "exp1" 8 16 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2821 40 1
"1307" "exp1" 8 17 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 3344 35 1
"1307" "exp1" 8 18 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 1789 75 1
"1307" "exp1" 8 19 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 2381 35 1
"1307" "exp1" 8 20 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 2560 15 1
"1307" "exp1" 8 21 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 2212 15 1
"1307" "exp1" 8 22 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 3090 45 1
"1307" "exp1" 8 23 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 2 3190 0 0
"1307" "exp1" 8 24 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1839 15 1
"1307" "exp1" 8 25 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 2746 25 1
"1307" "exp1" 8 26 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 2676 35 1
"1307" "exp1" 8 27 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 1858 0 0
"1307" "exp1" 8 28 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 3452 45 1
"1307" "exp1" 8 29 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 2572 0 0
"1307" "exp1" 8 30 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 2323 35 1
"1307" "exp1" 8 31 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 2166 15 1
"1307" "exp1" 8 32 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1780 0 0
"1307" "exp1" 8 33 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 2080 0 0
"1307" "exp1" 8 34 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 2156 45 1
"1307" "exp1" 8 35 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 2623 0 0
"1307" "exp1" 8 36 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 2178 15 1
"1307" "exp1" 8 37 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2297 40 1
"1307" "exp1" 8 38 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1821 30 1
"1307" "exp1" 8 39 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 1798 25 1
"1307" "exp1" 8 40 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1671 45 1
"1307" "exp1" 8 41 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 2300 35 1
"1307" "exp1" 8 42 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 2036 75 1
"1307" "exp1" 8 43 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 2696 65 1
"1307" "exp1" 8 44 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 1864 75 1
"1307" "exp1" 8 45 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 2361 75 1
"1307" "exp1" 8 46 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 3275 0 0
"1307" "exp1" 8 47 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1627 15 1
"1307" "exp1" 8 48 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1895 45 1
"1307" "exp1" 8 49 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 1878 45 1
"1307" "exp1" 8 50 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 2269 25 1
"1307" "exp1" 8 51 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 2762 0 0
"1307" "exp1" 8 52 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 2147 0 0
"1307" "exp1" 8 53 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 2943 0 0
"1307" "exp1" 8 54 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 2163 25 1
"1307" "exp1" 8 55 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 1798 0 0
"1307" "exp1" 8 56 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 943 20 1
"1307" "exp1" 8 57 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 2282 15 1
"1307" "exp1" 8 58 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2010 0 0
"1307" "exp1" 8 59 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 3844 75 1
"1307" "exp1" 8 60 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1729 30 1
"1307" "exp1" 9 1 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1223 20 1
"1307" "exp1" 9 2 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1564 0 0
"1307" "exp1" 9 3 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1597 25 1
"1307" "exp1" 9 4 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 1494 65 1
"1307" "exp1" 9 5 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 1580 35 1
"1307" "exp1" 9 6 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1607 0 0
"1307" "exp1" 9 7 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 2722 35 1
"1307" "exp1" 9 8 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 2030 45 1
"1307" "exp1" 9 9 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 2146 30 1
"1307" "exp1" 9 10 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 2241 0 0
"1307" "exp1" 9 11 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 3087 45 1
"1307" "exp1" 9 12 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 2593 75 1
"1307" "exp1" 9 13 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2338 40 1
"1307" "exp1" 9 14 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 4055 25 1
"1307" "exp1" 9 15 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 2278 15 1
"1307" "exp1" 9 16 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 3608 65 1
"1307" "exp1" 9 17 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 2406 30 1
"1307" "exp1" 9 18 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 2615 0 0
"1307" "exp1" 9 19 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 3057 30 1
"1307" "exp1" 9 20 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 2123 30 1
"1307" "exp1" 9 21 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 2060 15 1
"1307" "exp1" 9 22 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 2634 25 1
"1307" "exp1" 9 23 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 2286 0 0
"1307" "exp1" 9 24 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 7001 75 1
"1307" "exp1" 9 25 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 1176 0 0
"1307" "exp1" 9 26 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 2 1663 0 0
"1307" "exp1" 9 27 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 2418 0 0
"1307" "exp1" 9 28 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 1911 65 1
"1307" "exp1" 9 29 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 2229 75 1
"1307" "exp1" 9 30 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 1437 45 1
"1307" "exp1" 9 31 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 1928 0 0
"1307" "exp1" 9 32 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2008 0 0
"1307" "exp1" 9 33 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 2198 35 1
"1307" "exp1" 9 34 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1696 0 0
"1307" "exp1" 9 35 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 2744 0 0
"1307" "exp1" 9 36 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 1099 75 1
"1307" "exp1" 9 37 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1709 35 1
"1307" "exp1" 9 38 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 2116 0 0
"1307" "exp1" 9 39 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 2309 25 1
"1307" "exp1" 9 40 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 2 1344 65 1
"1307" "exp1" 9 41 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 2 2686 0 0
"1307" "exp1" 9 42 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 2 2741 0 0
"1307" "exp1" 9 43 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 2 3078 0 0
"1307" "exp1" 9 44 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1759 0 0
"1307" "exp1" 9 45 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 2214 0 0
"1307" "exp1" 9 46 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 3353 0 0
"1307" "exp1" 9 47 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1544 25 1
"1307" "exp1" 9 48 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 1511 15 1
"1307" "exp1" 9 49 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 3748 20 1
"1307" "exp1" 9 50 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 2917 75 1
"1307" "exp1" 9 51 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 2336 15 1
"1307" "exp1" 9 52 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 2432 0 0
"1307" "exp1" 9 53 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 1699 45 1
"1307" "exp1" 9 54 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 1572 45 1
"1307" "exp1" 9 55 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 1263 0 0
"1307" "exp1" 9 56 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 2 1493 35 1
"1307" "exp1" 9 57 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 2 2397 85 1
"1307" "exp1" 9 58 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 2 1798 0 0
"1307" "exp1" 9 59 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1746 20 1
"1307" "exp1" 9 60 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 2 1797 0 0
"1307" "exp1" 10 1 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 1044 0 0
"1307" "exp1" 10 2 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 1497 75 1
"1307" "exp1" 10 3 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 1357 25 1
"1307" "exp1" 10 4 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 1882 15 1
"1307" "exp1" 10 5 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 2810 30 1
"1307" "exp1" 10 6 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 2784 25 1
"1307" "exp1" 10 7 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 3201 25 1
"1307" "exp1" 10 8 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 3968 25 1
"1307" "exp1" 10 9 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 2024 0 0
"1307" "exp1" 10 10 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 2258 0 0
"1307" "exp1" 10 11 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 3380 25 1
"1307" "exp1" 10 12 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1996 35 1
"1307" "exp1" 10 13 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 3152 20 1
"1307" "exp1" 10 14 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 2369 35 1
"1307" "exp1" 10 15 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 1532 65 1
"1307" "exp1" 10 16 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 2 2516 0 0
"1307" "exp1" 10 17 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 2176 15 1
"1307" "exp1" 10 18 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 2858 0 0
"1307" "exp1" 10 19 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 4073 65 1
"1307" "exp1" 10 20 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 2 1558 55 1
"1307" "exp1" 10 21 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 2 1256 0 0
"1307" "exp1" 10 22 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 1945 75 1
"1307" "exp1" 10 23 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 1338 0 0
"1307" "exp1" 10 24 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 2 1764 55 1
"1307" "exp1" 10 25 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 2 2054 0 0
"1307" "exp1" 10 26 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 2 2502 0 0
"1307" "exp1" 10 27 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 2529 0 0
"1307" "exp1" 10 28 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1899 35 1
"1307" "exp1" 10 29 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1143 20 1
"1307" "exp1" 10 30 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 1262 0 0
"1307" "exp1" 10 31 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1864 0 0
"1307" "exp1" 10 32 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 2057 65 1
"1307" "exp1" 10 33 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 2321 35 1
"1307" "exp1" 10 34 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 1808 0 0
"1307" "exp1" 10 35 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1677 30 1
"1307" "exp1" 10 36 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 2767 0 0
"1307" "exp1" 10 37 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 1286 0 0
"1307" "exp1" 10 38 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1940 40 1
"1307" "exp1" 10 39 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 2213 20 1
"1307" "exp1" 10 40 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 1618 75 1
"1307" "exp1" 10 41 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1955 35 1
"1307" "exp1" 10 42 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1733 0 0
"1307" "exp1" 10 43 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 1119 65 1
"1307" "exp1" 10 44 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1917 0 0
"1307" "exp1" 10 45 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2936 40 1
"1307" "exp1" 10 46 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 1370 0 0
"1307" "exp1" 10 47 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 1983 0 0
"1307" "exp1" 10 48 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1283 0 0
"1307" "exp1" 10 49 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 1446 75 1
"1307" "exp1" 10 50 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 1792 0 0
"1307" "exp1" 10 51 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 2325 0 0
"1307" "exp1" 10 52 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 2 1808 35 1
"1307" "exp1" 10 53 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 2 1009 0 0
"1307" "exp1" 10 54 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 2 1156 0 0
"1307" "exp1" 10 55 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 2 1510 0 0
"1307" "exp1" 10 56 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1943 45 1
"1307" "exp1" 10 57 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1007 0 0
"1307" "exp1" 10 58 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 963 0 0
"1307" "exp1" 10 59 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1155 0 0
"1307" "exp1" 10 60 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 813 75 1
"1307" "exp1" 11 1 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 1389 65 1
"1307" "exp1" 11 2 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 772 0 0
"1307" "exp1" 11 3 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 831 0 0
"1307" "exp1" 11 4 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 927 75 1
"1307" "exp1" 11 5 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 558 0 0
"1307" "exp1" 11 6 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 1024 0 0
"1307" "exp1" 11 7 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 918 65 1
"1307" "exp1" 11 8 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 872 0 0
"1307" "exp1" 11 9 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 846 35 1
"1307" "exp1" 11 10 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1193 35 1
"1307" "exp1" 11 11 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 1195 25 1
"1307" "exp1" 11 12 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1085 0 0
"1307" "exp1" 11 13 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 712 35 1
"1307" "exp1" 11 14 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 2111 75 1
"1307" "exp1" 11 15 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 2 3077 0 0
"1307" "exp1" 11 16 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 3159 85 1
"1307" "exp1" 11 17 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 2406 0 0
"1307" "exp1" 11 18 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 2 3211 0 0
"1307" "exp1" 11 19 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 2381 0 0
"1307" "exp1" 11 20 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 2198 0 0
"1307" "exp1" 11 21 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 2060 0 0
"1307" "exp1" 11 22 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1401 15 1
"1307" "exp1" 11 23 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1850 20 1
"1307" "exp1" 11 24 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 1612 0 0
"1307" "exp1" 11 25 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1853 0 0
"1307" "exp1" 11 26 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 1913 25 1
"1307" "exp1" 11 27 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1888 15 1
"1307" "exp1" 11 28 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1936 20 1
"1307" "exp1" 11 29 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 2055 0 0
"1307" "exp1" 11 30 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1194 35 1
"1307" "exp1" 11 31 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 2500 25 1
"1307" "exp1" 11 32 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 1886 45 1
"1307" "exp1" 11 33 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 2136 75 1
"1307" "exp1" 11 34 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 2609 45 1
"1307" "exp1" 11 35 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 2429 75 1
"1307" "exp1" 11 36 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 2157 0 0
"1307" "exp1" 11 37 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2218 0 0
"1307" "exp1" 11 38 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2070 40 1
"1307" "exp1" 11 39 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1778 0 0
"1307" "exp1" 11 40 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 2426 15 1
"1307" "exp1" 11 41 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 2011 75 1
"1307" "exp1" 11 42 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1652 65 1
"1307" "exp1" 11 43 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 1517 75 1
"1307" "exp1" 11 44 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 1597 0 0
"1307" "exp1" 11 45 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 1351 25 1
"1307" "exp1" 11 46 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 2016 0 0
"1307" "exp1" 11 47 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 1156 0 0
"1307" "exp1" 11 48 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1369 30 1
"1307" "exp1" 11 49 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 2018 25 1
"1307" "exp1" 11 50 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1526 40 1
"1307" "exp1" 11 51 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 1757 0 0
"1307" "exp1" 11 52 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1644 15 1
"1307" "exp1" 11 53 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 802 40 1
"1307" "exp1" 11 54 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1261 20 1
"1307" "exp1" 11 55 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 1062 0 0
"1307" "exp1" 11 56 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 1027 0 0
"1307" "exp1" 11 57 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1720 0 0
"1307" "exp1" 11 58 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 2189 0 0
"1307" "exp1" 11 59 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 2746 30 1
"1307" "exp1" 11 60 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 973 0 0
"1307" "exp1" 12 1 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 881 40 1
"1307" "exp1" 12 2 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 683 20 1
"1307" "exp1" 12 3 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 792 0 0
"1307" "exp1" 12 4 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 1097 35 1
"1307" "exp1" 12 5 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 947 0 0
"1307" "exp1" 12 6 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 857 20 1
"1307" "exp1" 12 7 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 807 75 1
"1307" "exp1" 12 8 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 558 75 1
"1307" "exp1" 12 9 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1906 0 0
"1307" "exp1" 12 10 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1467 35 1
"1307" "exp1" 12 11 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1315 45 1
"1307" "exp1" 12 12 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 961 45 1
"1307" "exp1" 12 13 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 1365 25 1
"1307" "exp1" 12 14 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1037 45 1
"1307" "exp1" 12 15 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 972 35 1
"1307" "exp1" 12 16 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 886 0 0
"1307" "exp1" 12 17 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 1146 45 1
"1307" "exp1" 12 18 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 1419 15 1
"1307" "exp1" 12 19 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 924 0 0
"1307" "exp1" 12 20 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 815 25 1
"1307" "exp1" 12 21 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 955 0 0
"1307" "exp1" 12 22 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 664 25 1
"1307" "exp1" 12 23 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 681 30 1
"1307" "exp1" 12 24 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 879 0 0
"1307" "exp1" 12 25 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 861 65 1
"1307" "exp1" 12 26 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1462 45 1
"1307" "exp1" 12 27 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 1156 75 1
"1307" "exp1" 12 28 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 859 75 1
"1307" "exp1" 12 29 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 586 0 0
"1307" "exp1" 12 30 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 647 45 1
"1307" "exp1" 12 31 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 911 0 0
"1307" "exp1" 12 32 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 804 15 1
"1307" "exp1" 12 33 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1294 15 1
"1307" "exp1" 12 34 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 732 25 1
"1307" "exp1" 12 35 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 715 75 1
"1307" "exp1" 12 36 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 550 0 0
"1307" "exp1" 12 37 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 598 15 1
"1307" "exp1" 12 38 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1981 0 0
"1307" "exp1" 12 39 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1651 0 0
"1307" "exp1" 12 40 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 1221 0 0
"1307" "exp1" 12 41 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 952 65 1
"1307" "exp1" 12 42 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 696 75 1
"1307" "exp1" 12 43 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 977 0 0
"1307" "exp1" 12 44 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 629 20 1
"1307" "exp1" 12 45 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 2 664 35 1
"1307" "exp1" 12 46 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 1386 0 0
"1307" "exp1" 12 47 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 826 0 0
"1307" "exp1" 12 48 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 627 25 1
"1307" "exp1" 12 49 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1253 40 1
"1307" "exp1" 12 50 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 626 30 1
"1307" "exp1" 12 51 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 616 0 0
"1307" "exp1" 12 52 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 668 0 0
"1307" "exp1" 12 53 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 905 35 1
"1307" "exp1" 12 54 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 915 65 1
"1307" "exp1" 12 55 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 1204 45 1
"1307" "exp1" 12 56 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 720 0 0
"1307" "exp1" 12 57 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 689 30 1
"1307" "exp1" 12 58 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 594 15 1
"1307" "exp1" 12 59 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 684 75 1
"1307" "exp1" 12 60 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 2 847 75 1
"1307" "exp1" 13 1 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 982 65 1
"1307" "exp1" 13 2 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 729 40 1
"1307" "exp1" 13 3 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 818 0 0
"1307" "exp1" 13 4 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 2141 25 1
"1307" "exp1" 13 5 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1448 35 1
"1307" "exp1" 13 6 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 602 25 1
"1307" "exp1" 13 7 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 700 35 1
"1307" "exp1" 13 8 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 699 0 0
"1307" "exp1" 13 9 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 766 75 1
"1307" "exp1" 13 10 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 606 30 1
"1307" "exp1" 13 11 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 753 0 0
"1307" "exp1" 13 12 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1317 0 0
"1307" "exp1" 13 13 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 718 65 1
"1307" "exp1" 13 14 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 699 45 1
"1307" "exp1" 13 15 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 913 75 1
"1307" "exp1" 13 16 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1138 0 0
"1307" "exp1" 13 17 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 724 45 1
"1307" "exp1" 13 18 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 740 0 0
"1307" "exp1" 13 19 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 570 45 1
"1307" "exp1" 13 20 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 726 35 1
"1307" "exp1" 13 21 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 841 65 1
"1307" "exp1" 13 22 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 2445 0 0
"1307" "exp1" 13 23 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 2475 45 1
"1307" "exp1" 13 24 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 2112 0 0
"1307" "exp1" 13 25 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 2 2413 0 0
"1307" "exp1" 13 26 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 2 4512 75 1
"1307" "exp1" 13 27 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 2147 15 1
"1307" "exp1" 13 28 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 2260 0 0
"1307" "exp1" 13 29 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 2300 0 0
"1307" "exp1" 13 30 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 2221 75 1
"1307" "exp1" 13 31 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 2029 0 0
"1307" "exp1" 13 32 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 1927 0 0
"1307" "exp1" 13 33 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1510 20 1
"1307" "exp1" 13 34 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 1265 0 0
"1307" "exp1" 13 35 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 1210 0 0
"1307" "exp1" 13 36 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 2342 35 1
"1307" "exp1" 13 37 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 3301 0 0
"1307" "exp1" 13 38 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 1901 75 1
"1307" "exp1" 13 39 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1616 15 1
"1307" "exp1" 13 40 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1626 25 1
"1307" "exp1" 13 41 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1407 15 1
"1307" "exp1" 13 42 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 1843 0 0
"1307" "exp1" 13 43 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 2 1824 35 1
"1307" "exp1" 13 44 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 923 0 0
"1307" "exp1" 13 45 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 2262 15 1
"1307" "exp1" 13 46 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 2035 75 1
"1307" "exp1" 13 47 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1195 0 0
"1307" "exp1" 13 48 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 1169 0 0
"1307" "exp1" 13 49 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1735 0 0
"1307" "exp1" 13 50 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 2 1499 0 0
"1307" "exp1" 13 51 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1257 30 1
"1307" "exp1" 13 52 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 1258 65 1
"1307" "exp1" 13 53 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 1070 25 1
"1307" "exp1" 13 54 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1455 45 1
"1307" "exp1" 13 55 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1346 45 1
"1307" "exp1" 13 56 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1647 35 1
"1307" "exp1" 13 57 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 1655 0 0
"1307" "exp1" 13 58 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 2031 15 1
"1307" "exp1" 13 59 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1974 25 1
"1307" "exp1" 13 60 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1671 0 0
"1307" "exp1" 14 1 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 829 75 1
"1307" "exp1" 14 2 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 718 15 1
"1307" "exp1" 14 3 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 717 45 1
"1307" "exp1" 14 4 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1062 45 1
"1307" "exp1" 14 5 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 731 35 1
"1307" "exp1" 14 6 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 999 15 1
"1307" "exp1" 14 7 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1041 40 1
"1307" "exp1" 14 8 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 910 0 0
"1307" "exp1" 14 9 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 734 20 1
"1307" "exp1" 14 10 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 1031 75 1
"1307" "exp1" 14 11 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 932 65 1
"1307" "exp1" 14 12 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 909 30 1
"1307" "exp1" 14 13 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1096 15 1
"1307" "exp1" 14 14 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 973 45 1
"1307" "exp1" 14 15 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 1709 65 1
"1307" "exp1" 14 16 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 2388 35 1
"1307" "exp1" 14 17 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 1655 15 1
"1307" "exp1" 14 18 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 2011 65 1
"1307" "exp1" 14 19 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 1463 75 1
"1307" "exp1" 14 20 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 1375 15 1
"1307" "exp1" 14 21 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1799 25 1
"1307" "exp1" 14 22 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1741 45 1
"1307" "exp1" 14 23 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1799 35 1
"1307" "exp1" 14 24 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1375 0 0
"1307" "exp1" 14 25 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1479 0 0
"1307" "exp1" 14 26 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 990 0 0
"1307" "exp1" 14 27 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 2 1352 0 0
"1307" "exp1" 14 28 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 1095 0 0
"1307" "exp1" 14 29 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 985 45 1
"1307" "exp1" 14 30 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1035 0 0
"1307" "exp1" 14 31 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 912 45 1
"1307" "exp1" 14 32 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1371 65 1
"1307" "exp1" 14 33 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 694 45 1
"1307" "exp1" 14 34 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1179 35 1
"1307" "exp1" 14 35 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1109 20 1
"1307" "exp1" 14 36 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 867 75 1
"1307" "exp1" 14 37 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 1806 25 1
"1307" "exp1" 14 38 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 666 0 0
"1307" "exp1" 14 39 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1024 40 1
"1307" "exp1" 14 40 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1144 30 1
"1307" "exp1" 14 41 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 614 35 1
"1307" "exp1" 14 42 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 984 25 1
"1307" "exp1" 14 43 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 579 75 1
"1307" "exp1" 14 44 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1260 65 1
"1307" "exp1" 14 45 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 654 0 0
"1307" "exp1" 14 46 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 981 0 0
"1307" "exp1" 14 47 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 1315 65 1
"1307" "exp1" 14 48 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1348 20 1
"1307" "exp1" 14 49 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 1309 75 1
"1307" "exp1" 14 50 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 730 0 0
"1307" "exp1" 14 51 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 639 0 0
"1307" "exp1" 14 52 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 827 0 0
"1307" "exp1" 14 53 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 935 25 1
"1307" "exp1" 14 54 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 612 0 0
"1307" "exp1" 14 55 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1908 40 1
"1307" "exp1" 14 56 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 1396 35 1
"1307" "exp1" 14 57 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 711 65 1
"1307" "exp1" 14 58 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 1634 0 0
"1307" "exp1" 14 59 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 2234 0 0
"1307" "exp1" 14 60 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 2316 15 1
"1307" "exp1" 15 1 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 860 15 1
"1307" "exp1" 15 2 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 982 0 0
"1307" "exp1" 15 3 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 2 1493 65 1
"1307" "exp1" 15 4 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 941 20 1
"1307" "exp1" 15 5 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 1083 25 1
"1307" "exp1" 15 6 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 1405 75 1
"1307" "exp1" 15 7 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 1623 65 1
"1307" "exp1" 15 8 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1442 0 0
"1307" "exp1" 15 9 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 1848 15 1
"1307" "exp1" 15 10 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 2068 35 1
"1307" "exp1" 15 11 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1685 0 0
"1307" "exp1" 15 12 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1049 0 0
"1307" "exp1" 15 13 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 1571 0 0
"1307" "exp1" 15 14 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 3059 75 1
"1307" "exp1" 15 15 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1020 0 0
"1307" "exp1" 15 16 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1801 30 1
"1307" "exp1" 15 17 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1697 25 1
"1307" "exp1" 15 18 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1627 0 0
"1307" "exp1" 15 19 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1376 40 1
"1307" "exp1" 15 20 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 835 35 1
"1307" "exp1" 15 21 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1228 0 0
"1307" "exp1" 15 22 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 1776 25 1
"1307" "exp1" 15 23 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 1032 75 1
"1307" "exp1" 15 24 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1052 0 0
"1307" "exp1" 15 25 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1956 15 1
"1307" "exp1" 15 26 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1819 0 0
"1307" "exp1" 15 27 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 1275 0 0
"1307" "exp1" 15 28 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 1910 65 1
"1307" "exp1" 15 29 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 812 75 1
"1307" "exp1" 15 30 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 1746 25 1
"1307" "exp1" 15 31 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 2055 20 1
"1307" "exp1" 15 32 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1347 45 1
"1307" "exp1" 15 33 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 1682 15 1
"1307" "exp1" 15 34 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 726 25 1
"1307" "exp1" 15 35 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 1266 45 1
"1307" "exp1" 15 36 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1135 25 1
"1307" "exp1" 15 37 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 1312 45 1
"1307" "exp1" 15 38 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 1391 75 1
"1307" "exp1" 15 39 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1352 30 1
"1307" "exp1" 15 40 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 814 20 1
"1307" "exp1" 15 41 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1287 40 1
"1307" "exp1" 15 42 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 2106 0 0
"1307" "exp1" 15 43 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 822 15 1
"1307" "exp1" 15 44 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1261 30 1
"1307" "exp1" 15 45 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1574 65 1
"1307" "exp1" 15 46 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 880 0 0
"1307" "exp1" 15 47 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2518 40 1
"1307" "exp1" 15 48 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1984 35 1
"1307" "exp1" 15 49 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1616 0 0
"1307" "exp1" 15 50 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1879 30 1
"1307" "exp1" 15 51 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1160 0 0
"1307" "exp1" 15 52 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1453 20 1
"1307" "exp1" 15 53 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 1976 75 1
"1307" "exp1" 15 54 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 734 45 1
"1307" "exp1" 15 55 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1730 0 0
"1307" "exp1" 15 56 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 1303 0 0
"1307" "exp1" 15 57 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 971 0 0
"1307" "exp1" 15 58 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 1075 0 0
"1307" "exp1" 15 59 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 765 75 1
"1307" "exp1" 15 60 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1138 40 1
"1307" "exp1" 16 1 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 1065 25 1
"1307" "exp1" 16 2 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 731 40 1
"1307" "exp1" 16 3 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 774 30 1
"1307" "exp1" 16 4 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 2 697 0 0
"1307" "exp1" 16 5 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 1407 25 1
"1307" "exp1" 16 6 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1494 40 1
"1307" "exp1" 16 7 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 969 25 1
"1307" "exp1" 16 8 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1195 20 1
"1307" "exp1" 16 9 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 791 35 1
"1307" "exp1" 16 10 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 949 30 1
"1307" "exp1" 16 11 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 933 65 1
"1307" "exp1" 16 12 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 909 15 1
"1307" "exp1" 16 13 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 858 75 1
"1307" "exp1" 16 14 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 792 75 1
"1307" "exp1" 16 15 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 908 45 1
"1307" "exp1" 16 16 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 1245 0 0
"1307" "exp1" 16 17 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 868 75 1
"1307" "exp1" 16 18 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 667 25 1
"1307" "exp1" 16 19 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 530 35 1
"1307" "exp1" 16 20 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 559 20 1
"1307" "exp1" 16 21 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 1707 0 0
"1307" "exp1" 16 22 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 684 0 0
"1307" "exp1" 16 23 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 591 45 1
"1307" "exp1" 16 24 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1048 45 1
"1307" "exp1" 16 25 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 999 0 0
"1307" "exp1" 16 26 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 2 1581 35 1
"1307" "exp1" 16 27 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 1158 75 1
"1307" "exp1" 16 28 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 1421 65 1
"1307" "exp1" 16 29 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1595 0 0
"1307" "exp1" 16 30 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 2 1160 0 0
"1307" "exp1" 16 31 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 2053 45 1
"1307" "exp1" 16 32 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 1760 0 0
"1307" "exp1" 16 33 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 2376 35 1
"1307" "exp1" 16 34 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1732 0 0
"1307" "exp1" 16 35 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1617 65 1
"1307" "exp1" 16 36 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1460 20 1
"1307" "exp1" 16 37 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1719 40 1
"1307" "exp1" 16 38 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1808 40 1
"1307" "exp1" 16 39 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1330 0 0
"1307" "exp1" 16 40 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1384 25 1
"1307" "exp1" 16 41 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1966 35 1
"1307" "exp1" 16 42 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 2023 0 0
"1307" "exp1" 16 43 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 1284 75 1
"1307" "exp1" 16 44 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 1651 85 1
"1307" "exp1" 16 45 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 991 0 0
"1307" "exp1" 16 46 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 814 45 1
"1307" "exp1" 16 47 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1431 0 0
"1307" "exp1" 16 48 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 1366 0 0
"1307" "exp1" 16 49 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 685 0 0
"1307" "exp1" 16 50 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 966 45 1
"1307" "exp1" 16 51 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 864 45 1
"1307" "exp1" 16 52 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 650 25 1
"1307" "exp1" 16 53 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1134 0 0
"1307" "exp1" 16 54 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 1044 15 1
"1307" "exp1" 16 55 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1295 20 1
"1307" "exp1" 16 56 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 805 25 1
"1307" "exp1" 16 57 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 821 65 1
"1307" "exp1" 16 58 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 1307 0 0
"1307" "exp1" 16 59 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1381 35 1
"1307" "exp1" 16 60 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 960 25 1
"1307" "exp1" 17 1 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 807 0 0
"1307" "exp1" 17 2 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 871 45 1
"1307" "exp1" 17 3 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1440 0 0
"1307" "exp1" 17 4 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 859 75 1
"1307" "exp1" 17 5 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 686 25 1
"1307" "exp1" 17 6 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 730 40 1
"1307" "exp1" 17 7 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 1603 0 0
"1307" "exp1" 17 8 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1846 40 1
"1307" "exp1" 17 9 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 2558 20 1
"1307" "exp1" 17 10 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 1253 0 0
"1307" "exp1" 17 11 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 1308 35 1
"1307" "exp1" 17 12 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1112 0 0
"1307" "exp1" 17 13 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 700 25 1
"1307" "exp1" 17 14 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 645 0 0
"1307" "exp1" 17 15 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 982 35 1
"1307" "exp1" 17 16 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 790 25 1
"1307" "exp1" 17 17 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 892 65 1
"1307" "exp1" 17 18 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 597 25 1
"1307" "exp1" 17 19 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1567 35 1
"1307" "exp1" 17 20 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 1136 25 1
"1307" "exp1" 17 21 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1685 30 1
"1307" "exp1" 17 22 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 761 25 1
"1307" "exp1" 17 23 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 684 0 0
"1307" "exp1" 17 24 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 1113 0 0
"1307" "exp1" 17 25 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 1098 35 1
"1307" "exp1" 17 26 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 2116 0 0
"1307" "exp1" 17 27 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 1374 45 1
"1307" "exp1" 17 28 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 686 30 1
"1307" "exp1" 17 29 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 1231 45 1
"1307" "exp1" 17 30 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 1098 25 1
"1307" "exp1" 17 31 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 1111 65 1
"1307" "exp1" 17 32 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 2111 75 1
"1307" "exp1" 17 33 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 707 75 1
"1307" "exp1" 17 34 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 1409 75 1
"1307" "exp1" 17 35 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1869 45 1
"1307" "exp1" 17 36 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 734 0 0
"1307" "exp1" 17 37 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 930 75 1
"1307" "exp1" 17 38 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1219 35 1
"1307" "exp1" 17 39 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 660 20 1
"1307" "exp1" 17 40 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 720 0 0
"1307" "exp1" 17 41 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 926 0 0
"1307" "exp1" 17 42 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 1217 0 0
"1307" "exp1" 17 43 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 705 20 1
"1307" "exp1" 17 44 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 613 35 1
"1307" "exp1" 17 45 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 942 15 1
"1307" "exp1" 17 46 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 1351 65 1
"1307" "exp1" 17 47 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1105 45 1
"1307" "exp1" 17 48 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 925 65 1
"1307" "exp1" 17 49 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 825 75 1
"1307" "exp1" 17 50 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 764 15 1
"1307" "exp1" 17 51 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 1165 45 1
"1307" "exp1" 17 52 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1060 15 1
"1307" "exp1" 17 53 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 980 30 1
"1307" "exp1" 17 54 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 1441 65 1
"1307" "exp1" 17 55 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 1204 75 1
"1307" "exp1" 17 56 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1087 40 1
"1307" "exp1" 17 57 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 584 75 1
"1307" "exp1" 17 58 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 963 65 1
"1307" "exp1" 17 59 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 862 0 0
"1307" "exp1" 17 60 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 642 0 0
"1307" "exp1" 18 1 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 600 65 1
"1307" "exp1" 18 2 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1166 35 1
"1307" "exp1" 18 3 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 841 85 1
"1307" "exp1" 18 4 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 778 40 1
"1307" "exp1" 18 5 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 1059 15 1
"1307" "exp1" 18 6 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 654 0 0
"1307" "exp1" 18 7 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1114 0 0
"1307" "exp1" 18 8 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 804 25 1
"1307" "exp1" 18 9 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 837 45 1
"1307" "exp1" 18 10 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 818 25 1
"1307" "exp1" 18 11 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 814 25 1
"1307" "exp1" 18 12 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 982 0 0
"1307" "exp1" 18 13 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 772 45 1
"1307" "exp1" 18 14 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 797 30 1
"1307" "exp1" 18 15 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 505 35 1
"1307" "exp1" 18 16 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 576 40 1
"1307" "exp1" 18 17 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 612 0 0
"1307" "exp1" 18 18 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 685 30 1
"1307" "exp1" 18 19 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 600 20 1
"1307" "exp1" 18 20 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 1119 15 1
"1307" "exp1" 18 21 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 801 45 1
"1307" "exp1" 18 22 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 775 0 0
"1307" "exp1" 18 23 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 1048 80 1
"1307" "exp1" 18 24 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 2 1359 0 0
"1307" "exp1" 18 25 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1298 65 1
"1307" "exp1" 18 26 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 758 0 0
"1307" "exp1" 18 27 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 2 738 0 0
"1307" "exp1" 18 28 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1233 15 1
"1307" "exp1" 18 29 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 853 35 1
"1307" "exp1" 18 30 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 1188 0 0
"1307" "exp1" 18 31 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 928 25 1
"1307" "exp1" 18 32 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 581 15 1
"1307" "exp1" 18 33 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 689 45 1
"1307" "exp1" 18 34 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 1315 75 1
"1307" "exp1" 18 35 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 1601 85 1
"1307" "exp1" 18 36 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 1362 75 1
"1307" "exp1" 18 37 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1336 45 1
"1307" "exp1" 18 38 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 592 75 1
"1307" "exp1" 18 39 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 780 0 0
"1307" "exp1" 18 40 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 843 15 1
"1307" "exp1" 18 41 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 2 1937 0 0
"1307" "exp1" 18 42 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 2 987 0 0
"1307" "exp1" 18 43 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 741 75 1
"1307" "exp1" 18 44 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 845 0 0
"1307" "exp1" 18 45 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 934 65 1
"1307" "exp1" 18 46 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 872 45 1
"1307" "exp1" 18 47 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 836 0 0
"1307" "exp1" 18 48 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 942 0 0
"1307" "exp1" 18 49 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 673 45 1
"1307" "exp1" 18 50 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1602 30 1
"1307" "exp1" 18 51 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 1484 75 1
"1307" "exp1" 18 52 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 2 812 0 0
"1307" "exp1" 18 53 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 1089 0 0
"1307" "exp1" 18 54 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 1323 45 1
"1307" "exp1" 18 55 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 953 65 1
"1307" "exp1" 18 56 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1029 0 0
"1307" "exp1" 18 57 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 830 25 1
"1307" "exp1" 18 58 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 1171 75 1
"1307" "exp1" 18 59 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 759 0 0
"1307" "exp1" 18 60 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1395 35 1
"1307" "exp1" 19 1 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 867 15 1
"1307" "exp1" 19 2 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 771 20 1
"1307" "exp1" 19 3 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 587 25 1
"1307" "exp1" 19 4 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 741 20 1
"1307" "exp1" 19 5 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 850 45 1
"1307" "exp1" 19 6 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 846 35 1
"1307" "exp1" 19 7 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 1150 65 1
"1307" "exp1" 19 8 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 667 65 1
"1307" "exp1" 19 9 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 708 0 0
"1307" "exp1" 19 10 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 838 45 1
"1307" "exp1" 19 11 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 612 30 1
"1307" "exp1" 19 12 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 710 15 1
"1307" "exp1" 19 13 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1300 45 1
"1307" "exp1" 19 14 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1344 15 1
"1307" "exp1" 19 15 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 2004 65 1
"1307" "exp1" 19 16 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1076 0 0
"1307" "exp1" 19 17 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 2 1300 35 1
"1307" "exp1" 19 18 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 2 1973 0 0
"1307" "exp1" 19 19 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 1494 0 0
"1307" "exp1" 19 20 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 1460 0 0
"1307" "exp1" 19 21 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 1361 75 1
"1307" "exp1" 19 22 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 1418 0 0
"1307" "exp1" 19 23 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1109 65 1
"1307" "exp1" 19 24 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1279 0 0
"1307" "exp1" 19 25 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1112 35 1
"1307" "exp1" 19 26 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 968 40 1
"1307" "exp1" 19 27 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 1336 0 0
"1307" "exp1" 19 28 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1487 40 1
"1307" "exp1" 19 29 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 4167 40 1
"1307" "exp1" 19 30 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 830 45 1
"1307" "exp1" 19 31 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 761 45 1
"1307" "exp1" 19 32 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1816 0 0
"1307" "exp1" 19 33 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1135 35 1
"1307" "exp1" 19 34 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 1047 75 1
"1307" "exp1" 19 35 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 1509 15 1
"1307" "exp1" 19 36 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 933 35 1
"1307" "exp1" 19 37 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 1039 0 0
"1307" "exp1" 19 38 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 918 35 1
"1307" "exp1" 19 39 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 1035 45 1
"1307" "exp1" 19 40 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 668 20 1
"1307" "exp1" 19 41 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 2 906 0 0
"1307" "exp1" 19 42 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 2 880 0 0
"1307" "exp1" 19 43 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 2 789 0 0
"1307" "exp1" 19 44 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 859 0 0
"1307" "exp1" 19 45 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 966 65 1
"1307" "exp1" 19 46 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 1047 75 1
"1307" "exp1" 19 47 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 955 0 0
"1307" "exp1" 19 48 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 2 1002 0 0
"1307" "exp1" 19 49 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 773 80 1
"1307" "exp1" 19 50 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 978 25 1
"1307" "exp1" 19 51 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 826 35 1
"1307" "exp1" 19 52 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1250 15 1
"1307" "exp1" 19 53 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 872 0 0
"1307" "exp1" 19 54 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 640 25 1
"1307" "exp1" 19 55 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 828 30 1
"1307" "exp1" 19 56 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 1048 25 1
"1307" "exp1" 19 57 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 1090 0 0
"1307" "exp1" 19 58 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1246 0 0
"1307" "exp1" 19 59 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1113 85 1
"1307" "exp1" 19 60 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 2 1674 0 0
"1307" "exp1" 20 1 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 891 0 0
"1307" "exp1" 20 2 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 555 20 1
"1307" "exp1" 20 3 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 458 0 0
"1307" "exp1" 20 4 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 566 20 1
"1307" "exp1" 20 5 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 506 75 1
"1307" "exp1" 20 6 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 503 75 1
"1307" "exp1" 20 7 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 780 40 1
"1307" "exp1" 20 8 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 545 20 1
"1307" "exp1" 20 9 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 688 65 1
"1307" "exp1" 20 10 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 620 0 0
"1307" "exp1" 20 11 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 728 15 1
"1307" "exp1" 20 12 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 509 15 1
"1307" "exp1" 20 13 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 559 75 1
"1307" "exp1" 20 14 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 499 20 1
"1307" "exp1" 20 15 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 754 0 0
"1307" "exp1" 20 16 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 602 75 1
"1307" "exp1" 20 17 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 817 15 1
"1307" "exp1" 20 18 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1021 45 1
"1307" "exp1" 20 19 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 482 30 1
"1307" "exp1" 20 20 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 654 0 0
"1307" "exp1" 20 21 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 653 75 1
"1307" "exp1" 20 22 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 582 45 1
"1307" "exp1" 20 23 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 570 45 1
"1307" "exp1" 20 24 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 1022 25 1
"1307" "exp1" 20 25 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1009 35 1
"1307" "exp1" 20 26 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1012 15 1
"1307" "exp1" 20 27 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 684 25 1
"1307" "exp1" 20 28 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 464 25 1
"1307" "exp1" 20 29 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 611 75 1
"1307" "exp1" 20 30 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 1032 0 0
"1307" "exp1" 20 31 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 516 0 0
"1307" "exp1" 20 32 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 849 0 0
"1307" "exp1" 20 33 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 941 25 1
"1307" "exp1" 20 34 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 682 0 0
"1307" "exp1" 20 35 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1032 0 0
"1307" "exp1" 20 36 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 910 65 1
"1307" "exp1" 20 37 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 737 25 1
"1307" "exp1" 20 38 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 466 30 1
"1307" "exp1" 20 39 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 1360 0 0
"1307" "exp1" 20 40 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 2 843 65 1
"1307" "exp1" 20 41 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 2 578 35 1
"1307" "exp1" 20 42 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 2 732 0 0
"1307" "exp1" 20 43 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 2 651 0 0
"1307" "exp1" 20 44 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 2 704 0 0
"1307" "exp1" 20 45 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 2 709 0 0
"1307" "exp1" 20 46 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 2 1208 0 0
"1307" "exp1" 20 47 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 743 45 1
"1307" "exp1" 20 48 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 602 0 0
"1307" "exp1" 20 49 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 859 0 0
"1307" "exp1" 20 50 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 697 40 1
"1307" "exp1" 20 51 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 560 25 1
"1307" "exp1" 20 52 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 808 0 0
"1307" "exp1" 20 53 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 534 25 1
"1307" "exp1" 20 54 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 618 25 1
"1307" "exp1" 20 55 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 563 35 1
"1307" "exp1" 20 56 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 561 65 1
"1307" "exp1" 20 57 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 2 1255 0 0
"1307" "exp1" 20 58 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 614 45 1
"1307" "exp1" 20 59 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 503 45 1
"1307" "exp1" 20 60 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 921 15 1
"1308" "exp1" 1 1 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 2 1010 65 1
"1308" "exp1" 1 2 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1009 0 0
"1308" "exp1" 1 3 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1355 30 1
"1308" "exp1" 1 4 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 2 1449 85 1
"1308" "exp1" 1 5 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 2964 65 1
"1308" "exp1" 1 6 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2827 40 1
"1308" "exp1" 1 7 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 1069 75 1
"1308" "exp1" 1 8 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 2068 0 0
"1308" "exp1" 1 9 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 5163 75 1
"1308" "exp1" 1 10 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 4495 15 1
"1308" "exp1" 1 11 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1788 0 0
"1308" "exp1" 1 12 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 3366 65 1
"1308" "exp1" 1 13 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 1402 75 1
"1308" "exp1" 1 14 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1686 15 1
"1308" "exp1" 1 15 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1321 65 1
"1308" "exp1" 1 16 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 2835 65 1
"1308" "exp1" 1 17 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 2545 65 1
"1308" "exp1" 1 18 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1452 0 0
"1308" "exp1" 1 19 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 1639 25 1
"1308" "exp1" 1 20 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 6107 35 1
"1308" "exp1" 1 21 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 2350 0 0
"1308" "exp1" 1 22 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 2607 45 1
"1308" "exp1" 1 23 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 3004 25 1
"1308" "exp1" 1 24 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 2773 0 0
"1308" "exp1" 1 25 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 4726 0 0
"1308" "exp1" 1 26 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 1179 0 0
"1308" "exp1" 1 27 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 2018 0 0
"1308" "exp1" 1 28 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 2 2849 0 0
"1308" "exp1" 1 29 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 4343 20 1
"1308" "exp1" 1 30 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 3134 40 1
"1308" "exp1" 1 31 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1067 40 1
"1308" "exp1" 1 32 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1540 0 0
"1308" "exp1" 1 33 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1316 15 1
"1308" "exp1" 1 34 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 1165 75 1
"1308" "exp1" 1 35 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1505 0 0
"1308" "exp1" 1 36 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 3035 45 1
"1308" "exp1" 1 37 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 2383 65 1
"1308" "exp1" 1 38 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 3087 65 1
"1308" "exp1" 1 39 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 2 2821 75 1
"1308" "exp1" 1 40 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 1657 75 1
"1308" "exp1" 1 41 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 2215 0 0
"1308" "exp1" 1 42 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1317 30 1
"1308" "exp1" 1 43 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1672 0 0
"1308" "exp1" 1 44 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 1625 0 0
"1308" "exp1" 1 45 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1406 0 0
"1308" "exp1" 1 46 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 3090 35 1
"1308" "exp1" 1 47 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 2177 0 0
"1308" "exp1" 1 48 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 2813 85 1
"1308" "exp1" 1 49 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2663 40 1
"1308" "exp1" 1 50 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 2667 0 0
"1308" "exp1" 1 51 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 2602 45 1
"1308" "exp1" 1 52 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1103 20 1
"1308" "exp1" 1 53 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1933 35 1
"1308" "exp1" 1 54 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 3417 0 0
"1308" "exp1" 1 55 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 2060 25 1
"1308" "exp1" 1 56 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 3231 0 0
"1308" "exp1" 1 57 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 2278 25 1
"1308" "exp1" 1 58 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 3068 0 0
"1308" "exp1" 1 59 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1625 85 1
"1308" "exp1" 1 60 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 1264 0 0
"1308" "exp1" 2 1 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 1279 75 1
"1308" "exp1" 2 2 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 2396 0 0
"1308" "exp1" 2 3 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1092 65 1
"1308" "exp1" 2 4 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 2413 45 1
"1308" "exp1" 2 5 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 946 0 0
"1308" "exp1" 2 6 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1430 35 1
"1308" "exp1" 2 7 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 2496 25 1
"1308" "exp1" 2 8 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 1191 65 1
"1308" "exp1" 2 9 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 2496 0 0
"1308" "exp1" 2 10 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 1538 0 0
"1308" "exp1" 2 11 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 926 65 1
"1308" "exp1" 2 12 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 2927 0 0
"1308" "exp1" 2 13 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 6096 0 0
"1308" "exp1" 2 14 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 1010 75 1
"1308" "exp1" 2 15 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 832 75 1
"1308" "exp1" 2 16 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 1832 0 0
"1308" "exp1" 2 17 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 2261 35 1
"1308" "exp1" 2 18 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 5053 0 0
"1308" "exp1" 2 19 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1945 0 0
"1308" "exp1" 2 20 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 2015 85 1
"1308" "exp1" 2 21 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 2899 30 1
"1308" "exp1" 2 22 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1746 0 0
"1308" "exp1" 2 23 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 1002 45 1
"1308" "exp1" 2 24 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2579 0 0
"1308" "exp1" 2 25 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 5257 0 0
"1308" "exp1" 2 26 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 2270 0 0
"1308" "exp1" 2 27 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 2266 75 1
"1308" "exp1" 2 28 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 2815 35 1
"1308" "exp1" 2 29 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1967 0 0
"1308" "exp1" 2 30 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 3723 20 1
"1308" "exp1" 2 31 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1116 65 1
"1308" "exp1" 2 32 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1810 0 0
"1308" "exp1" 2 33 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 2113 0 0
"1308" "exp1" 2 34 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1849 0 0
"1308" "exp1" 2 35 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 2979 15 1
"1308" "exp1" 2 36 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 3668 0 0
"1308" "exp1" 2 37 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1857 0 0
"1308" "exp1" 2 38 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 951 75 1
"1308" "exp1" 2 39 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 2218 65 1
"1308" "exp1" 2 40 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 2079 45 1
"1308" "exp1" 2 41 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 2221 65 1
"1308" "exp1" 2 42 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 4741 40 1
"1308" "exp1" 2 43 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1214 45 1
"1308" "exp1" 2 44 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 1826 0 0
"1308" "exp1" 2 45 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1712 30 1
"1308" "exp1" 2 46 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1522 15 1
"1308" "exp1" 2 47 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 2165 0 0
"1308" "exp1" 2 48 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 2192 0 0
"1308" "exp1" 2 49 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 2034 85 1
"1308" "exp1" 2 50 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1750 45 1
"1308" "exp1" 2 51 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 2 3366 0 0
"1308" "exp1" 2 52 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1846 0 0
"1308" "exp1" 2 53 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 1752 0 0
"1308" "exp1" 2 54 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 3538 45 1
"1308" "exp1" 2 55 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 1303 75 1
"1308" "exp1" 2 56 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1261 35 1
"1308" "exp1" 2 57 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1188 0 0
"1308" "exp1" 2 58 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1719 40 1
"1308" "exp1" 2 59 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 906 0 0
"1308" "exp1" 2 60 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1252 15 1
"1308" "exp1" 3 1 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1050 35 1
"1308" "exp1" 3 2 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 888 65 1
"1308" "exp1" 3 3 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 1205 0 0
"1308" "exp1" 3 4 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1467 25 1
"1308" "exp1" 3 5 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 2080 80 1
"1308" "exp1" 3 6 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 2 3851 0 0
"1308" "exp1" 3 7 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 2484 30 1
"1308" "exp1" 3 8 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 2 1796 55 1
"1308" "exp1" 3 9 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 1059 75 1
"1308" "exp1" 3 10 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1499 35 1
"1308" "exp1" 3 11 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 2346 0 0
"1308" "exp1" 3 12 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 2357 65 1
"1308" "exp1" 3 13 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 877 0 0
"1308" "exp1" 3 14 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1419 60 1
"1308" "exp1" 3 15 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 1249 75 1
"1308" "exp1" 3 16 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 760 75 1
"1308" "exp1" 3 17 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 2134 45 1
"1308" "exp1" 3 18 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 2569 60 1
"1308" "exp1" 3 19 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 2 3482 55 1
"1308" "exp1" 3 20 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 2 1678 85 1
"1308" "exp1" 3 21 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 1305 0 0
"1308" "exp1" 3 22 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 978 75 1
"1308" "exp1" 3 23 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1057 15 1
"1308" "exp1" 3 24 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 1166 45 1
"1308" "exp1" 3 25 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1585 0 0
"1308" "exp1" 3 26 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1676 0 0
"1308" "exp1" 3 27 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 1059 25 1
"1308" "exp1" 3 28 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 2521 0 0
"1308" "exp1" 3 29 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 2583 65 1
"1308" "exp1" 3 30 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 2056 65 1
"1308" "exp1" 3 31 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 2499 85 1
"1308" "exp1" 3 32 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1340 0 0
"1308" "exp1" 3 33 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 3411 0 0
"1308" "exp1" 3 34 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 1264 45 1
"1308" "exp1" 3 35 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 3236 65 1
"1308" "exp1" 3 36 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 2 2990 0 0
"1308" "exp1" 3 37 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1137 0 0
"1308" "exp1" 3 38 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 3430 0 0
"1308" "exp1" 3 39 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 1865 15 1
"1308" "exp1" 3 40 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1920 0 0
"1308" "exp1" 3 41 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 990 45 1
"1308" "exp1" 3 42 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 2239 65 1
"1308" "exp1" 3 43 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 1564 0 0
"1308" "exp1" 3 44 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1301 20 1
"1308" "exp1" 3 45 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 2440 0 0
"1308" "exp1" 3 46 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 2 2821 0 0
"1308" "exp1" 3 47 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 3406 0 0
"1308" "exp1" 3 48 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 1329 25 1
"1308" "exp1" 3 49 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 1306 0 0
"1308" "exp1" 3 50 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 2848 25 1
"1308" "exp1" 3 51 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 2481 0 0
"1308" "exp1" 3 52 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 4157 20 1
"1308" "exp1" 3 53 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 1477 65 1
"1308" "exp1" 3 54 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 2185 30 1
"1308" "exp1" 3 55 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 2615 0 0
"1308" "exp1" 3 56 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 1325 70 1
"1308" "exp1" 3 57 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 1087 75 1
"1308" "exp1" 3 58 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 1059 75 1
"1308" "exp1" 3 59 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 1194 85 1
"1308" "exp1" 3 60 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1506 20 1
"1308" "exp1" 4 1 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 1207 45 1
"1308" "exp1" 4 2 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1083 35 1
"1308" "exp1" 4 3 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 1476 75 1
"1308" "exp1" 4 4 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1495 0 0
"1308" "exp1" 4 5 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 1085 75 1
"1308" "exp1" 4 6 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 1850 45 1
"1308" "exp1" 4 7 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 2 1294 0 0
"1308" "exp1" 4 8 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1357 15 1
"1308" "exp1" 4 9 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 1386 0 0
"1308" "exp1" 4 10 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 1911 25 1
"1308" "exp1" 4 11 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 2 1816 0 0
"1308" "exp1" 4 12 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 1005 0 0
"1308" "exp1" 4 13 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 1351 80 1
"1308" "exp1" 4 14 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 1141 75 1
"1308" "exp1" 4 15 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1536 20 1
"1308" "exp1" 4 16 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 1738 0 0
"1308" "exp1" 4 17 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 3144 0 0
"1308" "exp1" 4 18 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 835 0 0
"1308" "exp1" 4 19 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 986 65 1
"1308" "exp1" 4 20 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1738 15 1
"1308" "exp1" 4 21 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 1108 0 0
"1308" "exp1" 4 22 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1552 0 0
"1308" "exp1" 4 23 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 1830 0 0
"1308" "exp1" 4 24 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 2296 0 0
"1308" "exp1" 4 25 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 1035 0 0
"1308" "exp1" 4 26 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 883 75 1
"1308" "exp1" 4 27 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 669 75 1
"1308" "exp1" 4 28 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 931 70 1
"1308" "exp1" 4 29 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 2 1738 75 1
"1308" "exp1" 4 30 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 2506 60 1
"1308" "exp1" 4 31 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 2 1729 0 0
"1308" "exp1" 4 32 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1905 45 1
"1308" "exp1" 4 33 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 2440 0 0
"1308" "exp1" 4 34 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 1930 65 1
"1308" "exp1" 4 35 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 811 85 1
"1308" "exp1" 4 36 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 1291 75 1
"1308" "exp1" 4 37 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 1265 45 1
"1308" "exp1" 4 38 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 2016 45 1
"1308" "exp1" 4 39 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 2210 45 1
"1308" "exp1" 4 40 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 892 65 1
"1308" "exp1" 4 41 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 1115 0 0
"1308" "exp1" 4 42 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 1205 0 0
"1308" "exp1" 4 43 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1201 45 1
"1308" "exp1" 4 44 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 971 65 1
"1308" "exp1" 4 45 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 1074 85 1
"1308" "exp1" 4 46 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1732 20 1
"1308" "exp1" 4 47 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1478 65 1
"1308" "exp1" 4 48 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 1062 0 0
"1308" "exp1" 4 49 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 2 3031 75 1
"1308" "exp1" 4 50 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 1126 75 1
"1308" "exp1" 4 51 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 996 45 1
"1308" "exp1" 4 52 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1028 60 1
"1308" "exp1" 4 53 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2449 0 0
"1308" "exp1" 4 54 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1641 0 0
"1308" "exp1" 4 55 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 1713 25 1
"1308" "exp1" 4 56 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 718 75 1
"1308" "exp1" 4 57 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 855 40 1
"1308" "exp1" 4 58 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 1187 0 0
"1308" "exp1" 4 59 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 804 65 1
"1308" "exp1" 4 60 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 1943 35 1
"1308" "exp1" 5 1 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1265 0 0
"1308" "exp1" 5 2 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 1499 65 1
"1308" "exp1" 5 3 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 979 0 0
"1308" "exp1" 5 4 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 2190 0 0
"1308" "exp1" 5 5 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 720 75 1
"1308" "exp1" 5 6 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1171 85 1
"1308" "exp1" 5 7 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 750 65 1
"1308" "exp1" 5 8 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 983 85 1
"1308" "exp1" 5 9 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 2 1287 0 0
"1308" "exp1" 5 10 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 714 0 0
"1308" "exp1" 5 11 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 710 65 1
"1308" "exp1" 5 12 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1567 25 1
"1308" "exp1" 5 13 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 1097 0 0
"1308" "exp1" 5 14 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 2 1819 55 1
"1308" "exp1" 5 15 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 2 3260 75 1
"1308" "exp1" 5 16 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 2779 0 0
"1308" "exp1" 5 17 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 843 0 0
"1308" "exp1" 5 18 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 2500 70 1
"1308" "exp1" 5 19 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 659 75 1
"1308" "exp1" 5 20 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 926 65 1
"1308" "exp1" 5 21 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1734 20 1
"1308" "exp1" 5 22 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 725 75 1
"1308" "exp1" 5 23 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 806 0 0
"1308" "exp1" 5 24 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 784 75 1
"1308" "exp1" 5 25 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1558 20 1
"1308" "exp1" 5 26 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 902 75 1
"1308" "exp1" 5 27 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 752 65 1
"1308" "exp1" 5 28 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 683 0 0
"1308" "exp1" 5 29 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1367 15 1
"1308" "exp1" 5 30 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1482 40 1
"1308" "exp1" 5 31 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 801 75 1
"1308" "exp1" 5 32 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 1663 0 0
"1308" "exp1" 5 33 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 915 75 1
"1308" "exp1" 5 34 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 1422 65 1
"1308" "exp1" 5 35 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 2 1302 65 1
"1308" "exp1" 5 36 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 2 1111 0 0
"1308" "exp1" 5 37 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 1447 0 0
"1308" "exp1" 5 38 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1848 0 0
"1308" "exp1" 5 39 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 2294 0 0
"1308" "exp1" 5 40 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1291 40 1
"1308" "exp1" 5 41 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 1559 0 0
"1308" "exp1" 5 42 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 1987 0 0
"1308" "exp1" 5 43 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 2041 0 0
"1308" "exp1" 5 44 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 1458 0 0
"1308" "exp1" 5 45 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1454 15 1
"1308" "exp1" 5 46 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 1012 65 1
"1308" "exp1" 5 47 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 1460 85 1
"1308" "exp1" 5 48 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 2 2855 0 0
"1308" "exp1" 5 49 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1946 0 0
"1308" "exp1" 5 50 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 2 1119 0 0
"1308" "exp1" 5 51 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 2100 85 1
"1308" "exp1" 5 52 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1364 20 1
"1308" "exp1" 5 53 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 1088 0 0
"1308" "exp1" 5 54 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 1255 45 1
"1308" "exp1" 5 55 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 923 45 1
"1308" "exp1" 5 56 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 3036 0 0
"1308" "exp1" 5 57 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 1143 45 1
"1308" "exp1" 5 58 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 3766 0 0
"1308" "exp1" 5 59 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 1155 70 1
"1308" "exp1" 5 60 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1315 35 1
"1308" "exp1" 6 1 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1658 0 0
"1308" "exp1" 6 2 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 982 30 1
"1308" "exp1" 6 3 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 845 75 1
"1308" "exp1" 6 4 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 672 35 1
"1308" "exp1" 6 5 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1572 20 1
"1308" "exp1" 6 6 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 675 75 1
"1308" "exp1" 6 7 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 599 75 1
"1308" "exp1" 6 8 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 2 2083 0 0
"1308" "exp1" 6 9 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 2 1651 0 0
"1308" "exp1" 6 10 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 2 2265 55 1
"1308" "exp1" 6 11 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 758 0 0
"1308" "exp1" 6 12 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1315 0 0
"1308" "exp1" 6 13 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 1073 85 1
"1308" "exp1" 6 14 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 2721 45 1
"1308" "exp1" 6 15 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 2239 0 0
"1308" "exp1" 6 16 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 815 75 1
"1308" "exp1" 6 17 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 634 0 0
"1308" "exp1" 6 18 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1075 0 0
"1308" "exp1" 6 19 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 1214 65 1
"1308" "exp1" 6 20 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 2 3005 0 0
"1308" "exp1" 6 21 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1995 15 1
"1308" "exp1" 6 22 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 2 2513 65 1
"1308" "exp1" 6 23 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1336 45 1
"1308" "exp1" 6 24 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 1380 0 0
"1308" "exp1" 6 25 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 2 1008 0 0
"1308" "exp1" 6 26 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 769 45 1
"1308" "exp1" 6 27 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 2 1409 0 0
"1308" "exp1" 6 28 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 1060 25 1
"1308" "exp1" 6 29 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 831 45 1
"1308" "exp1" 6 30 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 796 65 1
"1308" "exp1" 6 31 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1340 20 1
"1308" "exp1" 6 32 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1418 25 1
"1308" "exp1" 6 33 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 1096 0 0
"1308" "exp1" 6 34 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1545 0 0
"1308" "exp1" 6 35 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 757 75 1
"1308" "exp1" 6 36 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 635 65 1
"1308" "exp1" 6 37 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 660 75 1
"1308" "exp1" 6 38 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 760 65 1
"1308" "exp1" 6 39 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 1448 0 0
"1308" "exp1" 6 40 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 676 0 0
"1308" "exp1" 6 41 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 2 1213 0 0
"1308" "exp1" 6 42 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1778 60 1
"1308" "exp1" 6 43 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 723 0 0
"1308" "exp1" 6 44 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 819 65 1
"1308" "exp1" 6 45 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 1676 25 1
"1308" "exp1" 6 46 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 1555 0 0
"1308" "exp1" 6 47 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 799 65 1
"1308" "exp1" 6 48 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 699 0 0
"1308" "exp1" 6 49 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 1523 0 0
"1308" "exp1" 6 50 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 643 75 1
"1308" "exp1" 6 51 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 3474 15 1
"1308" "exp1" 6 52 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 770 0 0
"1308" "exp1" 6 53 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1450 0 0
"1308" "exp1" 6 54 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 916 0 0
"1308" "exp1" 6 55 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 2499 25 1
"1308" "exp1" 6 56 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 1250 0 0
"1308" "exp1" 6 57 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 1401 65 1
"1308" "exp1" 6 58 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 1793 25 1
"1308" "exp1" 6 59 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 3072 0 0
"1308" "exp1" 6 60 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1080 0 0
"1308" "exp1" 7 1 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1132 85 1
"1308" "exp1" 7 2 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 969 25 1
"1308" "exp1" 7 3 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1150 0 0
"1308" "exp1" 7 4 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 768 0 0
"1308" "exp1" 7 5 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1017 15 1
"1308" "exp1" 7 6 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 925 65 1
"1308" "exp1" 7 7 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 1848 0 0
"1308" "exp1" 7 8 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 1518 0 0
"1308" "exp1" 7 9 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1403 60 1
"1308" "exp1" 7 10 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1261 0 0
"1308" "exp1" 7 11 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 934 75 1
"1308" "exp1" 7 12 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 989 0 0
"1308" "exp1" 7 13 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 887 65 1
"1308" "exp1" 7 14 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 879 0 0
"1308" "exp1" 7 15 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1164 0 0
"1308" "exp1" 7 16 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 1046 65 1
"1308" "exp1" 7 17 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 631 65 1
"1308" "exp1" 7 18 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1022 65 1
"1308" "exp1" 7 19 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 1097 0 0
"1308" "exp1" 7 20 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1432 15 1
"1308" "exp1" 7 21 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 3423 35 1
"1308" "exp1" 7 22 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 879 75 1
"1308" "exp1" 7 23 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 1297 45 1
"1308" "exp1" 7 24 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1207 20 1
"1308" "exp1" 7 25 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1515 40 1
"1308" "exp1" 7 26 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 1045 55 1
"1308" "exp1" 7 27 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 4088 35 1
"1308" "exp1" 7 28 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 931 25 1
"1308" "exp1" 7 29 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 2149 0 0
"1308" "exp1" 7 30 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 971 0 0
"1308" "exp1" 7 31 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 741 0 0
"1308" "exp1" 7 32 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 2 1027 0 0
"1308" "exp1" 7 33 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 2136 0 0
"1308" "exp1" 7 34 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 1321 75 1
"1308" "exp1" 7 35 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1415 45 1
"1308" "exp1" 7 36 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1000 20 1
"1308" "exp1" 7 37 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 1728 0 0
"1308" "exp1" 7 38 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 700 75 1
"1308" "exp1" 7 39 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 2 689 0 0
"1308" "exp1" 7 40 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 624 75 1
"1308" "exp1" 7 41 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 2 812 0 0
"1308" "exp1" 7 42 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1194 15 1
"1308" "exp1" 7 43 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 2 1130 0 0
"1308" "exp1" 7 44 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 836 75 1
"1308" "exp1" 7 45 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1552 65 1
"1308" "exp1" 7 46 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 764 70 1
"1308" "exp1" 7 47 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 1253 0 0
"1308" "exp1" 7 48 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 748 0 0
"1308" "exp1" 7 49 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 741 0 0
"1308" "exp1" 7 50 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 2 1171 0 0
"1308" "exp1" 7 51 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1789 25 1
"1308" "exp1" 7 52 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1782 45 1
"1308" "exp1" 7 53 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1094 20 1
"1308" "exp1" 7 54 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 3312 0 0
"1308" "exp1" 7 55 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 2 2398 0 0
"1308" "exp1" 7 56 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1606 0 0
"1308" "exp1" 7 57 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 1381 55 1
"1308" "exp1" 7 58 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 2051 75 1
"1308" "exp1" 7 59 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 1020 45 1
"1308" "exp1" 7 60 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 1651 65 1
"1308" "exp1" 8 1 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1081 0 0
"1308" "exp1" 8 2 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 871 35 1
"1308" "exp1" 8 3 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 1508 25 1
"1308" "exp1" 8 4 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1065 0 0
"1308" "exp1" 8 5 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 963 65 1
"1308" "exp1" 8 6 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 735 0 0
"1308" "exp1" 8 7 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 845 0 0
"1308" "exp1" 8 8 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 773 0 0
"1308" "exp1" 8 9 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 3587 20 1
"1308" "exp1" 8 10 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1381 30 1
"1308" "exp1" 8 11 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1537 15 1
"1308" "exp1" 8 12 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 938 0 0
"1308" "exp1" 8 13 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 2337 45 1
"1308" "exp1" 8 14 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 665 65 1
"1308" "exp1" 8 15 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 770 0 0
"1308" "exp1" 8 16 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 2 645 0 0
"1308" "exp1" 8 17 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 850 0 0
"1308" "exp1" 8 18 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 720 0 0
"1308" "exp1" 8 19 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 984 20 1
"1308" "exp1" 8 20 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 618 75 1
"1308" "exp1" 8 21 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 721 40 1
"1308" "exp1" 8 22 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 912 45 1
"1308" "exp1" 8 23 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 2301 0 0
"1308" "exp1" 8 24 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1492 35 1
"1308" "exp1" 8 25 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 877 40 1
"1308" "exp1" 8 26 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 2 752 0 0
"1308" "exp1" 8 27 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1118 15 1
"1308" "exp1" 8 28 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 723 70 1
"1308" "exp1" 8 29 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 719 75 1
"1308" "exp1" 8 30 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 2 1444 0 0
"1308" "exp1" 8 31 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 1065 0 0
"1308" "exp1" 8 32 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 774 45 1
"1308" "exp1" 8 33 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 2553 65 1
"1308" "exp1" 8 34 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1072 35 1
"1308" "exp1" 8 35 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 1175 75 1
"1308" "exp1" 8 36 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 1748 0 0
"1308" "exp1" 8 37 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1139 0 0
"1308" "exp1" 8 38 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 1354 45 1
"1308" "exp1" 8 39 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1862 40 1
"1308" "exp1" 8 40 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 935 20 1
"1308" "exp1" 8 41 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2734 0 0
"1308" "exp1" 8 42 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 1600 45 1
"1308" "exp1" 8 43 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 957 85 1
"1308" "exp1" 8 44 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 2 850 0 0
"1308" "exp1" 8 45 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 845 65 1
"1308" "exp1" 8 46 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 783 75 1
"1308" "exp1" 8 47 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 1490 0 0
"1308" "exp1" 8 48 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1292 45 1
"1308" "exp1" 8 49 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 3517 15 1
"1308" "exp1" 8 50 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 2683 0 0
"1308" "exp1" 8 51 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 861 0 0
"1308" "exp1" 8 52 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 648 65 1
"1308" "exp1" 8 53 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 649 0 0
"1308" "exp1" 8 54 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 747 75 1
"1308" "exp1" 8 55 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1315 0 0
"1308" "exp1" 8 56 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 3247 20 1
"1308" "exp1" 8 57 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 1665 0 0
"1308" "exp1" 8 58 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1328 0 0
"1308" "exp1" 8 59 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 1935 65 1
"1308" "exp1" 8 60 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 942 45 1
"1308" "exp1" 9 1 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 2 2230 0 0
"1308" "exp1" 9 2 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 1555 0 0
"1308" "exp1" 9 3 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 2 985 0 0
"1308" "exp1" 9 4 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 1565 0 0
"1308" "exp1" 9 5 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 952 0 0
"1308" "exp1" 9 6 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 919 0 0
"1308" "exp1" 9 7 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 1081 0 0
"1308" "exp1" 9 8 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 739 75 1
"1308" "exp1" 9 9 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 1390 0 0
"1308" "exp1" 9 10 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 2 1452 85 1
"1308" "exp1" 9 11 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1460 45 1
"1308" "exp1" 9 12 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 818 0 0
"1308" "exp1" 9 13 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1884 65 1
"1308" "exp1" 9 14 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 743 0 0
"1308" "exp1" 9 15 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 2 1006 0 0
"1308" "exp1" 9 16 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 2 1045 85 1
"1308" "exp1" 9 17 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 1212 45 1
"1308" "exp1" 9 18 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 1281 0 0
"1308" "exp1" 9 19 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 2 1947 0 0
"1308" "exp1" 9 20 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 950 75 1
"1308" "exp1" 9 21 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1141 60 1
"1308" "exp1" 9 22 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1086 45 1
"1308" "exp1" 9 23 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 966 0 0
"1308" "exp1" 9 24 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 729 65 1
"1308" "exp1" 9 25 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 874 0 0
"1308" "exp1" 9 26 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 874 85 1
"1308" "exp1" 9 27 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 1053 65 1
"1308" "exp1" 9 28 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 673 75 1
"1308" "exp1" 9 29 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 2 757 0 0
"1308" "exp1" 9 30 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 884 75 1
"1308" "exp1" 9 31 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 2 789 0 0
"1308" "exp1" 9 32 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 2 841 0 0
"1308" "exp1" 9 33 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 2741 0 0
"1308" "exp1" 9 34 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 663 45 1
"1308" "exp1" 9 35 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 2275 60 1
"1308" "exp1" 9 36 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 835 0 0
"1308" "exp1" 9 37 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1850 0 0
"1308" "exp1" 9 38 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 2 1438 0 0
"1308" "exp1" 9 39 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 3191 0 0
"1308" "exp1" 9 40 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 1070 65 1
"1308" "exp1" 9 41 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 2 2529 0 0
"1308" "exp1" 9 42 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 2 802 0 0
"1308" "exp1" 9 43 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 1480 70 1
"1308" "exp1" 9 44 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 701 65 1
"1308" "exp1" 9 45 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 950 0 0
"1308" "exp1" 9 46 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 685 0 0
"1308" "exp1" 9 47 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 1041 75 1
"1308" "exp1" 9 48 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 775 0 0
"1308" "exp1" 9 49 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 2042 35 1
"1308" "exp1" 9 50 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 680 75 1
"1308" "exp1" 9 51 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 2 2462 75 1
"1308" "exp1" 9 52 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 995 0 0
"1308" "exp1" 9 53 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 2 1246 0 0
"1308" "exp1" 9 54 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 2240 0 0
"1308" "exp1" 9 55 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 2 1798 65 1
"1308" "exp1" 9 56 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 1130 0 0
"1308" "exp1" 9 57 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 1302 0 0
"1308" "exp1" 9 58 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 2 761 0 0
"1308" "exp1" 9 59 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 786 85 1
"1308" "exp1" 9 60 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 979 0 0
"1308" "exp1" 10 1 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1022 45 1
"1308" "exp1" 10 2 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 992 0 0
"1308" "exp1" 10 3 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 894 40 1
"1308" "exp1" 10 4 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 1069 25 1
"1308" "exp1" 10 5 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 680 20 1
"1308" "exp1" 10 6 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 1008 45 1
"1308" "exp1" 10 7 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 560 75 1
"1308" "exp1" 10 8 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 634 0 0
"1308" "exp1" 10 9 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 1073 35 1
"1308" "exp1" 10 10 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 830 35 1
"1308" "exp1" 10 11 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 2107 0 0
"1308" "exp1" 10 12 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 2 1216 65 1
"1308" "exp1" 10 13 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 611 65 1
"1308" "exp1" 10 14 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 653 0 0
"1308" "exp1" 10 15 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 625 75 1
"1308" "exp1" 10 16 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1433 15 1
"1308" "exp1" 10 17 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 2 1558 0 0
"1308" "exp1" 10 18 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1349 30 1
"1308" "exp1" 10 19 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 756 65 1
"1308" "exp1" 10 20 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 621 65 1
"1308" "exp1" 10 21 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1295 45 1
"1308" "exp1" 10 22 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 4652 0 0
"1308" "exp1" 10 23 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 979 35 1
"1308" "exp1" 10 24 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1474 15 1
"1308" "exp1" 10 25 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 912 0 0
"1308" "exp1" 10 26 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 770 70 1
"1308" "exp1" 10 27 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 2 1074 0 0
"1308" "exp1" 10 28 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 769 0 0
"1308" "exp1" 10 29 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 1059 70 1
"1308" "exp1" 10 30 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 818 0 0
"1308" "exp1" 10 31 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 562 0 0
"1308" "exp1" 10 32 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1047 85 1
"1308" "exp1" 10 33 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 660 75 1
"1308" "exp1" 10 34 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 582 0 0
"1308" "exp1" 10 35 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 775 75 1
"1308" "exp1" 10 36 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 605 75 1
"1308" "exp1" 10 37 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 732 65 1
"1308" "exp1" 10 38 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1764 15 1
"1308" "exp1" 10 39 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 2 758 0 0
"1308" "exp1" 10 40 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 1182 0 0
"1308" "exp1" 10 41 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 894 0 0
"1308" "exp1" 10 42 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 658 45 1
"1308" "exp1" 10 43 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 822 75 1
"1308" "exp1" 10 44 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 921 70 1
"1308" "exp1" 10 45 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 683 0 0
"1308" "exp1" 10 46 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 831 0 0
"1308" "exp1" 10 47 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1209 35 1
"1308" "exp1" 10 48 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 566 0 0
"1308" "exp1" 10 49 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 1424 45 1
"1308" "exp1" 10 50 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 785 20 1
"1308" "exp1" 10 51 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 580 0 0
"1308" "exp1" 10 52 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 2053 0 0
"1308" "exp1" 10 53 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 931 85 1
"1308" "exp1" 10 54 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1012 0 0
"1308" "exp1" 10 55 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 1046 65 1
"1308" "exp1" 10 56 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 2 928 0 0
"1308" "exp1" 10 57 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 891 75 1
"1308" "exp1" 10 58 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 1883 25 1
"1308" "exp1" 10 59 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1720 25 1
"1308" "exp1" 10 60 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 1377 0 0
"1308" "exp1" 11 1 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 828 40 1
"1308" "exp1" 11 2 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 875 45 1
"1308" "exp1" 11 3 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 971 0 0
"1308" "exp1" 11 4 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 628 45 1
"1308" "exp1" 11 5 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 764 0 0
"1308" "exp1" 11 6 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1007 20 1
"1308" "exp1" 11 7 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 2 854 65 1
"1308" "exp1" 11 8 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 560 65 1
"1308" "exp1" 11 9 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 2 789 0 0
"1308" "exp1" 11 10 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 681 45 1
"1308" "exp1" 11 11 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 588 75 1
"1308" "exp1" 11 12 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 570 0 0
"1308" "exp1" 11 13 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 2 582 0 0
"1308" "exp1" 11 14 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 554 75 1
"1308" "exp1" 11 15 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 840 0 0
"1308" "exp1" 11 16 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 2510 20 1
"1308" "exp1" 11 17 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 1139 0 0
"1308" "exp1" 11 18 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 994 65 1
"1308" "exp1" 11 19 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 1813 0 0
"1308" "exp1" 11 20 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 698 75 1
"1308" "exp1" 11 21 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 528 75 1
"1308" "exp1" 11 22 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 895 40 1
"1308" "exp1" 11 23 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 597 65 1
"1308" "exp1" 11 24 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 556 0 0
"1308" "exp1" 11 25 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 803 75 1
"1308" "exp1" 11 26 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 901 0 0
"1308" "exp1" 11 27 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 2 1622 0 0
"1308" "exp1" 11 28 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 2 973 85 1
"1308" "exp1" 11 29 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 650 65 1
"1308" "exp1" 11 30 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 1274 0 0
"1308" "exp1" 11 31 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1329 25 1
"1308" "exp1" 11 32 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1210 0 0
"1308" "exp1" 11 33 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1110 20 1
"1308" "exp1" 11 34 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 605 75 1
"1308" "exp1" 11 35 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1085 0 0
"1308" "exp1" 11 36 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 814 0 0
"1308" "exp1" 11 37 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 889 45 1
"1308" "exp1" 11 38 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 784 65 1
"1308" "exp1" 11 39 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 1165 45 1
"1308" "exp1" 11 40 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 734 65 1
"1308" "exp1" 11 41 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1202 0 0
"1308" "exp1" 11 42 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 2033 15 1
"1308" "exp1" 11 43 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1094 35 1
"1308" "exp1" 11 44 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 3248 30 1
"1308" "exp1" 11 45 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 1522 65 1
"1308" "exp1" 11 46 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 706 45 1
"1308" "exp1" 11 47 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1384 30 1
"1308" "exp1" 11 48 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 2 2135 0 0
"1308" "exp1" 11 49 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 2541 0 0
"1308" "exp1" 11 50 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1611 0 0
"1308" "exp1" 11 51 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1250 40 1
"1308" "exp1" 11 52 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 2 1718 0 0
"1308" "exp1" 11 53 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 1520 0 0
"1308" "exp1" 11 54 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 657 0 0
"1308" "exp1" 11 55 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1026 0 0
"1308" "exp1" 11 56 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 687 65 1
"1308" "exp1" 11 57 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 653 75 1
"1308" "exp1" 11 58 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 2 1477 65 1
"1308" "exp1" 11 59 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 2 982 0 0
"1308" "exp1" 11 60 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 665 65 1
"1308" "exp1" 12 1 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1074 15 1
"1308" "exp1" 12 2 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 695 20 1
"1308" "exp1" 12 3 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 634 0 0
"1308" "exp1" 12 4 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1319 30 1
"1308" "exp1" 12 5 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1240 0 0
"1308" "exp1" 12 6 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 1004 70 1
"1308" "exp1" 12 7 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 690 65 1
"1308" "exp1" 12 8 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 591 0 0
"1308" "exp1" 12 9 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 639 85 1
"1308" "exp1" 12 10 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 563 75 1
"1308" "exp1" 12 11 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1109 0 0
"1308" "exp1" 12 12 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 567 85 1
"1308" "exp1" 12 13 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 615 75 1
"1308" "exp1" 12 14 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 2 648 65 1
"1308" "exp1" 12 15 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 2 551 75 1
"1308" "exp1" 12 16 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1012 25 1
"1308" "exp1" 12 17 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 579 65 1
"1308" "exp1" 12 18 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 913 15 1
"1308" "exp1" 12 19 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 2223 75 1
"1308" "exp1" 12 20 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 989 45 1
"1308" "exp1" 12 21 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 701 65 1
"1308" "exp1" 12 22 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 2 1956 0 0
"1308" "exp1" 12 23 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 1583 0 0
"1308" "exp1" 12 24 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 2 1340 55 1
"1308" "exp1" 12 25 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 815 0 0
"1308" "exp1" 12 26 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 633 0 0
"1308" "exp1" 12 27 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 717 45 1
"1308" "exp1" 12 28 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 2259 30 1
"1308" "exp1" 12 29 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 957 0 0
"1308" "exp1" 12 30 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 810 85 1
"1308" "exp1" 12 31 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 1022 0 0
"1308" "exp1" 12 32 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 2 1433 65 1
"1308" "exp1" 12 33 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 588 65 1
"1308" "exp1" 12 34 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 628 45 1
"1308" "exp1" 12 35 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 568 75 1
"1308" "exp1" 12 36 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 760 65 1
"1308" "exp1" 12 37 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 2 655 55 1
"1308" "exp1" 12 38 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 2 644 0 0
"1308" "exp1" 12 39 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 880 40 1
"1308" "exp1" 12 40 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 2 1206 65 1
"1308" "exp1" 12 41 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 544 75 1
"1308" "exp1" 12 42 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 526 75 1
"1308" "exp1" 12 43 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 938 20 1
"1308" "exp1" 12 44 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 2 1560 0 0
"1308" "exp1" 12 45 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 527 0 0
"1308" "exp1" 12 46 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 502 65 1
"1308" "exp1" 12 47 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 703 75 1
"1308" "exp1" 12 48 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1135 15 1
"1308" "exp1" 12 49 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 576 65 1
"1308" "exp1" 12 50 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 559 75 1
"1308" "exp1" 12 51 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 906 0 0
"1308" "exp1" 12 52 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 672 0 0
"1308" "exp1" 12 53 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1653 20 1
"1308" "exp1" 12 54 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 773 0 0
"1308" "exp1" 12 55 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1181 35 1
"1308" "exp1" 12 56 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1068 40 1
"1308" "exp1" 12 57 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 699 65 1
"1308" "exp1" 12 58 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 672 75 1
"1308" "exp1" 12 59 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 644 45 1
"1308" "exp1" 12 60 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 972 25 1
"1308" "exp1" 13 1 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 919 20 1
"1308" "exp1" 13 2 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 881 35 1
"1308" "exp1" 13 3 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 593 75 1
"1308" "exp1" 13 4 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 728 0 0
"1308" "exp1" 13 5 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 819 0 0
"1308" "exp1" 13 6 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 516 75 1
"1308" "exp1" 13 7 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 2400 25 1
"1308" "exp1" 13 8 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1281 40 1
"1308" "exp1" 13 9 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 587 85 1
"1308" "exp1" 13 10 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 658 35 1
"1308" "exp1" 13 11 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 584 75 1
"1308" "exp1" 13 12 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 628 85 1
"1308" "exp1" 13 13 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 2 1443 0 0
"1308" "exp1" 13 14 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 660 45 1
"1308" "exp1" 13 15 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 720 75 1
"1308" "exp1" 13 16 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 2 640 0 0
"1308" "exp1" 13 17 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 649 0 0
"1308" "exp1" 13 18 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 532 80 1
"1308" "exp1" 13 19 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 630 0 0
"1308" "exp1" 13 20 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 1233 0 0
"1308" "exp1" 13 21 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 488 75 1
"1308" "exp1" 13 22 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 2 707 0 0
"1308" "exp1" 13 23 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1338 15 1
"1308" "exp1" 13 24 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 530 0 0
"1308" "exp1" 13 25 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 600 75 1
"1308" "exp1" 13 26 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 758 65 1
"1308" "exp1" 13 27 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 502 65 1
"1308" "exp1" 13 28 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 584 65 1
"1308" "exp1" 13 29 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 502 65 1
"1308" "exp1" 13 30 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 862 45 1
"1308" "exp1" 13 31 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 621 75 1
"1308" "exp1" 13 32 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 519 75 1
"1308" "exp1" 13 33 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 847 0 0
"1308" "exp1" 13 34 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 498 70 1
"1308" "exp1" 13 35 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 874 60 1
"1308" "exp1" 13 36 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 740 20 1
"1308" "exp1" 13 37 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 654 0 0
"1308" "exp1" 13 38 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 557 65 1
"1308" "exp1" 13 39 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 664 65 1
"1308" "exp1" 13 40 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 694 45 1
"1308" "exp1" 13 41 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 933 0 0
"1308" "exp1" 13 42 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1056 15 1
"1308" "exp1" 13 43 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 591 65 1
"1308" "exp1" 13 44 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 827 20 1
"1308" "exp1" 13 45 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 1209 0 0
"1308" "exp1" 13 46 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 774 0 0
"1308" "exp1" 13 47 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 643 65 1
"1308" "exp1" 13 48 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 925 15 1
"1308" "exp1" 13 49 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1098 40 1
"1308" "exp1" 13 50 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 812 75 1
"1308" "exp1" 13 51 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 2 1360 0 0
"1308" "exp1" 13 52 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 801 45 1
"1308" "exp1" 13 53 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 995 25 1
"1308" "exp1" 13 54 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 974 0 0
"1308" "exp1" 13 55 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1091 60 1
"1308" "exp1" 13 56 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 912 25 1
"1308" "exp1" 13 57 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 723 25 1
"1308" "exp1" 13 58 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 972 75 1
"1308" "exp1" 13 59 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 2 822 55 1
"1308" "exp1" 13 60 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 891 85 1
"1308" "exp1" 14 1 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 954 35 1
"1308" "exp1" 14 2 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 953 65 1
"1308" "exp1" 14 3 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 571 75 1
"1308" "exp1" 14 4 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 765 0 0
"1308" "exp1" 14 5 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 915 0 0
"1308" "exp1" 14 6 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 801 85 1
"1308" "exp1" 14 7 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 2367 15 1
"1308" "exp1" 14 8 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 691 0 0
"1308" "exp1" 14 9 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 514 65 1
"1308" "exp1" 14 10 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 963 35 1
"1308" "exp1" 14 11 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 861 0 0
"1308" "exp1" 14 12 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 981 0 0
"1308" "exp1" 14 13 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 2 771 0 0
"1308" "exp1" 14 14 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 2193 75 1
"1308" "exp1" 14 15 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 973 25 1
"1308" "exp1" 14 16 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 476 0 0
"1308" "exp1" 14 17 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 936 30 1
"1308" "exp1" 14 18 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 774 35 1
"1308" "exp1" 14 19 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1228 35 1
"1308" "exp1" 14 20 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 759 65 1
"1308" "exp1" 14 21 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 877 20 1
"1308" "exp1" 14 22 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1170 0 0
"1308" "exp1" 14 23 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1132 0 0
"1308" "exp1" 14 24 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 877 25 1
"1308" "exp1" 14 25 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1882 0 0
"1308" "exp1" 14 26 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 2 1224 0 0
"1308" "exp1" 14 27 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1337 20 1
"1308" "exp1" 14 28 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 5302 35 1
"1308" "exp1" 14 29 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1172 85 1
"1308" "exp1" 14 30 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 2575 0 0
"1308" "exp1" 14 31 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 1080 0 0
"1308" "exp1" 14 32 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 2 1080 55 1
"1308" "exp1" 14 33 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1008 0 0
"1308" "exp1" 14 34 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1088 25 1
"1308" "exp1" 14 35 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 1237 85 1
"1308" "exp1" 14 36 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 669 65 1
"1308" "exp1" 14 37 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 2 1850 0 0
"1308" "exp1" 14 38 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1479 0 0
"1308" "exp1" 14 39 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 1446 45 1
"1308" "exp1" 14 40 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 1833 25 1
"1308" "exp1" 14 41 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 611 75 1
"1308" "exp1" 14 42 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 665 45 1
"1308" "exp1" 14 43 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 888 0 0
"1308" "exp1" 14 44 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 755 45 1
"1308" "exp1" 14 45 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 788 0 0
"1308" "exp1" 14 46 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 579 75 1
"1308" "exp1" 14 47 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 1329 0 0
"1308" "exp1" 14 48 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1135 0 0
"1308" "exp1" 14 49 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 845 65 1
"1308" "exp1" 14 50 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 726 20 1
"1308" "exp1" 14 51 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 545 75 1
"1308" "exp1" 14 52 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 629 40 1
"1308" "exp1" 14 53 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 947 0 0
"1308" "exp1" 14 54 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 654 65 1
"1308" "exp1" 14 55 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 1407 0 0
"1308" "exp1" 14 56 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 728 0 0
"1308" "exp1" 14 57 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 558 65 1
"1308" "exp1" 14 58 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 645 0 0
"1308" "exp1" 14 59 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 559 75 1
"1308" "exp1" 14 60 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 597 45 1
"1308" "exp1" 15 1 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 618 75 1
"1308" "exp1" 15 2 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 869 40 1
"1308" "exp1" 15 3 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 1282 25 1
"1308" "exp1" 15 4 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 524 75 1
"1308" "exp1" 15 5 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 596 45 1
"1308" "exp1" 15 6 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 816 70 1
"1308" "exp1" 15 7 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 556 0 0
"1308" "exp1" 15 8 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 561 65 1
"1308" "exp1" 15 9 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 499 75 1
"1308" "exp1" 15 10 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 2 618 75 1
"1308" "exp1" 15 11 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 481 0 0
"1308" "exp1" 15 12 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 475 85 1
"1308" "exp1" 15 13 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 596 85 1
"1308" "exp1" 15 14 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 2 531 0 0
"1308" "exp1" 15 15 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 596 75 1
"1308" "exp1" 15 16 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 846 35 1
"1308" "exp1" 15 17 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 787 75 1
"1308" "exp1" 15 18 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 668 65 1
"1308" "exp1" 15 19 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1035 0 0
"1308" "exp1" 15 20 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 511 75 1
"1308" "exp1" 15 21 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 983 15 1
"1308" "exp1" 15 22 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 527 0 0
"1308" "exp1" 15 23 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 2 850 75 1
"1308" "exp1" 15 24 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 723 0 0
"1308" "exp1" 15 25 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1276 60 1
"1308" "exp1" 15 26 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1243 0 0
"1308" "exp1" 15 27 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 675 75 1
"1308" "exp1" 15 28 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 720 65 1
"1308" "exp1" 15 29 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 2136 20 1
"1308" "exp1" 15 30 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1182 0 0
"1308" "exp1" 15 31 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 1535 85 1
"1308" "exp1" 15 32 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 796 75 1
"1308" "exp1" 15 33 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 668 75 1
"1308" "exp1" 15 34 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1604 25 1
"1308" "exp1" 15 35 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 1292 65 1
"1308" "exp1" 15 36 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 963 30 1
"1308" "exp1" 15 37 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1542 30 1
"1308" "exp1" 15 38 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 584 0 0
"1308" "exp1" 15 39 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 735 0 0
"1308" "exp1" 15 40 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 694 0 0
"1308" "exp1" 15 41 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 581 35 1
"1308" "exp1" 15 42 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1281 0 0
"1308" "exp1" 15 43 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 884 0 0
"1308" "exp1" 15 44 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 887 15 1
"1308" "exp1" 15 45 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 623 45 1
"1308" "exp1" 15 46 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 662 65 1
"1308" "exp1" 15 47 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 967 35 1
"1308" "exp1" 15 48 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1479 0 0
"1308" "exp1" 15 49 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 727 20 1
"1308" "exp1" 15 50 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1004 40 1
"1308" "exp1" 15 51 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 988 0 0
"1308" "exp1" 15 52 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1210 20 1
"1308" "exp1" 15 53 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 2 1113 0 0
"1308" "exp1" 15 54 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 872 45 1
"1308" "exp1" 15 55 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 944 0 0
"1308" "exp1" 15 56 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 722 40 1
"1308" "exp1" 15 57 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 854 70 1
"1308" "exp1" 15 58 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 862 15 1
"1308" "exp1" 15 59 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 616 65 1
"1308" "exp1" 15 60 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 2 727 0 0
"1308" "exp1" 16 1 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 873 0 0
"1308" "exp1" 16 2 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 668 15 1
"1308" "exp1" 16 3 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 711 0 0
"1308" "exp1" 16 4 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 626 75 1
"1308" "exp1" 16 5 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 763 40 1
"1308" "exp1" 16 6 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 689 0 0
"1308" "exp1" 16 7 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 994 85 1
"1308" "exp1" 16 8 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 622 75 1
"1308" "exp1" 16 9 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 707 0 0
"1308" "exp1" 16 10 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 578 65 1
"1308" "exp1" 16 11 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 905 45 1
"1308" "exp1" 16 12 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 593 0 0
"1308" "exp1" 16 13 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1181 15 1
"1308" "exp1" 16 14 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 2 740 0 0
"1308" "exp1" 16 15 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 2 753 65 1
"1308" "exp1" 16 16 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 2 722 0 0
"1308" "exp1" 16 17 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 704 0 0
"1308" "exp1" 16 18 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 969 20 1
"1308" "exp1" 16 19 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 1489 45 1
"1308" "exp1" 16 20 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 943 75 1
"1308" "exp1" 16 21 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 2123 25 1
"1308" "exp1" 16 22 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 518 65 1
"1308" "exp1" 16 23 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 631 45 1
"1308" "exp1" 16 24 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 978 25 1
"1308" "exp1" 16 25 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 946 45 1
"1308" "exp1" 16 26 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1002 40 1
"1308" "exp1" 16 27 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 986 20 1
"1308" "exp1" 16 28 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 837 20 1
"1308" "exp1" 16 29 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 2 1056 0 0
"1308" "exp1" 16 30 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1018 30 1
"1308" "exp1" 16 31 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 892 40 1
"1308" "exp1" 16 32 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 647 70 1
"1308" "exp1" 16 33 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 2 573 0 0
"1308" "exp1" 16 34 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 817 65 1
"1308" "exp1" 16 35 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 2 1046 65 1
"1308" "exp1" 16 36 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 547 60 1
"1308" "exp1" 16 37 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 549 75 1
"1308" "exp1" 16 38 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 537 0 0
"1308" "exp1" 16 39 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1054 0 0
"1308" "exp1" 16 40 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 529 65 1
"1308" "exp1" 16 41 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1175 25 1
"1308" "exp1" 16 42 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 718 65 1
"1308" "exp1" 16 43 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 2257 0 0
"1308" "exp1" 16 44 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 704 45 1
"1308" "exp1" 16 45 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 750 65 1
"1308" "exp1" 16 46 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 619 65 1
"1308" "exp1" 16 47 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 1602 65 1
"1308" "exp1" 16 48 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 1685 25 1
"1308" "exp1" 16 49 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 705 45 1
"1308" "exp1" 16 50 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1376 85 1
"1308" "exp1" 16 51 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 618 45 1
"1308" "exp1" 16 52 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 734 75 1
"1308" "exp1" 16 53 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 685 45 1
"1308" "exp1" 16 54 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1906 30 1
"1308" "exp1" 16 55 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 997 15 1
"1308" "exp1" 16 56 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 647 85 1
"1308" "exp1" 16 57 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 779 15 1
"1308" "exp1" 16 58 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1842 20 1
"1308" "exp1" 16 59 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 602 75 1
"1308" "exp1" 16 60 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 772 65 1
"1308" "exp1" 17 1 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 681 40 1
"1308" "exp1" 17 2 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 677 35 1
"1308" "exp1" 17 3 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1406 25 1
"1308" "exp1" 17 4 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 1496 35 1
"1308" "exp1" 17 5 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 690 65 1
"1308" "exp1" 17 6 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 652 75 1
"1308" "exp1" 17 7 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 735 25 1
"1308" "exp1" 17 8 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 632 85 1
"1308" "exp1" 17 9 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 2 523 0 0
"1308" "exp1" 17 10 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 1048 0 0
"1308" "exp1" 17 11 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 503 65 1
"1308" "exp1" 17 12 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 941 15 1
"1308" "exp1" 17 13 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 518 75 1
"1308" "exp1" 17 14 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 608 45 1
"1308" "exp1" 17 15 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 588 0 0
"1308" "exp1" 17 16 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 566 0 0
"1308" "exp1" 17 17 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 710 30 1
"1308" "exp1" 17 18 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 541 0 0
"1308" "exp1" 17 19 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 589 0 0
"1308" "exp1" 17 20 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 762 0 0
"1308" "exp1" 17 21 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 971 15 1
"1308" "exp1" 17 22 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 648 0 0
"1308" "exp1" 17 23 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 700 45 1
"1308" "exp1" 17 24 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 783 0 0
"1308" "exp1" 17 25 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 730 0 0
"1308" "exp1" 17 26 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 573 35 1
"1308" "exp1" 17 27 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 927 30 1
"1308" "exp1" 17 28 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 1417 0 0
"1308" "exp1" 17 29 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 932 0 0
"1308" "exp1" 17 30 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1092 60 1
"1308" "exp1" 17 31 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 889 0 0
"1308" "exp1" 17 32 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 2748 0 0
"1308" "exp1" 17 33 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 988 0 0
"1308" "exp1" 17 34 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 651 25 1
"1308" "exp1" 17 35 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 592 75 1
"1308" "exp1" 17 36 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 663 35 1
"1308" "exp1" 17 37 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 733 0 0
"1308" "exp1" 17 38 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 633 0 0
"1308" "exp1" 17 39 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 950 0 0
"1308" "exp1" 17 40 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 1042 0 0
"1308" "exp1" 17 41 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 837 0 0
"1308" "exp1" 17 42 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 983 45 1
"1308" "exp1" 17 43 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 1765 75 1
"1308" "exp1" 17 44 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 815 30 1
"1308" "exp1" 17 45 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 715 20 1
"1308" "exp1" 17 46 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 988 0 0
"1308" "exp1" 17 47 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 753 0 0
"1308" "exp1" 17 48 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 576 75 1
"1308" "exp1" 17 49 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 540 75 1
"1308" "exp1" 17 50 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 758 35 1
"1308" "exp1" 17 51 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 572 75 1
"1308" "exp1" 17 52 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 813 45 1
"1308" "exp1" 17 53 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 739 80 1
"1308" "exp1" 17 54 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1070 65 1
"1308" "exp1" 17 55 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1220 30 1
"1308" "exp1" 17 56 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 545 65 1
"1308" "exp1" 17 57 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 562 75 1
"1308" "exp1" 17 58 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 855 25 1
"1308" "exp1" 17 59 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 663 0 0
"1308" "exp1" 17 60 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 849 60 1
"1308" "exp1" 18 1 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 838 45 1
"1308" "exp1" 18 2 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 870 0 0
"1308" "exp1" 18 3 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 724 75 1
"1308" "exp1" 18 4 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 603 65 1
"1308" "exp1" 18 5 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 603 0 0
"1308" "exp1" 18 6 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 737 30 1
"1308" "exp1" 18 7 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 591 0 0
"1308" "exp1" 18 8 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 506 65 1
"1308" "exp1" 18 9 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 553 45 1
"1308" "exp1" 18 10 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 702 0 0
"1308" "exp1" 18 11 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 2 878 75 1
"1308" "exp1" 18 12 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 472 65 1
"1308" "exp1" 18 13 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 900 0 0
"1308" "exp1" 18 14 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 535 0 0
"1308" "exp1" 18 15 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 2 523 0 0
"1308" "exp1" 18 16 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1247 20 1
"1308" "exp1" 18 17 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 502 65 1
"1308" "exp1" 18 18 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 597 0 0
"1308" "exp1" 18 19 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 1702 0 0
"1308" "exp1" 18 20 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 549 0 0
"1308" "exp1" 18 21 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1129 0 0
"1308" "exp1" 18 22 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 721 75 1
"1308" "exp1" 18 23 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 2 1039 0 0
"1308" "exp1" 18 24 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 756 75 1
"1308" "exp1" 18 25 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 2 2149 0 0
"1308" "exp1" 18 26 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 758 45 1
"1308" "exp1" 18 27 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1073 35 1
"1308" "exp1" 18 28 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 1013 0 0
"1308" "exp1" 18 29 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 721 75 1
"1308" "exp1" 18 30 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 740 45 1
"1308" "exp1" 18 31 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 997 0 0
"1308" "exp1" 18 32 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 546 65 1
"1308" "exp1" 18 33 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 924 0 0
"1308" "exp1" 18 34 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 570 0 0
"1308" "exp1" 18 35 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 907 65 1
"1308" "exp1" 18 36 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1414 20 1
"1308" "exp1" 18 37 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1476 15 1
"1308" "exp1" 18 38 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 569 0 0
"1308" "exp1" 18 39 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1005 15 1
"1308" "exp1" 18 40 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1081 40 1
"1308" "exp1" 18 41 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 1049 75 1
"1308" "exp1" 18 42 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1390 25 1
"1308" "exp1" 18 43 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 767 75 1
"1308" "exp1" 18 44 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1218 40 1
"1308" "exp1" 18 45 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 797 0 0
"1308" "exp1" 18 46 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 658 85 1
"1308" "exp1" 18 47 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 865 15 1
"1308" "exp1" 18 48 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1480 35 1
"1308" "exp1" 18 49 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 1258 0 0
"1308" "exp1" 18 50 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 2 1427 55 1
"1308" "exp1" 18 51 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 786 65 1
"1308" "exp1" 18 52 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 1279 35 1
"1308" "exp1" 18 53 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 1067 0 0
"1308" "exp1" 18 54 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 826 0 0
"1308" "exp1" 18 55 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 2 2530 0 0
"1308" "exp1" 18 56 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1185 0 0
"1308" "exp1" 18 57 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 2 886 0 0
"1308" "exp1" 18 58 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 1457 85 1
"1308" "exp1" 18 59 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 789 0 0
"1308" "exp1" 18 60 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 876 45 1
"1308" "exp1" 19 1 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 1072 25 1
"1308" "exp1" 19 2 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 548 65 1
"1308" "exp1" 19 3 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 692 75 1
"1308" "exp1" 19 4 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 725 65 1
"1308" "exp1" 19 5 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 597 45 1
"1308" "exp1" 19 6 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 648 0 0
"1308" "exp1" 19 7 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 548 65 1
"1308" "exp1" 19 8 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 843 65 1
"1308" "exp1" 19 9 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 965 0 0
"1308" "exp1" 19 10 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1375 0 0
"1308" "exp1" 19 11 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 2 1057 0 0
"1308" "exp1" 19 12 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 2 753 65 1
"1308" "exp1" 19 13 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 561 0 0
"1308" "exp1" 19 14 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 587 75 1
"1308" "exp1" 19 15 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 693 65 1
"1308" "exp1" 19 16 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 662 45 1
"1308" "exp1" 19 17 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 640 60 1
"1308" "exp1" 19 18 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 2 572 0 0
"1308" "exp1" 19 19 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 657 40 1
"1308" "exp1" 19 20 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 943 15 1
"1308" "exp1" 19 21 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 684 75 1
"1308" "exp1" 19 22 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1325 45 1
"1308" "exp1" 19 23 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 500 75 1
"1308" "exp1" 19 24 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 974 0 0
"1308" "exp1" 19 25 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 2 1117 0 0
"1308" "exp1" 19 26 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 996 20 1
"1308" "exp1" 19 27 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 723 65 1
"1308" "exp1" 19 28 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1366 25 1
"1308" "exp1" 19 29 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 758 35 1
"1308" "exp1" 19 30 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1133 0 0
"1308" "exp1" 19 31 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 593 65 1
"1308" "exp1" 19 32 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 973 30 1
"1308" "exp1" 19 33 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1611 0 0
"1308" "exp1" 19 34 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 507 0 0
"1308" "exp1" 19 35 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 954 45 1
"1308" "exp1" 19 36 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 737 85 1
"1308" "exp1" 19 37 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 1318 0 0
"1308" "exp1" 19 38 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 1004 85 1
"1308" "exp1" 19 39 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 633 45 1
"1308" "exp1" 19 40 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1160 30 1
"1308" "exp1" 19 41 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 892 20 1
"1308" "exp1" 19 42 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1173 60 1
"1308" "exp1" 19 43 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 520 75 1
"1308" "exp1" 19 44 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1262 25 1
"1308" "exp1" 19 45 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 782 0 0
"1308" "exp1" 19 46 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1268 15 1
"1308" "exp1" 19 47 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 1442 0 0
"1308" "exp1" 19 48 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1566 20 1
"1308" "exp1" 19 49 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 1691 85 1
"1308" "exp1" 19 50 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 653 0 0
"1308" "exp1" 19 51 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 940 65 1
"1308" "exp1" 19 52 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 663 75 1
"1308" "exp1" 19 53 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 589 0 0
"1308" "exp1" 19 54 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 672 40 1
"1308" "exp1" 19 55 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1813 15 1
"1308" "exp1" 19 56 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 789 65 1
"1308" "exp1" 19 57 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 834 20 1
"1308" "exp1" 19 58 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 578 45 1
"1308" "exp1" 19 59 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 1320 0 0
"1308" "exp1" 19 60 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 880 15 1
"1308" "exp1" 20 1 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 876 75 1
"1308" "exp1" 20 2 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1067 25 1
"1308" "exp1" 20 3 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 875 0 0
"1308" "exp1" 20 4 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 1046 25 1
"1308" "exp1" 20 5 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 770 25 1
"1308" "exp1" 20 6 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 966 20 1
"1308" "exp1" 20 7 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 546 0 0
"1308" "exp1" 20 8 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 2 496 0 0
"1308" "exp1" 20 9 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 561 0 0
"1308" "exp1" 20 10 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 611 0 0
"1308" "exp1" 20 11 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 604 0 0
"1308" "exp1" 20 12 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 713 65 1
"1308" "exp1" 20 13 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 761 0 0
"1308" "exp1" 20 14 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 598 75 1
"1308" "exp1" 20 15 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 1328 0 0
"1308" "exp1" 20 16 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 830 35 1
"1308" "exp1" 20 17 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 575 65 1
"1308" "exp1" 20 18 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 800 0 0
"1308" "exp1" 20 19 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 955 15 1
"1308" "exp1" 20 20 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 837 0 0
"1308" "exp1" 20 21 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 613 45 1
"1308" "exp1" 20 22 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1459 40 1
"1308" "exp1" 20 23 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 734 20 1
"1308" "exp1" 20 24 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 651 65 1
"1308" "exp1" 20 25 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 753 45 1
"1308" "exp1" 20 26 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 869 25 1
"1308" "exp1" 20 27 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 680 0 0
"1308" "exp1" 20 28 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 547 45 1
"1308" "exp1" 20 29 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 877 20 1
"1308" "exp1" 20 30 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 687 35 1
"1308" "exp1" 20 31 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 2 1785 55 1
"1308" "exp1" 20 32 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 1088 0 0
"1308" "exp1" 20 33 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 814 0 0
"1308" "exp1" 20 34 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 819 0 0
"1308" "exp1" 20 35 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 852 20 1
"1308" "exp1" 20 36 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 834 60 1
"1308" "exp1" 20 37 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 907 55 1
"1308" "exp1" 20 38 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 814 65 1
"1308" "exp1" 20 39 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 846 65 1
"1308" "exp1" 20 40 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 937 15 1
"1308" "exp1" 20 41 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 763 0 0
"1308" "exp1" 20 42 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1159 45 1
"1308" "exp1" 20 43 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 574 75 1
"1308" "exp1" 20 44 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 642 0 0
"1308" "exp1" 20 45 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 2 520 0 0
"1308" "exp1" 20 46 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 927 45 1
"1308" "exp1" 20 47 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 1066 25 1
"1308" "exp1" 20 48 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 1779 0 0
"1308" "exp1" 20 49 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 630 0 0
"1308" "exp1" 20 50 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 679 0 0
"1308" "exp1" 20 51 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 952 25 1
"1308" "exp1" 20 52 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 723 75 1
"1308" "exp1" 20 53 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 996 75 1
"1308" "exp1" 20 54 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 738 0 0
"1308" "exp1" 20 55 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 2 1061 0 0
"1308" "exp1" 20 56 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 751 35 1
"1308" "exp1" 20 57 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 1056 0 0
"1308" "exp1" 20 58 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 1500 0 0
"1308" "exp1" 20 59 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 604 0 0
"1308" "exp1" 20 60 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 634 65 1
"1309" "exp1" 1 1 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 747 75 1
"1309" "exp1" 1 2 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 628 0 0
"1309" "exp1" 1 3 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 636 0 0
"1309" "exp1" 1 4 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 962 30 1
"1309" "exp1" 1 5 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 757 0 0
"1309" "exp1" 1 6 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 752 0 0
"1309" "exp1" 1 7 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1294 0 0
"1309" "exp1" 1 8 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 1215 15 1
"1309" "exp1" 1 9 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 954 65 1
"1309" "exp1" 1 10 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 887 15 1
"1309" "exp1" 1 11 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 1220 15 1
"1309" "exp1" 1 12 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 982 0 0
"1309" "exp1" 1 13 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 933 0 0
"1309" "exp1" 1 14 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 1026 45 1
"1309" "exp1" 1 15 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 772 65 1
"1309" "exp1" 1 16 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1690 60 1
"1309" "exp1" 1 17 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1560 0 0
"1309" "exp1" 1 18 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 2 1445 0 0
"1309" "exp1" 1 19 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 801 65 1
"1309" "exp1" 1 20 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 883 0 0
"1309" "exp1" 1 21 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 1134 25 1
"1309" "exp1" 1 22 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 584 75 1
"1309" "exp1" 1 23 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 1120 0 0
"1309" "exp1" 1 24 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 1258 45 1
"1309" "exp1" 1 25 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 804 75 1
"1309" "exp1" 1 26 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1025 30 1
"1309" "exp1" 1 27 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 616 0 0
"1309" "exp1" 1 28 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 572 65 1
"1309" "exp1" 1 29 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1173 0 0
"1309" "exp1" 1 30 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 919 0 0
"1309" "exp1" 1 31 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1364 0 0
"1309" "exp1" 1 32 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 2 791 0 0
"1309" "exp1" 1 33 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 678 75 1
"1309" "exp1" 1 34 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1612 0 0
"1309" "exp1" 1 35 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1061 35 1
"1309" "exp1" 1 36 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1045 30 1
"1309" "exp1" 1 37 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 1429 0 0
"1309" "exp1" 1 38 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1340 65 1
"1309" "exp1" 1 39 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 864 75 1
"1309" "exp1" 1 40 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 1339 25 1
"1309" "exp1" 1 41 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 2 573 0 0
"1309" "exp1" 1 42 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 654 65 1
"1309" "exp1" 1 43 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 2 1394 85 1
"1309" "exp1" 1 44 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 606 70 1
"1309" "exp1" 1 45 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1249 20 1
"1309" "exp1" 1 46 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 890 65 1
"1309" "exp1" 1 47 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 889 0 0
"1309" "exp1" 1 48 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1149 20 1
"1309" "exp1" 1 49 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 826 0 0
"1309" "exp1" 1 50 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 715 75 1
"1309" "exp1" 1 51 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 851 45 1
"1309" "exp1" 1 52 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1359 0 0
"1309" "exp1" 1 53 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 880 75 1
"1309" "exp1" 1 54 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 1515 0 0
"1309" "exp1" 1 55 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 767 85 1
"1309" "exp1" 1 56 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1209 0 0
"1309" "exp1" 1 57 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 763 0 0
"1309" "exp1" 1 58 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 1055 35 1
"1309" "exp1" 1 59 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 956 0 0
"1309" "exp1" 1 60 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 617 65 1
"1309" "exp1" 2 1 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 871 0 0
"1309" "exp1" 2 2 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 876 0 0
"1309" "exp1" 2 3 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 551 65 1
"1309" "exp1" 2 4 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1407 30 1
"1309" "exp1" 2 5 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1146 45 1
"1309" "exp1" 2 6 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 855 85 1
"1309" "exp1" 2 7 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 914 25 1
"1309" "exp1" 2 8 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1279 65 1
"1309" "exp1" 2 9 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 2 1450 0 0
"1309" "exp1" 2 10 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 965 25 1
"1309" "exp1" 2 11 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 965 20 1
"1309" "exp1" 2 12 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1494 35 1
"1309" "exp1" 2 13 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1626 15 1
"1309" "exp1" 2 14 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1431 60 1
"1309" "exp1" 2 15 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 896 35 1
"1309" "exp1" 2 16 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1259 25 1
"1309" "exp1" 2 17 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 709 0 0
"1309" "exp1" 2 18 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 650 0 0
"1309" "exp1" 2 19 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 678 0 0
"1309" "exp1" 2 20 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1121 15 1
"1309" "exp1" 2 21 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 1845 35 1
"1309" "exp1" 2 22 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1110 15 1
"1309" "exp1" 2 23 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 1336 85 1
"1309" "exp1" 2 24 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1089 60 1
"1309" "exp1" 2 25 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1117 20 1
"1309" "exp1" 2 26 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 979 75 1
"1309" "exp1" 2 27 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 1277 25 1
"1309" "exp1" 2 28 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 967 25 1
"1309" "exp1" 2 29 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1030 35 1
"1309" "exp1" 2 30 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 806 30 1
"1309" "exp1" 2 31 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 684 0 0
"1309" "exp1" 2 32 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 794 45 1
"1309" "exp1" 2 33 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 858 0 0
"1309" "exp1" 2 34 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 927 65 1
"1309" "exp1" 2 35 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1180 20 1
"1309" "exp1" 2 36 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 930 0 0
"1309" "exp1" 2 37 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 623 65 1
"1309" "exp1" 2 38 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 752 75 1
"1309" "exp1" 2 39 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 698 30 1
"1309" "exp1" 2 40 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 917 0 0
"1309" "exp1" 2 41 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1136 45 1
"1309" "exp1" 2 42 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1106 60 1
"1309" "exp1" 2 43 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 770 85 1
"1309" "exp1" 2 44 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 704 0 0
"1309" "exp1" 2 45 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 584 65 1
"1309" "exp1" 2 46 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 1231 25 1
"1309" "exp1" 2 47 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 2 808 0 0
"1309" "exp1" 2 48 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 1171 65 1
"1309" "exp1" 2 49 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1092 25 1
"1309" "exp1" 2 50 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 2 1622 0 0
"1309" "exp1" 2 51 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 776 75 1
"1309" "exp1" 2 52 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1377 0 0
"1309" "exp1" 2 53 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1055 0 0
"1309" "exp1" 2 54 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 866 0 0
"1309" "exp1" 2 55 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 882 25 1
"1309" "exp1" 2 56 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 593 45 1
"1309" "exp1" 2 57 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 915 0 0
"1309" "exp1" 2 58 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 1321 0 0
"1309" "exp1" 2 59 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1239 45 1
"1309" "exp1" 2 60 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 673 0 0
"1309" "exp1" 3 1 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 864 0 0
"1309" "exp1" 3 2 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 938 0 0
"1309" "exp1" 3 3 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 817 0 0
"1309" "exp1" 3 4 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1034 0 0
"1309" "exp1" 3 5 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1128 20 1
"1309" "exp1" 3 6 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 961 75 1
"1309" "exp1" 3 7 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1031 30 1
"1309" "exp1" 3 8 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1367 0 0
"1309" "exp1" 3 9 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 1029 25 1
"1309" "exp1" 3 10 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 1090 75 1
"1309" "exp1" 3 11 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 948 45 1
"1309" "exp1" 3 12 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 902 30 1
"1309" "exp1" 3 13 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 1074 65 1
"1309" "exp1" 3 14 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 892 15 1
"1309" "exp1" 3 15 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 1018 0 0
"1309" "exp1" 3 16 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 1357 15 1
"1309" "exp1" 3 17 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 1153 45 1
"1309" "exp1" 3 18 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1022 0 0
"1309" "exp1" 3 19 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 701 0 0
"1309" "exp1" 3 20 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1285 0 0
"1309" "exp1" 3 21 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 719 75 1
"1309" "exp1" 3 22 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 846 75 1
"1309" "exp1" 3 23 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 737 75 1
"1309" "exp1" 3 24 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1388 20 1
"1309" "exp1" 3 25 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1151 25 1
"1309" "exp1" 3 26 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1361 0 0
"1309" "exp1" 3 27 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1186 0 0
"1309" "exp1" 3 28 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 888 15 1
"1309" "exp1" 3 29 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 1150 0 0
"1309" "exp1" 3 30 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1186 60 1
"1309" "exp1" 3 31 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 961 15 1
"1309" "exp1" 3 32 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1466 25 1
"1309" "exp1" 3 33 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 1277 0 0
"1309" "exp1" 3 34 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 1183 65 1
"1309" "exp1" 3 35 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1292 60 1
"1309" "exp1" 3 36 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1005 0 0
"1309" "exp1" 3 37 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 692 65 1
"1309" "exp1" 3 38 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 744 75 1
"1309" "exp1" 3 39 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 2 763 65 1
"1309" "exp1" 3 40 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1126 35 1
"1309" "exp1" 3 41 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 654 65 1
"1309" "exp1" 3 42 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1068 0 0
"1309" "exp1" 3 43 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 830 35 1
"1309" "exp1" 3 44 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 641 45 1
"1309" "exp1" 3 45 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 758 45 1
"1309" "exp1" 3 46 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 808 65 1
"1309" "exp1" 3 47 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 872 20 1
"1309" "exp1" 3 48 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 568 75 1
"1309" "exp1" 3 49 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1143 35 1
"1309" "exp1" 3 50 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 2 1483 0 0
"1309" "exp1" 3 51 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 1134 0 0
"1309" "exp1" 3 52 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 612 0 0
"1309" "exp1" 3 53 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 1140 0 0
"1309" "exp1" 3 54 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 571 0 0
"1309" "exp1" 3 55 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 926 15 1
"1309" "exp1" 3 56 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 777 65 1
"1309" "exp1" 3 57 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 763 0 0
"1309" "exp1" 3 58 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 1105 65 1
"1309" "exp1" 3 59 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1816 40 1
"1309" "exp1" 3 60 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 1344 25 1
"1309" "exp1" 4 1 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 91 30 1
"1309" "exp1" 4 2 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 687 75 1
"1309" "exp1" 4 3 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 2 795 75 1
"1309" "exp1" 4 4 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 513 65 1
"1309" "exp1" 4 5 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 2 824 0 0
"1309" "exp1" 4 6 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 1055 0 0
"1309" "exp1" 4 7 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 654 0 0
"1309" "exp1" 4 8 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 1077 65 1
"1309" "exp1" 4 9 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 973 85 1
"1309" "exp1" 4 10 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 2 710 0 0
"1309" "exp1" 4 11 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 1317 35 1
"1309" "exp1" 4 12 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 1006 45 1
"1309" "exp1" 4 13 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 958 35 1
"1309" "exp1" 4 14 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 627 75 1
"1309" "exp1" 4 15 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 2 604 75 1
"1309" "exp1" 4 16 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1333 15 1
"1309" "exp1" 4 17 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 950 45 1
"1309" "exp1" 4 18 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 713 0 0
"1309" "exp1" 4 19 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 608 75 1
"1309" "exp1" 4 20 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 928 15 1
"1309" "exp1" 4 21 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 918 25 1
"1309" "exp1" 4 22 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 1174 25 1
"1309" "exp1" 4 23 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 862 75 1
"1309" "exp1" 4 24 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 938 45 1
"1309" "exp1" 4 25 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 1051 35 1
"1309" "exp1" 4 26 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 819 40 1
"1309" "exp1" 4 27 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1322 85 1
"1309" "exp1" 4 28 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1005 30 1
"1309" "exp1" 4 29 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1821 0 0
"1309" "exp1" 4 30 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 898 75 1
"1309" "exp1" 4 31 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1050 35 1
"1309" "exp1" 4 32 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 929 75 1
"1309" "exp1" 4 33 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 1762 0 0
"1309" "exp1" 4 34 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 993 0 0
"1309" "exp1" 4 35 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 920 20 1
"1309" "exp1" 4 36 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1611 0 0
"1309" "exp1" 4 37 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1479 30 1
"1309" "exp1" 4 38 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1122 30 1
"1309" "exp1" 4 39 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 855 20 1
"1309" "exp1" 4 40 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1314 45 1
"1309" "exp1" 4 41 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1340 0 0
"1309" "exp1" 4 42 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 687 45 1
"1309" "exp1" 4 43 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 877 0 0
"1309" "exp1" 4 44 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1214 0 0
"1309" "exp1" 4 45 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 1424 0 0
"1309" "exp1" 4 46 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1278 15 1
"1309" "exp1" 4 47 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 939 85 1
"1309" "exp1" 4 48 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 997 20 1
"1309" "exp1" 4 49 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 999 0 0
"1309" "exp1" 4 50 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1134 0 0
"1309" "exp1" 4 51 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 702 75 1
"1309" "exp1" 4 52 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 935 65 1
"1309" "exp1" 4 53 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1087 15 1
"1309" "exp1" 4 54 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 941 0 0
"1309" "exp1" 4 55 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1226 35 1
"1309" "exp1" 4 56 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 895 0 0
"1309" "exp1" 4 57 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1158 65 1
"1309" "exp1" 4 58 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 830 65 1
"1309" "exp1" 4 59 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 924 45 1
"1309" "exp1" 4 60 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 774 75 1
"1309" "exp1" 5 1 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 993 0 0
"1309" "exp1" 5 2 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 880 0 0
"1309" "exp1" 5 3 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 1134 35 1
"1309" "exp1" 5 4 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 987 15 1
"1309" "exp1" 5 5 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 1113 65 1
"1309" "exp1" 5 6 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 627 65 1
"1309" "exp1" 5 7 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1077 25 1
"1309" "exp1" 5 8 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 871 0 0
"1309" "exp1" 5 9 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 1044 45 1
"1309" "exp1" 5 10 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 793 25 1
"1309" "exp1" 5 11 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 808 25 1
"1309" "exp1" 5 12 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 763 20 1
"1309" "exp1" 5 13 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 835 0 0
"1309" "exp1" 5 14 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 600 75 1
"1309" "exp1" 5 15 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 987 15 1
"1309" "exp1" 5 16 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 903 35 1
"1309" "exp1" 5 17 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 608 45 1
"1309" "exp1" 5 18 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1266 40 1
"1309" "exp1" 5 19 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 745 65 1
"1309" "exp1" 5 20 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1241 20 1
"1309" "exp1" 5 21 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 667 75 1
"1309" "exp1" 5 22 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 779 0 0
"1309" "exp1" 5 23 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1476 45 1
"1309" "exp1" 5 24 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 797 0 0
"1309" "exp1" 5 25 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 704 0 0
"1309" "exp1" 5 26 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 1527 65 1
"1309" "exp1" 5 27 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 2 755 0 0
"1309" "exp1" 5 28 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 954 30 1
"1309" "exp1" 5 29 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 2 1640 0 0
"1309" "exp1" 5 30 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 1744 25 1
"1309" "exp1" 5 31 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 957 20 1
"1309" "exp1" 5 32 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1072 0 0
"1309" "exp1" 5 33 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 2 1181 0 0
"1309" "exp1" 5 34 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 563 0 0
"1309" "exp1" 5 35 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 588 45 1
"1309" "exp1" 5 36 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 704 65 1
"1309" "exp1" 5 37 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 771 20 1
"1309" "exp1" 5 38 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 646 0 0
"1309" "exp1" 5 39 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 757 0 0
"1309" "exp1" 5 40 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1000 0 0
"1309" "exp1" 5 41 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 954 0 0
"1309" "exp1" 5 42 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 786 0 0
"1309" "exp1" 5 43 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 781 75 1
"1309" "exp1" 5 44 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 984 45 1
"1309" "exp1" 5 45 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 734 25 1
"1309" "exp1" 5 46 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 643 65 1
"1309" "exp1" 5 47 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 914 0 0
"1309" "exp1" 5 48 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 777 85 1
"1309" "exp1" 5 49 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 741 65 1
"1309" "exp1" 5 50 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 894 35 1
"1309" "exp1" 5 51 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 654 0 0
"1309" "exp1" 5 52 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 975 15 1
"1309" "exp1" 5 53 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 860 35 1
"1309" "exp1" 5 54 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1679 30 1
"1309" "exp1" 5 55 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 925 0 0
"1309" "exp1" 5 56 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 2 1112 0 0
"1309" "exp1" 5 57 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 898 0 0
"1309" "exp1" 5 58 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 801 65 1
"1309" "exp1" 5 59 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 770 60 1
"1309" "exp1" 5 60 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 725 0 0
"1309" "exp1" 6 1 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 1089 45 1
"1309" "exp1" 6 2 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 645 0 0
"1309" "exp1" 6 3 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 990 30 1
"1309" "exp1" 6 4 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 1050 0 0
"1309" "exp1" 6 5 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1101 0 0
"1309" "exp1" 6 6 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 778 75 1
"1309" "exp1" 6 7 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1131 30 1
"1309" "exp1" 6 8 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 2 916 65 1
"1309" "exp1" 6 9 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1104 45 1
"1309" "exp1" 6 10 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 1021 15 1
"1309" "exp1" 6 11 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 959 0 0
"1309" "exp1" 6 12 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 750 0 0
"1309" "exp1" 6 13 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 1456 75 1
"1309" "exp1" 6 14 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 808 45 1
"1309" "exp1" 6 15 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1016 45 1
"1309" "exp1" 6 16 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 989 15 1
"1309" "exp1" 6 17 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1338 20 1
"1309" "exp1" 6 18 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 831 15 1
"1309" "exp1" 6 19 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 716 25 1
"1309" "exp1" 6 20 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 901 15 1
"1309" "exp1" 6 21 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1098 0 0
"1309" "exp1" 6 22 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 1058 75 1
"1309" "exp1" 6 23 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 2 1044 0 0
"1309" "exp1" 6 24 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 1425 35 1
"1309" "exp1" 6 25 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1148 35 1
"1309" "exp1" 6 26 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 750 0 0
"1309" "exp1" 6 27 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1890 85 1
"1309" "exp1" 6 28 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 725 0 0
"1309" "exp1" 6 29 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 610 45 1
"1309" "exp1" 6 30 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 622 25 1
"1309" "exp1" 6 31 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 987 20 1
"1309" "exp1" 6 32 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 961 35 1
"1309" "exp1" 6 33 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 969 0 0
"1309" "exp1" 6 34 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 891 0 0
"1309" "exp1" 6 35 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1271 30 1
"1309" "exp1" 6 36 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 762 25 1
"1309" "exp1" 6 37 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 732 65 1
"1309" "exp1" 6 38 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 583 75 1
"1309" "exp1" 6 39 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 813 65 1
"1309" "exp1" 6 40 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 1054 25 1
"1309" "exp1" 6 41 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 909 25 1
"1309" "exp1" 6 42 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 517 75 1
"1309" "exp1" 6 43 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 611 0 0
"1309" "exp1" 6 44 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1164 45 1
"1309" "exp1" 6 45 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 743 75 1
"1309" "exp1" 6 46 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 771 45 1
"1309" "exp1" 6 47 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 579 0 0
"1309" "exp1" 6 48 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 706 75 1
"1309" "exp1" 6 49 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 880 0 0
"1309" "exp1" 6 50 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 1091 0 0
"1309" "exp1" 6 51 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 801 40 1
"1309" "exp1" 6 52 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 850 0 0
"1309" "exp1" 6 53 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 975 35 1
"1309" "exp1" 6 54 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 759 45 1
"1309" "exp1" 6 55 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 749 65 1
"1309" "exp1" 6 56 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1014 20 1
"1309" "exp1" 6 57 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1061 0 0
"1309" "exp1" 6 58 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 967 35 1
"1309" "exp1" 6 59 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 508 65 1
"1309" "exp1" 6 60 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 950 15 1
"1309" "exp1" 7 1 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 773 75 1
"1309" "exp1" 7 2 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 880 40 1
"1309" "exp1" 7 3 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 819 45 1
"1309" "exp1" 7 4 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 638 40 1
"1309" "exp1" 7 5 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 519 75 1
"1309" "exp1" 7 6 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 719 0 0
"1309" "exp1" 7 7 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1030 0 0
"1309" "exp1" 7 8 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 874 15 1
"1309" "exp1" 7 9 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 1386 15 1
"1309" "exp1" 7 10 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 554 0 0
"1309" "exp1" 7 11 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 2 648 65 1
"1309" "exp1" 7 12 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1246 20 1
"1309" "exp1" 7 13 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 847 45 1
"1309" "exp1" 7 14 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1067 20 1
"1309" "exp1" 7 15 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 626 75 1
"1309" "exp1" 7 16 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 1199 0 0
"1309" "exp1" 7 17 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 629 65 1
"1309" "exp1" 7 18 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1364 15 1
"1309" "exp1" 7 19 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 2 583 85 1
"1309" "exp1" 7 20 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 918 85 1
"1309" "exp1" 7 21 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 745 0 0
"1309" "exp1" 7 22 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 842 25 1
"1309" "exp1" 7 23 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1578 0 0
"1309" "exp1" 7 24 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 978 45 1
"1309" "exp1" 7 25 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 840 0 0
"1309" "exp1" 7 26 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1046 0 0
"1309" "exp1" 7 27 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 901 0 0
"1309" "exp1" 7 28 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 784 75 1
"1309" "exp1" 7 29 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 806 65 1
"1309" "exp1" 7 30 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 569 0 0
"1309" "exp1" 7 31 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 647 65 1
"1309" "exp1" 7 32 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 612 70 1
"1309" "exp1" 7 33 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 1058 25 1
"1309" "exp1" 7 34 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 759 0 0
"1309" "exp1" 7 35 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 1003 65 1
"1309" "exp1" 7 36 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 1059 25 1
"1309" "exp1" 7 37 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1025 65 1
"1309" "exp1" 7 38 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1124 45 1
"1309" "exp1" 7 39 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 724 0 0
"1309" "exp1" 7 40 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1282 35 1
"1309" "exp1" 7 41 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 1016 0 0
"1309" "exp1" 7 42 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 1555 0 0
"1309" "exp1" 7 43 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 2 696 0 0
"1309" "exp1" 7 44 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 1472 65 1
"1309" "exp1" 7 45 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1779 35 1
"1309" "exp1" 7 46 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1255 30 1
"1309" "exp1" 7 47 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 2 1283 0 0
"1309" "exp1" 7 48 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1046 25 1
"1309" "exp1" 7 49 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 1012 35 1
"1309" "exp1" 7 50 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 686 65 1
"1309" "exp1" 7 51 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 637 65 1
"1309" "exp1" 7 52 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 615 35 1
"1309" "exp1" 7 53 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 932 0 0
"1309" "exp1" 7 54 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 945 35 1
"1309" "exp1" 7 55 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1446 20 1
"1309" "exp1" 7 56 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 1544 85 1
"1309" "exp1" 7 57 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1008 65 1
"1309" "exp1" 7 58 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 919 75 1
"1309" "exp1" 7 59 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 1086 75 1
"1309" "exp1" 7 60 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 559 45 1
"1309" "exp1" 8 1 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1105 40 1
"1309" "exp1" 8 2 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 744 0 0
"1309" "exp1" 8 3 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 991 35 1
"1309" "exp1" 8 4 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 852 0 0
"1309" "exp1" 8 5 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 987 20 1
"1309" "exp1" 8 6 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 768 65 1
"1309" "exp1" 8 7 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 2124 85 1
"1309" "exp1" 8 8 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1306 0 0
"1309" "exp1" 8 9 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1339 30 1
"1309" "exp1" 8 10 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 756 0 0
"1309" "exp1" 8 11 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 556 75 1
"1309" "exp1" 8 12 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 1043 25 1
"1309" "exp1" 8 13 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 1056 45 1
"1309" "exp1" 8 14 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 669 65 1
"1309" "exp1" 8 15 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 951 65 1
"1309" "exp1" 8 16 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 1404 0 0
"1309" "exp1" 8 17 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 2 717 65 1
"1309" "exp1" 8 18 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 2 707 0 0
"1309" "exp1" 8 19 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 702 45 1
"1309" "exp1" 8 20 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 823 30 1
"1309" "exp1" 8 21 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 962 20 1
"1309" "exp1" 8 22 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 1690 65 1
"1309" "exp1" 8 23 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 1070 0 0
"1309" "exp1" 8 24 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 1899 0 0
"1309" "exp1" 8 25 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1324 25 1
"1309" "exp1" 8 26 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 791 40 1
"1309" "exp1" 8 27 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 779 0 0
"1309" "exp1" 8 28 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1221 15 1
"1309" "exp1" 8 29 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1260 25 1
"1309" "exp1" 8 30 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 975 0 0
"1309" "exp1" 8 31 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 870 20 1
"1309" "exp1" 8 32 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 996 75 1
"1309" "exp1" 8 33 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 666 65 1
"1309" "exp1" 8 34 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 708 75 1
"1309" "exp1" 8 35 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 986 25 1
"1309" "exp1" 8 36 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 698 45 1
"1309" "exp1" 8 37 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 771 0 0
"1309" "exp1" 8 38 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 656 0 0
"1309" "exp1" 8 39 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1214 15 1
"1309" "exp1" 8 40 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 1688 0 0
"1309" "exp1" 8 41 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 733 0 0
"1309" "exp1" 8 42 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1571 15 1
"1309" "exp1" 8 43 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 742 75 1
"1309" "exp1" 8 44 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1337 25 1
"1309" "exp1" 8 45 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1545 20 1
"1309" "exp1" 8 46 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 2085 35 1
"1309" "exp1" 8 47 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1056 0 0
"1309" "exp1" 8 48 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 1532 75 1
"1309" "exp1" 8 49 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 804 65 1
"1309" "exp1" 8 50 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 637 45 1
"1309" "exp1" 8 51 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 1698 35 1
"1309" "exp1" 8 52 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 902 0 0
"1309" "exp1" 8 53 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1612 0 0
"1309" "exp1" 8 54 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1562 65 1
"1309" "exp1" 8 55 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1082 45 1
"1309" "exp1" 8 56 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 973 85 1
"1309" "exp1" 8 57 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 742 25 1
"1309" "exp1" 8 58 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1047 45 1
"1309" "exp1" 8 59 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 718 75 1
"1309" "exp1" 8 60 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 738 75 1
"1309" "exp1" 9 1 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 630 25 1
"1309" "exp1" 9 2 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 759 20 1
"1309" "exp1" 9 3 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 851 35 1
"1309" "exp1" 9 4 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 654 65 1
"1309" "exp1" 9 5 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 2 537 65 1
"1309" "exp1" 9 6 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 955 30 1
"1309" "exp1" 9 7 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 846 45 1
"1309" "exp1" 9 8 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 1087 0 0
"1309" "exp1" 9 9 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 686 45 1
"1309" "exp1" 9 10 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 936 45 1
"1309" "exp1" 9 11 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 944 0 0
"1309" "exp1" 9 12 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 578 0 0
"1309" "exp1" 9 13 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 564 0 0
"1309" "exp1" 9 14 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 820 30 1
"1309" "exp1" 9 15 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 500 75 1
"1309" "exp1" 9 16 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 880 0 0
"1309" "exp1" 9 17 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 663 30 1
"1309" "exp1" 9 18 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 815 35 1
"1309" "exp1" 9 19 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 810 0 0
"1309" "exp1" 9 20 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 1334 0 0
"1309" "exp1" 9 21 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1246 35 1
"1309" "exp1" 9 22 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 2 1194 0 0
"1309" "exp1" 9 23 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1068 40 1
"1309" "exp1" 9 24 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 751 30 1
"1309" "exp1" 9 25 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 857 0 0
"1309" "exp1" 9 26 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1174 0 0
"1309" "exp1" 9 27 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 596 65 1
"1309" "exp1" 9 28 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 733 65 1
"1309" "exp1" 9 29 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 593 85 1
"1309" "exp1" 9 30 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 772 45 1
"1309" "exp1" 9 31 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 616 65 1
"1309" "exp1" 9 32 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 577 75 1
"1309" "exp1" 9 33 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 970 25 1
"1309" "exp1" 9 34 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1303 85 1
"1309" "exp1" 9 35 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 990 20 1
"1309" "exp1" 9 36 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 677 65 1
"1309" "exp1" 9 37 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 833 75 1
"1309" "exp1" 9 38 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 533 75 1
"1309" "exp1" 9 39 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 821 20 1
"1309" "exp1" 9 40 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 601 75 1
"1309" "exp1" 9 41 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 978 15 1
"1309" "exp1" 9 42 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 943 25 1
"1309" "exp1" 9 43 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 2 508 0 0
"1309" "exp1" 9 44 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1025 15 1
"1309" "exp1" 9 45 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1090 0 0
"1309" "exp1" 9 46 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 913 45 1
"1309" "exp1" 9 47 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 1494 0 0
"1309" "exp1" 9 48 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 780 0 0
"1309" "exp1" 9 49 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1183 45 1
"1309" "exp1" 9 50 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 917 25 1
"1309" "exp1" 9 51 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 1683 0 0
"1309" "exp1" 9 52 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 775 35 1
"1309" "exp1" 9 53 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1963 0 0
"1309" "exp1" 9 54 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 1138 75 1
"1309" "exp1" 9 55 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1879 40 1
"1309" "exp1" 9 56 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1079 0 0
"1309" "exp1" 9 57 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 1122 0 0
"1309" "exp1" 9 58 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 969 45 1
"1309" "exp1" 9 59 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 545 75 1
"1309" "exp1" 9 60 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 463 60 1
"1309" "exp1" 10 1 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 846 0 0
"1309" "exp1" 10 2 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 687 25 1
"1309" "exp1" 10 3 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 641 65 1
"1309" "exp1" 10 4 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 710 25 1
"1309" "exp1" 10 5 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 2 581 0 0
"1309" "exp1" 10 6 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 986 0 0
"1309" "exp1" 10 7 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 607 65 1
"1309" "exp1" 10 8 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 909 0 0
"1309" "exp1" 10 9 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 883 20 1
"1309" "exp1" 10 10 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 905 25 1
"1309" "exp1" 10 11 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 1585 70 1
"1309" "exp1" 10 12 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1334 20 1
"1309" "exp1" 10 13 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 716 75 1
"1309" "exp1" 10 14 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 857 25 1
"1309" "exp1" 10 15 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1250 0 0
"1309" "exp1" 10 16 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 1028 75 1
"1309" "exp1" 10 17 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 696 45 1
"1309" "exp1" 10 18 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 585 65 1
"1309" "exp1" 10 19 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1022 45 1
"1309" "exp1" 10 20 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 841 0 0
"1309" "exp1" 10 21 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 827 0 0
"1309" "exp1" 10 22 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1010 0 0
"1309" "exp1" 10 23 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 898 25 1
"1309" "exp1" 10 24 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 928 15 1
"1309" "exp1" 10 25 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 928 75 1
"1309" "exp1" 10 26 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 2 821 0 0
"1309" "exp1" 10 27 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 1564 0 0
"1309" "exp1" 10 28 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1793 15 1
"1309" "exp1" 10 29 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 671 0 0
"1309" "exp1" 10 30 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1154 0 0
"1309" "exp1" 10 31 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 737 0 0
"1309" "exp1" 10 32 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1378 20 1
"1309" "exp1" 10 33 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 1091 45 1
"1309" "exp1" 10 34 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 866 45 1
"1309" "exp1" 10 35 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 1467 85 1
"1309" "exp1" 10 36 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 2 2369 0 0
"1309" "exp1" 10 37 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 913 20 1
"1309" "exp1" 10 38 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 621 75 1
"1309" "exp1" 10 39 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 1498 25 1
"1309" "exp1" 10 40 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 835 30 1
"1309" "exp1" 10 41 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 817 65 1
"1309" "exp1" 10 42 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1566 0 0
"1309" "exp1" 10 43 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 825 45 1
"1309" "exp1" 10 44 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1366 30 1
"1309" "exp1" 10 45 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1359 0 0
"1309" "exp1" 10 46 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 696 0 0
"1309" "exp1" 10 47 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 964 15 1
"1309" "exp1" 10 48 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 831 75 1
"1309" "exp1" 10 49 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 680 75 1
"1309" "exp1" 10 50 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 924 45 1
"1309" "exp1" 10 51 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1113 45 1
"1309" "exp1" 10 52 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1258 40 1
"1309" "exp1" 10 53 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1115 35 1
"1309" "exp1" 10 54 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 706 65 1
"1309" "exp1" 10 55 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 725 0 0
"1309" "exp1" 10 56 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 777 45 1
"1309" "exp1" 10 57 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 984 35 1
"1309" "exp1" 10 58 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 941 75 1
"1309" "exp1" 10 59 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2268 40 1
"1309" "exp1" 10 60 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 2071 0 0
"1309" "exp1" 11 1 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 1335 0 0
"1309" "exp1" 11 2 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 632 75 1
"1309" "exp1" 11 3 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 797 20 1
"1309" "exp1" 11 4 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 840 30 1
"1309" "exp1" 11 5 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 818 20 1
"1309" "exp1" 11 6 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 691 40 1
"1309" "exp1" 11 7 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 616 0 0
"1309" "exp1" 11 8 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 739 65 1
"1309" "exp1" 11 9 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 1058 75 1
"1309" "exp1" 11 10 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 863 75 1
"1309" "exp1" 11 11 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1029 65 1
"1309" "exp1" 11 12 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 924 0 0
"1309" "exp1" 11 13 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 581 35 1
"1309" "exp1" 11 14 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 569 40 1
"1309" "exp1" 11 15 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 848 30 1
"1309" "exp1" 11 16 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 756 0 0
"1309" "exp1" 11 17 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 890 0 0
"1309" "exp1" 11 18 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 1036 0 0
"1309" "exp1" 11 19 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 794 75 1
"1309" "exp1" 11 20 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 666 75 1
"1309" "exp1" 11 21 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 584 45 1
"1309" "exp1" 11 22 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 681 65 1
"1309" "exp1" 11 23 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 634 65 1
"1309" "exp1" 11 24 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 1311 0 0
"1309" "exp1" 11 25 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 726 0 0
"1309" "exp1" 11 26 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1041 30 1
"1309" "exp1" 11 27 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1339 35 1
"1309" "exp1" 11 28 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 2 1121 0 0
"1309" "exp1" 11 29 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 1320 35 1
"1309" "exp1" 11 30 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 697 0 0
"1309" "exp1" 11 31 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 1073 25 1
"1309" "exp1" 11 32 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 872 65 1
"1309" "exp1" 11 33 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1280 45 1
"1309" "exp1" 11 34 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 850 45 1
"1309" "exp1" 11 35 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1456 30 1
"1309" "exp1" 11 36 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 876 75 1
"1309" "exp1" 11 37 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 585 75 1
"1309" "exp1" 11 38 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 767 0 0
"1309" "exp1" 11 39 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1624 35 1
"1309" "exp1" 11 40 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 767 0 0
"1309" "exp1" 11 41 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 1044 0 0
"1309" "exp1" 11 42 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 2 1245 0 0
"1309" "exp1" 11 43 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 687 75 1
"1309" "exp1" 11 44 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 984 0 0
"1309" "exp1" 11 45 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 535 75 1
"1309" "exp1" 11 46 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 806 75 1
"1309" "exp1" 11 47 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1132 15 1
"1309" "exp1" 11 48 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 990 15 1
"1309" "exp1" 11 49 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 1306 25 1
"1309" "exp1" 11 50 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 830 0 0
"1309" "exp1" 11 51 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 596 0 0
"1309" "exp1" 11 52 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 2 609 0 0
"1309" "exp1" 11 53 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 1218 0 0
"1309" "exp1" 11 54 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 714 45 1
"1309" "exp1" 11 55 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1237 45 1
"1309" "exp1" 11 56 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 844 65 1
"1309" "exp1" 11 57 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 882 85 1
"1309" "exp1" 11 58 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 1069 65 1
"1309" "exp1" 11 59 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 741 0 0
"1309" "exp1" 11 60 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1288 0 0
"1309" "exp1" 12 1 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 767 65 1
"1309" "exp1" 12 2 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 660 65 1
"1309" "exp1" 12 3 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 650 65 1
"1309" "exp1" 12 4 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 667 75 1
"1309" "exp1" 12 5 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1009 0 0
"1309" "exp1" 12 6 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 607 0 0
"1309" "exp1" 12 7 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 760 0 0
"1309" "exp1" 12 8 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 934 25 1
"1309" "exp1" 12 9 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 704 35 1
"1309" "exp1" 12 10 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 737 0 0
"1309" "exp1" 12 11 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 952 25 1
"1309" "exp1" 12 12 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 787 45 1
"1309" "exp1" 12 13 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 928 0 0
"1309" "exp1" 12 14 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1376 40 1
"1309" "exp1" 12 15 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 612 0 0
"1309" "exp1" 12 16 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1013 65 1
"1309" "exp1" 12 17 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 2 1025 55 1
"1309" "exp1" 12 18 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1278 25 1
"1309" "exp1" 12 19 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1197 35 1
"1309" "exp1" 12 20 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 1666 25 1
"1309" "exp1" 12 21 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 853 0 0
"1309" "exp1" 12 22 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 824 20 1
"1309" "exp1" 12 23 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1355 0 0
"1309" "exp1" 12 24 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 953 25 1
"1309" "exp1" 12 25 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 852 45 1
"1309" "exp1" 12 26 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 1114 0 0
"1309" "exp1" 12 27 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 791 0 0
"1309" "exp1" 12 28 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 2 1313 0 0
"1309" "exp1" 12 29 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 2 686 0 0
"1309" "exp1" 12 30 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1135 45 1
"1309" "exp1" 12 31 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1129 45 1
"1309" "exp1" 12 32 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 1006 0 0
"1309" "exp1" 12 33 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1117 60 1
"1309" "exp1" 12 34 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 906 0 0
"1309" "exp1" 12 35 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1276 20 1
"1309" "exp1" 12 36 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 970 0 0
"1309" "exp1" 12 37 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 1268 25 1
"1309" "exp1" 12 38 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 853 75 1
"1309" "exp1" 12 39 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1470 15 1
"1309" "exp1" 12 40 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1433 60 1
"1309" "exp1" 12 41 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 793 75 1
"1309" "exp1" 12 42 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 2 1373 0 0
"1309" "exp1" 12 43 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 1195 0 0
"1309" "exp1" 12 44 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 1500 35 1
"1309" "exp1" 12 45 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 832 75 1
"1309" "exp1" 12 46 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 897 65 1
"1309" "exp1" 12 47 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 1164 0 0
"1309" "exp1" 12 48 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 749 0 0
"1309" "exp1" 12 49 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 2 725 0 0
"1309" "exp1" 12 50 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 870 85 1
"1309" "exp1" 12 51 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 772 0 0
"1309" "exp1" 12 52 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 799 0 0
"1309" "exp1" 12 53 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 702 45 1
"1309" "exp1" 12 54 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 703 75 1
"1309" "exp1" 12 55 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1152 0 0
"1309" "exp1" 12 56 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 917 0 0
"1309" "exp1" 12 57 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 932 0 0
"1309" "exp1" 12 58 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 700 0 0
"1309" "exp1" 12 59 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 755 45 1
"1309" "exp1" 12 60 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 924 0 0
"1309" "exp1" 13 1 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 731 35 1
"1309" "exp1" 13 2 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 560 0 0
"1309" "exp1" 13 3 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 732 25 1
"1309" "exp1" 13 4 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 827 0 0
"1309" "exp1" 13 5 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 697 0 0
"1309" "exp1" 13 6 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 772 0 0
"1309" "exp1" 13 7 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 637 45 1
"1309" "exp1" 13 8 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 1791 25 1
"1309" "exp1" 13 9 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 745 0 0
"1309" "exp1" 13 10 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 733 65 1
"1309" "exp1" 13 11 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 823 65 1
"1309" "exp1" 13 12 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 682 65 1
"1309" "exp1" 13 13 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1085 35 1
"1309" "exp1" 13 14 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 567 75 1
"1309" "exp1" 13 15 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 802 85 1
"1309" "exp1" 13 16 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 531 65 1
"1309" "exp1" 13 17 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 914 35 1
"1309" "exp1" 13 18 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 584 0 0
"1309" "exp1" 13 19 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 650 25 1
"1309" "exp1" 13 20 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 936 0 0
"1309" "exp1" 13 21 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 789 30 1
"1309" "exp1" 13 22 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 831 0 0
"1309" "exp1" 13 23 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 1408 15 1
"1309" "exp1" 13 24 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1060 0 0
"1309" "exp1" 13 25 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 849 75 1
"1309" "exp1" 13 26 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1318 30 1
"1309" "exp1" 13 27 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 694 0 0
"1309" "exp1" 13 28 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 978 75 1
"1309" "exp1" 13 29 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 941 0 0
"1309" "exp1" 13 30 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 851 15 1
"1309" "exp1" 13 31 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 784 25 1
"1309" "exp1" 13 32 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1031 20 1
"1309" "exp1" 13 33 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1540 0 0
"1309" "exp1" 13 34 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 766 45 1
"1309" "exp1" 13 35 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 598 75 1
"1309" "exp1" 13 36 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 2 1146 0 0
"1309" "exp1" 13 37 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 560 0 0
"1309" "exp1" 13 38 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 2 692 0 0
"1309" "exp1" 13 39 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 752 0 0
"1309" "exp1" 13 40 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 720 35 1
"1309" "exp1" 13 41 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 871 75 1
"1309" "exp1" 13 42 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 671 75 1
"1309" "exp1" 13 43 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 2 646 0 0
"1309" "exp1" 13 44 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 831 20 1
"1309" "exp1" 13 45 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 719 0 0
"1309" "exp1" 13 46 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 669 25 1
"1309" "exp1" 13 47 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 707 35 1
"1309" "exp1" 13 48 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 726 45 1
"1309" "exp1" 13 49 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 733 0 0
"1309" "exp1" 13 50 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 955 25 1
"1309" "exp1" 13 51 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 862 0 0
"1309" "exp1" 13 52 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 1191 45 1
"1309" "exp1" 13 53 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 979 85 1
"1309" "exp1" 13 54 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 848 60 1
"1309" "exp1" 13 55 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 829 65 1
"1309" "exp1" 13 56 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 909 0 0
"1309" "exp1" 13 57 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 667 60 1
"1309" "exp1" 13 58 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 737 0 0
"1309" "exp1" 13 59 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1052 15 1
"1309" "exp1" 13 60 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1010 0 0
"1309" "exp1" 14 1 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 946 75 1
"1309" "exp1" 14 2 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 1239 15 1
"1309" "exp1" 14 3 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 1028 25 1
"1309" "exp1" 14 4 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 759 15 1
"1309" "exp1" 14 5 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 900 0 0
"1309" "exp1" 14 6 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 584 0 0
"1309" "exp1" 14 7 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 634 65 1
"1309" "exp1" 14 8 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1157 30 1
"1309" "exp1" 14 9 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1255 45 1
"1309" "exp1" 14 10 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 765 65 1
"1309" "exp1" 14 11 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 867 75 1
"1309" "exp1" 14 12 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 696 65 1
"1309" "exp1" 14 13 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1608 20 1
"1309" "exp1" 14 14 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1062 30 1
"1309" "exp1" 14 15 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 2 1195 55 1
"1309" "exp1" 14 16 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 985 65 1
"1309" "exp1" 14 17 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1210 20 1
"1309" "exp1" 14 18 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 1023 0 0
"1309" "exp1" 14 19 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 965 20 1
"1309" "exp1" 14 20 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1021 15 1
"1309" "exp1" 14 21 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 810 0 0
"1309" "exp1" 14 22 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 718 35 1
"1309" "exp1" 14 23 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 833 25 1
"1309" "exp1" 14 24 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 2 780 35 1
"1309" "exp1" 14 25 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 537 75 1
"1309" "exp1" 14 26 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 538 0 0
"1309" "exp1" 14 27 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 910 35 1
"1309" "exp1" 14 28 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 782 0 0
"1309" "exp1" 14 29 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1101 0 0
"1309" "exp1" 14 30 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 732 75 1
"1309" "exp1" 14 31 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 1005 45 1
"1309" "exp1" 14 32 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 2 891 0 0
"1309" "exp1" 14 33 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 621 25 1
"1309" "exp1" 14 34 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 651 25 1
"1309" "exp1" 14 35 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1050 30 1
"1309" "exp1" 14 36 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 783 35 1
"1309" "exp1" 14 37 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 900 0 0
"1309" "exp1" 14 38 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 843 45 1
"1309" "exp1" 14 39 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 686 75 1
"1309" "exp1" 14 40 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 937 25 1
"1309" "exp1" 14 41 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 783 75 1
"1309" "exp1" 14 42 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 1362 65 1
"1309" "exp1" 14 43 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 675 25 1
"1309" "exp1" 14 44 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 978 15 1
"1309" "exp1" 14 45 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 806 15 1
"1309" "exp1" 14 46 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 937 20 1
"1309" "exp1" 14 47 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 748 0 0
"1309" "exp1" 14 48 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 636 75 1
"1309" "exp1" 14 49 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 714 15 1
"1309" "exp1" 14 50 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1545 45 1
"1309" "exp1" 14 51 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 988 0 0
"1309" "exp1" 14 52 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 695 45 1
"1309" "exp1" 14 53 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 1005 65 1
"1309" "exp1" 14 54 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 952 60 1
"1309" "exp1" 14 55 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 597 25 1
"1309" "exp1" 14 56 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 905 0 0
"1309" "exp1" 14 57 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1011 35 1
"1309" "exp1" 14 58 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 594 0 0
"1309" "exp1" 14 59 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1187 40 1
"1309" "exp1" 14 60 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 749 35 1
"1309" "exp1" 15 1 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 789 45 1
"1309" "exp1" 15 2 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 563 85 1
"1309" "exp1" 15 3 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 941 45 1
"1309" "exp1" 15 4 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 2 664 35 1
"1309" "exp1" 15 5 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 594 75 1
"1309" "exp1" 15 6 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 572 30 1
"1309" "exp1" 15 7 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 898 25 1
"1309" "exp1" 15 8 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 716 0 0
"1309" "exp1" 15 9 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 1129 0 0
"1309" "exp1" 15 10 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 2 964 0 0
"1309" "exp1" 15 11 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 749 0 0
"1309" "exp1" 15 12 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 670 75 1
"1309" "exp1" 15 13 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1088 25 1
"1309" "exp1" 15 14 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 634 20 1
"1309" "exp1" 15 15 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 910 35 1
"1309" "exp1" 15 16 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1325 65 1
"1309" "exp1" 15 17 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 956 0 0
"1309" "exp1" 15 18 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 832 25 1
"1309" "exp1" 15 19 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 569 0 0
"1309" "exp1" 15 20 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 731 40 1
"1309" "exp1" 15 21 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1207 15 1
"1309" "exp1" 15 22 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1247 45 1
"1309" "exp1" 15 23 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 810 65 1
"1309" "exp1" 15 24 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 914 35 1
"1309" "exp1" 15 25 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 2 618 0 0
"1309" "exp1" 15 26 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1032 40 1
"1309" "exp1" 15 27 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 968 25 1
"1309" "exp1" 15 28 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 840 20 1
"1309" "exp1" 15 29 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 1124 0 0
"1309" "exp1" 15 30 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 1468 25 1
"1309" "exp1" 15 31 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 725 75 1
"1309" "exp1" 15 32 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 2177 35 1
"1309" "exp1" 15 33 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 817 40 1
"1309" "exp1" 15 34 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 1855 85 1
"1309" "exp1" 15 35 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 772 25 1
"1309" "exp1" 15 36 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1597 0 0
"1309" "exp1" 15 37 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 2 946 55 1
"1309" "exp1" 15 38 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 1970 75 1
"1309" "exp1" 15 39 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 1469 35 1
"1309" "exp1" 15 40 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 829 75 1
"1309" "exp1" 15 41 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 960 75 1
"1309" "exp1" 15 42 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1066 0 0
"1309" "exp1" 15 43 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 1370 55 1
"1309" "exp1" 15 44 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1340 35 1
"1309" "exp1" 15 45 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 1195 0 0
"1309" "exp1" 15 46 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1313 25 1
"1309" "exp1" 15 47 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1351 40 1
"1309" "exp1" 15 48 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 696 0 0
"1309" "exp1" 15 49 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 721 0 0
"1309" "exp1" 15 50 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 679 0 0
"1309" "exp1" 15 51 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 617 75 1
"1309" "exp1" 15 52 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 710 0 0
"1309" "exp1" 15 53 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 934 85 1
"1309" "exp1" 15 54 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1109 15 1
"1309" "exp1" 15 55 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 639 75 1
"1309" "exp1" 15 56 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1033 35 1
"1309" "exp1" 15 57 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 887 65 1
"1309" "exp1" 15 58 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1121 30 1
"1309" "exp1" 15 59 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 624 45 1
"1309" "exp1" 15 60 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 601 0 0
"1309" "exp1" 16 1 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 839 75 1
"1309" "exp1" 16 2 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 794 65 1
"1309" "exp1" 16 3 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 2 531 0 0
"1309" "exp1" 16 4 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 491 65 1
"1309" "exp1" 16 5 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 448 75 1
"1309" "exp1" 16 6 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 620 35 1
"1309" "exp1" 16 7 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 727 65 1
"1309" "exp1" 16 8 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 733 20 1
"1309" "exp1" 16 9 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 726 0 0
"1309" "exp1" 16 10 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 890 15 1
"1309" "exp1" 16 11 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 851 25 1
"1309" "exp1" 16 12 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 969 25 1
"1309" "exp1" 16 13 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1161 45 1
"1309" "exp1" 16 14 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1700 0 0
"1309" "exp1" 16 15 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 614 25 1
"1309" "exp1" 16 16 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 748 65 1
"1309" "exp1" 16 17 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1076 45 1
"1309" "exp1" 16 18 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 996 0 0
"1309" "exp1" 16 19 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 864 0 0
"1309" "exp1" 16 20 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 972 0 0
"1309" "exp1" 16 21 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 2 579 75 1
"1309" "exp1" 16 22 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 1325 75 1
"1309" "exp1" 16 23 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 795 75 1
"1309" "exp1" 16 24 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 776 0 0
"1309" "exp1" 16 25 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 625 75 1
"1309" "exp1" 16 26 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 508 75 1
"1309" "exp1" 16 27 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 950 65 1
"1309" "exp1" 16 28 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 662 0 0
"1309" "exp1" 16 29 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 783 65 1
"1309" "exp1" 16 30 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 1308 0 0
"1309" "exp1" 16 31 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 696 75 1
"1309" "exp1" 16 32 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 755 65 1
"1309" "exp1" 16 33 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1297 0 0
"1309" "exp1" 16 34 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 1485 0 0
"1309" "exp1" 16 35 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 2 827 0 0
"1309" "exp1" 16 36 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1484 60 1
"1309" "exp1" 16 37 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 2 1482 0 0
"1309" "exp1" 16 38 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1040 0 0
"1309" "exp1" 16 39 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 1074 15 1
"1309" "exp1" 16 40 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1241 35 1
"1309" "exp1" 16 41 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1811 20 1
"1309" "exp1" 16 42 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 2 2102 0 0
"1309" "exp1" 16 43 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 845 0 0
"1309" "exp1" 16 44 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 796 0 0
"1309" "exp1" 16 45 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 946 20 1
"1309" "exp1" 16 46 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1115 0 0
"1309" "exp1" 16 47 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 570 45 1
"1309" "exp1" 16 48 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 738 0 0
"1309" "exp1" 16 49 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 795 25 1
"1309" "exp1" 16 50 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 543 25 1
"1309" "exp1" 16 51 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 769 40 1
"1309" "exp1" 16 52 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 664 30 1
"1309" "exp1" 16 53 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 748 15 1
"1309" "exp1" 16 54 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 525 65 1
"1309" "exp1" 16 55 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 2 717 0 0
"1309" "exp1" 16 56 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 2 755 0 0
"1309" "exp1" 16 57 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 817 0 0
"1309" "exp1" 16 58 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 674 0 0
"1309" "exp1" 16 59 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 595 0 0
"1309" "exp1" 16 60 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 700 35 1
"1309" "exp1" 17 1 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 722 60 1
"1309" "exp1" 17 2 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 518 0 0
"1309" "exp1" 17 3 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 730 45 1
"1309" "exp1" 17 4 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 381 45 1
"1309" "exp1" 17 5 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 491 40 1
"1309" "exp1" 17 6 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 595 25 1
"1309" "exp1" 17 7 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 631 0 0
"1309" "exp1" 17 8 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 677 35 1
"1309" "exp1" 17 9 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 686 0 0
"1309" "exp1" 17 10 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 649 80 1
"1309" "exp1" 17 11 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1293 65 1
"1309" "exp1" 17 12 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 677 20 1
"1309" "exp1" 17 13 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1385 35 1
"1309" "exp1" 17 14 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 1293 0 0
"1309" "exp1" 17 15 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 767 0 0
"1309" "exp1" 17 16 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 925 75 1
"1309" "exp1" 17 17 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 2036 0 0
"1309" "exp1" 17 18 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 815 75 1
"1309" "exp1" 17 19 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1071 45 1
"1309" "exp1" 17 20 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 1011 0 0
"1309" "exp1" 17 21 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 2 874 0 0
"1309" "exp1" 17 22 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 966 15 1
"1309" "exp1" 17 23 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1075 45 1
"1309" "exp1" 17 24 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 535 25 1
"1309" "exp1" 17 25 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 652 45 1
"1309" "exp1" 17 26 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 532 75 1
"1309" "exp1" 17 27 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 654 15 1
"1309" "exp1" 17 28 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 658 0 0
"1309" "exp1" 17 29 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 697 0 0
"1309" "exp1" 17 30 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 711 15 1
"1309" "exp1" 17 31 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 674 0 0
"1309" "exp1" 17 32 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 563 0 0
"1309" "exp1" 17 33 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 729 0 0
"1309" "exp1" 17 34 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 597 0 0
"1309" "exp1" 17 35 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 652 0 0
"1309" "exp1" 17 36 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 923 85 1
"1309" "exp1" 17 37 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 1288 25 1
"1309" "exp1" 17 38 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 999 25 1
"1309" "exp1" 17 39 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 2 669 0 0
"1309" "exp1" 17 40 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 560 30 1
"1309" "exp1" 17 41 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 1124 0 0
"1309" "exp1" 17 42 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 1143 35 1
"1309" "exp1" 17 43 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1338 30 1
"1309" "exp1" 17 44 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 1241 25 1
"1309" "exp1" 17 45 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 2 793 0 0
"1309" "exp1" 17 46 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 818 75 1
"1309" "exp1" 17 47 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 765 65 1
"1309" "exp1" 17 48 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 1334 25 1
"1309" "exp1" 17 49 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 723 0 0
"1309" "exp1" 17 50 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 150 80 1
"1309" "exp1" 17 51 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 785 0 0
"1309" "exp1" 17 52 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 780 30 1
"1309" "exp1" 17 53 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 757 25 1
"1309" "exp1" 17 54 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 895 65 1
"1309" "exp1" 17 55 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 665 0 0
"1309" "exp1" 17 56 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 840 0 0
"1309" "exp1" 17 57 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 989 25 1
"1309" "exp1" 17 58 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1477 0 0
"1309" "exp1" 17 59 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 725 75 1
"1309" "exp1" 17 60 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 819 30 1
"1309" "exp1" 18 1 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 796 35 1
"1309" "exp1" 18 2 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 489 30 1
"1309" "exp1" 18 3 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 526 75 1
"1309" "exp1" 18 4 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 494 65 1
"1309" "exp1" 18 5 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 930 25 1
"1309" "exp1" 18 6 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 482 0 0
"1309" "exp1" 18 7 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 868 40 1
"1309" "exp1" 18 8 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 690 75 1
"1309" "exp1" 18 9 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 616 0 0
"1309" "exp1" 18 10 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 2 717 0 0
"1309" "exp1" 18 11 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1083 25 1
"1309" "exp1" 18 12 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 2 1432 0 0
"1309" "exp1" 18 13 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 649 35 1
"1309" "exp1" 18 14 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 752 75 1
"1309" "exp1" 18 15 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 899 0 0
"1309" "exp1" 18 16 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 569 0 0
"1309" "exp1" 18 17 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1078 15 1
"1309" "exp1" 18 18 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 693 0 0
"1309" "exp1" 18 19 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1616 0 0
"1309" "exp1" 18 20 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 2 701 0 0
"1309" "exp1" 18 21 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 740 45 1
"1309" "exp1" 18 22 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1379 0 0
"1309" "exp1" 18 23 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 668 75 1
"1309" "exp1" 18 24 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 688 65 1
"1309" "exp1" 18 25 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 758 45 1
"1309" "exp1" 18 26 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 1132 0 0
"1309" "exp1" 18 27 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 901 0 0
"1309" "exp1" 18 28 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 589 75 1
"1309" "exp1" 18 29 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 938 85 1
"1309" "exp1" 18 30 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 780 25 1
"1309" "exp1" 18 31 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 618 45 1
"1309" "exp1" 18 32 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 1047 0 0
"1309" "exp1" 18 33 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 717 30 1
"1309" "exp1" 18 34 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 875 75 1
"1309" "exp1" 18 35 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 913 0 0
"1309" "exp1" 18 36 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 677 0 0
"1309" "exp1" 18 37 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 630 0 0
"1309" "exp1" 18 38 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 709 0 0
"1309" "exp1" 18 39 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 926 15 1
"1309" "exp1" 18 40 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 485 65 1
"1309" "exp1" 18 41 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 832 45 1
"1309" "exp1" 18 42 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 1099 0 0
"1309" "exp1" 18 43 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1408 15 1
"1309" "exp1" 18 44 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 717 65 1
"1309" "exp1" 18 45 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 657 75 1
"1309" "exp1" 18 46 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 948 35 1
"1309" "exp1" 18 47 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 1288 65 1
"1309" "exp1" 18 48 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 967 0 0
"1309" "exp1" 18 49 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 2 1445 65 1
"1309" "exp1" 18 50 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 812 25 1
"1309" "exp1" 18 51 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1424 0 0
"1309" "exp1" 18 52 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 685 0 0
"1309" "exp1" 18 53 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 1262 0 0
"1309" "exp1" 18 54 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 639 45 1
"1309" "exp1" 18 55 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 854 75 1
"1309" "exp1" 18 56 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 934 20 1
"1309" "exp1" 18 57 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 946 0 0
"1309" "exp1" 18 58 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 701 75 1
"1309" "exp1" 18 59 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 953 35 1
"1309" "exp1" 18 60 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 1422 35 1
"1309" "exp1" 19 1 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 25 0 0
"1309" "exp1" 19 2 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 527 75 1
"1309" "exp1" 19 3 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1532 0 0
"1309" "exp1" 19 4 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1117 0 0
"1309" "exp1" 19 5 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 2 1088 0 0
"1309" "exp1" 19 6 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1397 15 1
"1309" "exp1" 19 7 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1077 20 1
"1309" "exp1" 19 8 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 1124 75 1
"1309" "exp1" 19 9 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1016 0 0
"1309" "exp1" 19 10 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 2 296 0 0
"1309" "exp1" 19 11 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 599 0 0
"1309" "exp1" 19 12 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1221 0 0
"1309" "exp1" 19 13 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 857 40 1
"1309" "exp1" 19 14 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 738 75 1
"1309" "exp1" 19 15 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1096 15 1
"1309" "exp1" 19 16 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 725 45 1
"1309" "exp1" 19 17 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 782 0 0
"1309" "exp1" 19 18 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 846 0 0
"1309" "exp1" 19 19 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 1590 45 1
"1309" "exp1" 19 20 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 1155 0 0
"1309" "exp1" 19 21 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 952 25 1
"1309" "exp1" 19 22 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 944 0 0
"1309" "exp1" 19 23 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 691 0 0
"1309" "exp1" 19 24 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 963 0 0
"1309" "exp1" 19 25 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 798 15 1
"1309" "exp1" 19 26 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 806 15 1
"1309" "exp1" 19 27 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 694 25 1
"1309" "exp1" 19 28 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 2 1021 0 0
"1309" "exp1" 19 29 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 965 0 0
"1309" "exp1" 19 30 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 733 0 0
"1309" "exp1" 19 31 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 959 45 1
"1309" "exp1" 19 32 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 965 40 1
"1309" "exp1" 19 33 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1335 45 1
"1309" "exp1" 19 34 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1266 65 1
"1309" "exp1" 19 35 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 809 45 1
"1309" "exp1" 19 36 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 804 0 0
"1309" "exp1" 19 37 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 1154 25 1
"1309" "exp1" 19 38 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 1116 0 0
"1309" "exp1" 19 39 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 573 65 1
"1309" "exp1" 19 40 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 910 35 1
"1309" "exp1" 19 41 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 604 30 1
"1309" "exp1" 19 42 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 632 75 1
"1309" "exp1" 19 43 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 438 0 0
"1309" "exp1" 19 44 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 402 0 0
"1309" "exp1" 19 45 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1024 40 1
"1309" "exp1" 19 46 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 740 45 1
"1309" "exp1" 19 47 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 901 35 1
"1309" "exp1" 19 48 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 917 35 1
"1309" "exp1" 19 49 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 779 35 1
"1309" "exp1" 19 50 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 827 0 0
"1309" "exp1" 19 51 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 960 45 1
"1309" "exp1" 19 52 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 880 40 1
"1309" "exp1" 19 53 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 818 0 0
"1309" "exp1" 19 54 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 690 0 0
"1309" "exp1" 19 55 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 714 0 0
"1309" "exp1" 19 56 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 878 0 0
"1309" "exp1" 19 57 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 653 0 0
"1309" "exp1" 19 58 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 1086 75 1
"1309" "exp1" 19 59 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1283 30 1
"1309" "exp1" 19 60 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1108 65 1
"1309" "exp1" 20 1 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 1290 15 1
"1309" "exp1" 20 2 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 854 0 0
"1309" "exp1" 20 3 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 770 15 1
"1309" "exp1" 20 4 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 775 20 1
"1309" "exp1" 20 5 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 862 0 0
"1309" "exp1" 20 6 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 2 582 0 0
"1309" "exp1" 20 7 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 647 30 1
"1309" "exp1" 20 8 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 1032 45 1
"1309" "exp1" 20 9 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 975 65 1
"1309" "exp1" 20 10 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 778 0 0
"1309" "exp1" 20 11 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 661 15 1
"1309" "exp1" 20 12 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 837 40 1
"1309" "exp1" 20 13 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 656 25 1
"1309" "exp1" 20 14 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 1288 85 1
"1309" "exp1" 20 15 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 708 30 1
"1309" "exp1" 20 16 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 906 0 0
"1309" "exp1" 20 17 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 820 0 0
"1309" "exp1" 20 18 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 668 0 0
"1309" "exp1" 20 19 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 926 30 1
"1309" "exp1" 20 20 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 712 35 1
"1309" "exp1" 20 21 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 877 65 1
"1309" "exp1" 20 22 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 706 0 0
"1309" "exp1" 20 23 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 752 20 1
"1309" "exp1" 20 24 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 832 35 1
"1309" "exp1" 20 25 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 697 0 0
"1309" "exp1" 20 26 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 884 25 1
"1309" "exp1" 20 27 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 756 35 1
"1309" "exp1" 20 28 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 1242 65 1
"1309" "exp1" 20 29 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 694 0 0
"1309" "exp1" 20 30 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 771 65 1
"1309" "exp1" 20 31 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 780 25 1
"1309" "exp1" 20 32 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 737 0 0
"1309" "exp1" 20 33 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 869 15 1
"1309" "exp1" 20 34 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 1018 35 1
"1309" "exp1" 20 35 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1328 0 0
"1309" "exp1" 20 36 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 663 0 0
"1309" "exp1" 20 37 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 666 75 1
"1309" "exp1" 20 38 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 654 45 1
"1309" "exp1" 20 39 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 922 0 0
"1309" "exp1" 20 40 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 606 45 1
"1309" "exp1" 20 41 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 830 75 1
"1309" "exp1" 20 42 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 2 759 0 0
"1309" "exp1" 20 43 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 2 910 0 0
"1309" "exp1" 20 44 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1000 15 1
"1309" "exp1" 20 45 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 637 60 1
"1309" "exp1" 20 46 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 975 75 1
"1309" "exp1" 20 47 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 825 25 1
"1309" "exp1" 20 48 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 821 0 0
"1309" "exp1" 20 49 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 715 65 1
"1309" "exp1" 20 50 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 790 75 1
"1309" "exp1" 20 51 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 883 35 1
"1309" "exp1" 20 52 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 496 0 0
"1309" "exp1" 20 53 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 654 75 1
"1309" "exp1" 20 54 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 785 20 1
"1309" "exp1" 20 55 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 885 0 0
"1309" "exp1" 20 56 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 800 0 0
"1309" "exp1" 20 57 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 2 656 0 0
"1309" "exp1" 20 58 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1831 0 0
"1309" "exp1" 20 59 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 662 45 1
"1309" "exp1" 20 60 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 987 25 1
"1310" "exp1" 1 1 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 781 25 1
"1310" "exp1" 1 2 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 579 30 1
"1310" "exp1" 1 3 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 727 15 1
"1310" "exp1" 1 4 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 662 0 0
"1310" "exp1" 1 5 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 737 0 0
"1310" "exp1" 1 6 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1000 45 1
"1310" "exp1" 1 7 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 866 0 0
"1310" "exp1" 1 8 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 538 20 1
"1310" "exp1" 1 9 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 904 65 1
"1310" "exp1" 1 10 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1005 65 1
"1310" "exp1" 1 11 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 699 0 0
"1310" "exp1" 1 12 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 601 65 1
"1310" "exp1" 1 13 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 694 25 1
"1310" "exp1" 1 14 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 589 0 0
"1310" "exp1" 1 15 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 600 35 1
"1310" "exp1" 1 16 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 551 75 1
"1310" "exp1" 1 17 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 792 0 0
"1310" "exp1" 1 18 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 836 0 0
"1310" "exp1" 1 19 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 901 15 1
"1310" "exp1" 1 20 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 704 25 1
"1310" "exp1" 1 21 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 830 35 1
"1310" "exp1" 1 22 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 700 35 1
"1310" "exp1" 1 23 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1093 45 1
"1310" "exp1" 1 24 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 981 75 1
"1310" "exp1" 1 25 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 599 20 1
"1310" "exp1" 1 26 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 742 0 0
"1310" "exp1" 1 27 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 802 65 1
"1310" "exp1" 1 28 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 890 45 1
"1310" "exp1" 1 29 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 1218 0 0
"1310" "exp1" 1 30 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 758 0 0
"1310" "exp1" 1 31 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 700 0 0
"1310" "exp1" 1 32 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 935 35 1
"1310" "exp1" 1 33 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 709 0 0
"1310" "exp1" 1 34 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 684 45 1
"1310" "exp1" 1 35 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 797 30 1
"1310" "exp1" 1 36 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 635 0 0
"1310" "exp1" 1 37 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1042 65 1
"1310" "exp1" 1 38 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1069 65 1
"1310" "exp1" 1 39 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 596 20 1
"1310" "exp1" 1 40 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 810 45 1
"1310" "exp1" 1 41 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 707 75 1
"1310" "exp1" 1 42 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 792 40 1
"1310" "exp1" 1 43 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 652 25 1
"1310" "exp1" 1 44 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 661 75 1
"1310" "exp1" 1 45 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 926 45 1
"1310" "exp1" 1 46 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 998 75 1
"1310" "exp1" 1 47 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 541 0 0
"1310" "exp1" 1 48 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 559 40 1
"1310" "exp1" 1 49 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 651 0 0
"1310" "exp1" 1 50 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 2 914 35 1
"1310" "exp1" 1 51 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 729 0 0
"1310" "exp1" 1 52 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 751 35 1
"1310" "exp1" 1 53 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 757 0 0
"1310" "exp1" 1 54 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 753 45 1
"1310" "exp1" 1 55 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 722 15 1
"1310" "exp1" 1 56 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 638 20 1
"1310" "exp1" 1 57 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 1013 0 0
"1310" "exp1" 1 58 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 795 35 1
"1310" "exp1" 1 59 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1174 0 0
"1310" "exp1" 1 60 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 862 45 1
"1310" "exp1" 2 1 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 736 0 0
"1310" "exp1" 2 2 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 2 553 35 1
"1310" "exp1" 2 3 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 731 0 0
"1310" "exp1" 2 4 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 608 75 1
"1310" "exp1" 2 5 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 625 30 1
"1310" "exp1" 2 6 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 672 75 1
"1310" "exp1" 2 7 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 650 25 1
"1310" "exp1" 2 8 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 2 705 0 0
"1310" "exp1" 2 9 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 969 0 0
"1310" "exp1" 2 10 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 826 65 1
"1310" "exp1" 2 11 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 860 30 1
"1310" "exp1" 2 12 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 769 0 0
"1310" "exp1" 2 13 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 954 75 1
"1310" "exp1" 2 14 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 1168 15 1
"1310" "exp1" 2 15 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 914 0 0
"1310" "exp1" 2 16 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 991 0 0
"1310" "exp1" 2 17 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1041 25 1
"1310" "exp1" 2 18 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 835 0 0
"1310" "exp1" 2 19 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 740 75 1
"1310" "exp1" 2 20 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 714 65 1
"1310" "exp1" 2 21 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 691 35 1
"1310" "exp1" 2 22 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 880 25 1
"1310" "exp1" 2 23 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 800 0 0
"1310" "exp1" 2 24 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 737 0 0
"1310" "exp1" 2 25 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 659 75 1
"1310" "exp1" 2 26 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1050 15 1
"1310" "exp1" 2 27 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 776 20 1
"1310" "exp1" 2 28 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1027 20 1
"1310" "exp1" 2 29 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1193 45 1
"1310" "exp1" 2 30 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 921 15 1
"1310" "exp1" 2 31 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 821 25 1
"1310" "exp1" 2 32 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 516 45 1
"1310" "exp1" 2 33 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 711 0 0
"1310" "exp1" 2 34 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 576 20 1
"1310" "exp1" 2 35 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 957 0 0
"1310" "exp1" 2 36 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 820 45 1
"1310" "exp1" 2 37 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 599 0 0
"1310" "exp1" 2 38 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 832 15 1
"1310" "exp1" 2 39 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 1053 65 1
"1310" "exp1" 2 40 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 925 65 1
"1310" "exp1" 2 41 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1551 25 1
"1310" "exp1" 2 42 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 826 35 1
"1310" "exp1" 2 43 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 781 20 1
"1310" "exp1" 2 44 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 750 30 1
"1310" "exp1" 2 45 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 901 25 1
"1310" "exp1" 2 46 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 708 0 0
"1310" "exp1" 2 47 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 2 754 0 0
"1310" "exp1" 2 48 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1288 60 1
"1310" "exp1" 2 49 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 977 35 1
"1310" "exp1" 2 50 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 733 65 1
"1310" "exp1" 2 51 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 586 25 1
"1310" "exp1" 2 52 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 519 45 1
"1310" "exp1" 2 53 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 584 0 0
"1310" "exp1" 2 54 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 841 35 1
"1310" "exp1" 2 55 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 708 45 1
"1310" "exp1" 2 56 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 2 783 55 1
"1310" "exp1" 2 57 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 817 35 1
"1310" "exp1" 2 58 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 981 0 0
"1310" "exp1" 2 59 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 862 65 1
"1310" "exp1" 2 60 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 583 0 0
"1310" "exp1" 3 1 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 626 65 1
"1310" "exp1" 3 2 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 588 15 1
"1310" "exp1" 3 3 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 681 0 0
"1310" "exp1" 3 4 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 693 15 1
"1310" "exp1" 3 5 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 634 65 1
"1310" "exp1" 3 6 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 664 0 0
"1310" "exp1" 3 7 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 570 20 1
"1310" "exp1" 3 8 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 977 0 0
"1310" "exp1" 3 9 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 537 0 0
"1310" "exp1" 3 10 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 974 75 1
"1310" "exp1" 3 11 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 961 45 1
"1310" "exp1" 3 12 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 645 65 1
"1310" "exp1" 3 13 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 676 15 1
"1310" "exp1" 3 14 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 872 25 1
"1310" "exp1" 3 15 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 996 0 0
"1310" "exp1" 3 16 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 840 45 1
"1310" "exp1" 3 17 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 622 35 1
"1310" "exp1" 3 18 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 698 75 1
"1310" "exp1" 3 19 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 565 0 0
"1310" "exp1" 3 20 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 1203 35 1
"1310" "exp1" 3 21 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 610 25 1
"1310" "exp1" 3 22 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 541 65 1
"1310" "exp1" 3 23 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 2 747 0 0
"1310" "exp1" 3 24 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1047 35 1
"1310" "exp1" 3 25 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 752 45 1
"1310" "exp1" 3 26 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 623 0 0
"1310" "exp1" 3 27 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 601 35 1
"1310" "exp1" 3 28 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 719 0 0
"1310" "exp1" 3 29 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 600 20 1
"1310" "exp1" 3 30 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1011 0 0
"1310" "exp1" 3 31 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 777 0 0
"1310" "exp1" 3 32 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 754 40 1
"1310" "exp1" 3 33 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 555 0 0
"1310" "exp1" 3 34 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 699 40 1
"1310" "exp1" 3 35 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 883 15 1
"1310" "exp1" 3 36 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 718 45 1
"1310" "exp1" 3 37 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 621 0 0
"1310" "exp1" 3 38 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 734 0 0
"1310" "exp1" 3 39 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 656 75 1
"1310" "exp1" 3 40 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 797 0 0
"1310" "exp1" 3 41 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 1249 75 1
"1310" "exp1" 3 42 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 774 45 1
"1310" "exp1" 3 43 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 571 0 0
"1310" "exp1" 3 44 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 541 0 0
"1310" "exp1" 3 45 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 579 15 1
"1310" "exp1" 3 46 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 531 0 0
"1310" "exp1" 3 47 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 683 0 0
"1310" "exp1" 3 48 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 577 75 1
"1310" "exp1" 3 49 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 563 20 1
"1310" "exp1" 3 50 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 615 35 1
"1310" "exp1" 3 51 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 709 0 0
"1310" "exp1" 3 52 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 646 0 0
"1310" "exp1" 3 53 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 447 30 1
"1310" "exp1" 3 54 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 665 0 0
"1310" "exp1" 3 55 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 663 75 1
"1310" "exp1" 3 56 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 577 0 0
"1310" "exp1" 3 57 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 583 45 1
"1310" "exp1" 3 58 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 910 35 1
"1310" "exp1" 3 59 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 959 45 1
"1310" "exp1" 3 60 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 561 25 1
"1310" "exp1" 4 1 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 581 0 0
"1310" "exp1" 4 2 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 637 15 1
"1310" "exp1" 4 3 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 750 15 1
"1310" "exp1" 4 4 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1170 0 0
"1310" "exp1" 4 5 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 876 45 1
"1310" "exp1" 4 6 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 1048 75 1
"1310" "exp1" 4 7 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1090 30 1
"1310" "exp1" 4 8 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1110 0 0
"1310" "exp1" 4 9 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 860 25 1
"1310" "exp1" 4 10 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 640 0 0
"1310" "exp1" 4 11 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 662 30 1
"1310" "exp1" 4 12 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 2 653 85 1
"1310" "exp1" 4 13 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 766 75 1
"1310" "exp1" 4 14 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1002 0 0
"1310" "exp1" 4 15 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 724 65 1
"1310" "exp1" 4 16 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 743 15 1
"1310" "exp1" 4 17 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 663 25 1
"1310" "exp1" 4 18 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 665 0 0
"1310" "exp1" 4 19 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 589 35 1
"1310" "exp1" 4 20 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 926 75 1
"1310" "exp1" 4 21 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 900 0 0
"1310" "exp1" 4 22 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 646 65 1
"1310" "exp1" 4 23 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 709 65 1
"1310" "exp1" 4 24 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 686 0 0
"1310" "exp1" 4 25 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 545 65 1
"1310" "exp1" 4 26 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 655 15 1
"1310" "exp1" 4 27 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 602 20 1
"1310" "exp1" 4 28 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 778 65 1
"1310" "exp1" 4 29 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 522 15 1
"1310" "exp1" 4 30 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 593 25 1
"1310" "exp1" 4 31 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1163 40 1
"1310" "exp1" 4 32 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 792 45 1
"1310" "exp1" 4 33 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 998 45 1
"1310" "exp1" 4 34 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 668 0 0
"1310" "exp1" 4 35 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 952 0 0
"1310" "exp1" 4 36 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 727 35 1
"1310" "exp1" 4 37 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 629 0 0
"1310" "exp1" 4 38 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 784 45 1
"1310" "exp1" 4 39 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 707 65 1
"1310" "exp1" 4 40 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 547 20 1
"1310" "exp1" 4 41 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 650 15 1
"1310" "exp1" 4 42 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 536 20 1
"1310" "exp1" 4 43 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 503 0 0
"1310" "exp1" 4 44 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 565 35 1
"1310" "exp1" 4 45 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 716 35 1
"1310" "exp1" 4 46 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 488 75 1
"1310" "exp1" 4 47 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 594 75 1
"1310" "exp1" 4 48 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 456 75 1
"1310" "exp1" 4 49 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 486 75 1
"1310" "exp1" 4 50 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 640 15 1
"1310" "exp1" 4 51 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 655 25 1
"1310" "exp1" 4 52 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 482 0 0
"1310" "exp1" 4 53 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 519 45 1
"1310" "exp1" 4 54 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 513 25 1
"1310" "exp1" 4 55 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 531 75 1
"1310" "exp1" 4 56 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 2 545 0 0
"1310" "exp1" 4 57 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 555 30 1
"1310" "exp1" 4 58 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 659 30 1
"1310" "exp1" 4 59 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 693 25 1
"1310" "exp1" 4 60 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 897 0 0
"1310" "exp1" 5 1 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 603 75 1
"1310" "exp1" 5 2 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 511 35 1
"1310" "exp1" 5 3 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 2 763 0 0
"1310" "exp1" 5 4 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 747 65 1
"1310" "exp1" 5 5 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 638 15 1
"1310" "exp1" 5 6 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 585 75 1
"1310" "exp1" 5 7 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 626 45 1
"1310" "exp1" 5 8 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 827 65 1
"1310" "exp1" 5 9 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 731 25 1
"1310" "exp1" 5 10 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 1094 0 0
"1310" "exp1" 5 11 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1064 35 1
"1310" "exp1" 5 12 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1138 25 1
"1310" "exp1" 5 13 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 676 60 1
"1310" "exp1" 5 14 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 1285 25 1
"1310" "exp1" 5 15 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 560 0 0
"1310" "exp1" 5 16 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 706 65 1
"1310" "exp1" 5 17 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 546 75 1
"1310" "exp1" 5 18 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 628 0 0
"1310" "exp1" 5 19 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 717 0 0
"1310" "exp1" 5 20 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 558 65 1
"1310" "exp1" 5 21 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 552 65 1
"1310" "exp1" 5 22 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 566 75 1
"1310" "exp1" 5 23 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 2 800 55 1
"1310" "exp1" 5 24 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 668 0 0
"1310" "exp1" 5 25 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 611 0 0
"1310" "exp1" 5 26 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 702 0 0
"1310" "exp1" 5 27 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 703 20 1
"1310" "exp1" 5 28 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 784 25 1
"1310" "exp1" 5 29 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 696 0 0
"1310" "exp1" 5 30 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 659 0 0
"1310" "exp1" 5 31 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 709 0 0
"1310" "exp1" 5 32 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 900 65 1
"1310" "exp1" 5 33 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 940 65 1
"1310" "exp1" 5 34 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 892 35 1
"1310" "exp1" 5 35 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 725 0 0
"1310" "exp1" 5 36 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 667 75 1
"1310" "exp1" 5 37 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 1112 45 1
"1310" "exp1" 5 38 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 669 40 1
"1310" "exp1" 5 39 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 790 65 1
"1310" "exp1" 5 40 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 732 20 1
"1310" "exp1" 5 41 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 693 35 1
"1310" "exp1" 5 42 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 1082 45 1
"1310" "exp1" 5 43 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 850 0 0
"1310" "exp1" 5 44 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 645 25 1
"1310" "exp1" 5 45 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 569 0 0
"1310" "exp1" 5 46 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 755 0 0
"1310" "exp1" 5 47 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 913 65 1
"1310" "exp1" 5 48 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 876 15 1
"1310" "exp1" 5 49 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 786 25 1
"1310" "exp1" 5 50 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 676 25 1
"1310" "exp1" 5 51 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1036 0 0
"1310" "exp1" 5 52 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 569 15 1
"1310" "exp1" 5 53 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 549 0 0
"1310" "exp1" 5 54 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 764 0 0
"1310" "exp1" 5 55 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 707 25 1
"1310" "exp1" 5 56 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 513 20 1
"1310" "exp1" 5 57 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 690 35 1
"1310" "exp1" 5 58 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 519 40 1
"1310" "exp1" 5 59 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 496 30 1
"1310" "exp1" 5 60 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 716 15 1
"1310" "exp1" 6 1 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 794 65 1
"1310" "exp1" 6 2 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 509 25 1
"1310" "exp1" 6 3 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 2 456 65 1
"1310" "exp1" 6 4 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 588 35 1
"1310" "exp1" 6 5 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 456 75 1
"1310" "exp1" 6 6 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 522 0 0
"1310" "exp1" 6 7 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 518 65 1
"1310" "exp1" 6 8 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 632 0 0
"1310" "exp1" 6 9 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 707 0 0
"1310" "exp1" 6 10 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 766 0 0
"1310" "exp1" 6 11 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 783 0 0
"1310" "exp1" 6 12 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 1080 15 1
"1310" "exp1" 6 13 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 743 0 0
"1310" "exp1" 6 14 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 608 45 1
"1310" "exp1" 6 15 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 1012 45 1
"1310" "exp1" 6 16 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 532 25 1
"1310" "exp1" 6 17 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 533 40 1
"1310" "exp1" 6 18 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 503 45 1
"1310" "exp1" 6 19 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 498 20 1
"1310" "exp1" 6 20 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 666 25 1
"1310" "exp1" 6 21 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 536 25 1
"1310" "exp1" 6 22 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 2 562 0 0
"1310" "exp1" 6 23 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 641 0 0
"1310" "exp1" 6 24 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 711 25 1
"1310" "exp1" 6 25 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 612 65 1
"1310" "exp1" 6 26 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 525 75 1
"1310" "exp1" 6 27 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 540 35 1
"1310" "exp1" 6 28 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 633 65 1
"1310" "exp1" 6 29 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 2 731 0 0
"1310" "exp1" 6 30 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 845 25 1
"1310" "exp1" 6 31 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 2 592 0 0
"1310" "exp1" 6 32 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 701 0 0
"1310" "exp1" 6 33 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 610 45 1
"1310" "exp1" 6 34 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 659 75 1
"1310" "exp1" 6 35 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 530 20 1
"1310" "exp1" 6 36 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 537 75 1
"1310" "exp1" 6 37 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 535 30 1
"1310" "exp1" 6 38 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 742 35 1
"1310" "exp1" 6 39 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 640 0 0
"1310" "exp1" 6 40 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 465 35 1
"1310" "exp1" 6 41 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 529 45 1
"1310" "exp1" 6 42 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 498 0 0
"1310" "exp1" 6 43 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 621 35 1
"1310" "exp1" 6 44 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 445 75 1
"1310" "exp1" 6 45 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 898 15 1
"1310" "exp1" 6 46 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 664 0 0
"1310" "exp1" 6 47 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 716 75 1
"1310" "exp1" 6 48 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 623 20 1
"1310" "exp1" 6 49 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 596 25 1
"1310" "exp1" 6 50 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 602 75 1
"1310" "exp1" 6 51 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 609 15 1
"1310" "exp1" 6 52 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 781 0 0
"1310" "exp1" 6 53 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 809 75 1
"1310" "exp1" 6 54 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1319 0 0
"1310" "exp1" 6 55 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 654 0 0
"1310" "exp1" 6 56 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 881 0 0
"1310" "exp1" 6 57 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 2 696 0 0
"1310" "exp1" 6 58 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 816 0 0
"1310" "exp1" 6 59 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 620 20 1
"1310" "exp1" 6 60 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 923 15 1
"1310" "exp1" 7 1 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 720 0 0
"1310" "exp1" 7 2 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 502 30 1
"1310" "exp1" 7 3 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 506 75 1
"1310" "exp1" 7 4 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 587 45 1
"1310" "exp1" 7 5 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 852 0 0
"1310" "exp1" 7 6 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 509 0 0
"1310" "exp1" 7 7 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 575 75 1
"1310" "exp1" 7 8 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 594 75 1
"1310" "exp1" 7 9 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 536 30 1
"1310" "exp1" 7 10 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 557 20 1
"1310" "exp1" 7 11 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 971 65 1
"1310" "exp1" 7 12 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 513 75 1
"1310" "exp1" 7 13 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 503 20 1
"1310" "exp1" 7 14 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 601 40 1
"1310" "exp1" 7 15 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 679 75 1
"1310" "exp1" 7 16 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 622 15 1
"1310" "exp1" 7 17 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 583 40 1
"1310" "exp1" 7 18 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 657 0 0
"1310" "exp1" 7 19 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 2 1004 0 0
"1310" "exp1" 7 20 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 878 25 1
"1310" "exp1" 7 21 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 613 75 1
"1310" "exp1" 7 22 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 571 15 1
"1310" "exp1" 7 23 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 613 65 1
"1310" "exp1" 7 24 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 576 25 1
"1310" "exp1" 7 25 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 863 25 1
"1310" "exp1" 7 26 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 645 45 1
"1310" "exp1" 7 27 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1008 0 0
"1310" "exp1" 7 28 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 705 35 1
"1310" "exp1" 7 29 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 1007 15 1
"1310" "exp1" 7 30 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 961 0 0
"1310" "exp1" 7 31 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 732 0 0
"1310" "exp1" 7 32 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 653 0 0
"1310" "exp1" 7 33 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 761 0 0
"1310" "exp1" 7 34 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 986 35 1
"1310" "exp1" 7 35 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 780 15 1
"1310" "exp1" 7 36 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1044 0 0
"1310" "exp1" 7 37 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 1864 15 1
"1310" "exp1" 7 38 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 801 65 1
"1310" "exp1" 7 39 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 764 0 0
"1310" "exp1" 7 40 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 1163 0 0
"1310" "exp1" 7 41 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 1146 15 1
"1310" "exp1" 7 42 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 826 0 0
"1310" "exp1" 7 43 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1322 20 1
"1310" "exp1" 7 44 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 809 25 1
"1310" "exp1" 7 45 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 707 45 1
"1310" "exp1" 7 46 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1546 0 0
"1310" "exp1" 7 47 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 762 0 0
"1310" "exp1" 7 48 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1149 30 1
"1310" "exp1" 7 49 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 817 15 1
"1310" "exp1" 7 50 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 2 665 55 1
"1310" "exp1" 7 51 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1192 15 1
"1310" "exp1" 7 52 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 851 65 1
"1310" "exp1" 7 53 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 905 75 1
"1310" "exp1" 7 54 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 596 25 1
"1310" "exp1" 7 55 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1378 35 1
"1310" "exp1" 7 56 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 560 0 0
"1310" "exp1" 7 57 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 814 0 0
"1310" "exp1" 7 58 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1091 0 0
"1310" "exp1" 7 59 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 692 40 1
"1310" "exp1" 7 60 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1505 0 0
"1310" "exp1" 8 1 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 808 0 0
"1310" "exp1" 8 2 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 723 15 1
"1310" "exp1" 8 3 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 694 45 1
"1310" "exp1" 8 4 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 744 0 0
"1310" "exp1" 8 5 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 955 20 1
"1310" "exp1" 8 6 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 1208 75 1
"1310" "exp1" 8 7 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1370 0 0
"1310" "exp1" 8 8 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 1051 75 1
"1310" "exp1" 8 9 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1199 65 1
"1310" "exp1" 8 10 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 2 1152 0 0
"1310" "exp1" 8 11 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 948 45 1
"1310" "exp1" 8 12 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1204 30 1
"1310" "exp1" 8 13 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 923 0 0
"1310" "exp1" 8 14 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 989 0 0
"1310" "exp1" 8 15 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 615 75 1
"1310" "exp1" 8 16 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 644 25 1
"1310" "exp1" 8 17 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 736 0 0
"1310" "exp1" 8 18 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 686 0 0
"1310" "exp1" 8 19 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 632 75 1
"1310" "exp1" 8 20 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 843 0 0
"1310" "exp1" 8 21 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1089 30 1
"1310" "exp1" 8 22 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 826 0 0
"1310" "exp1" 8 23 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1123 0 0
"1310" "exp1" 8 24 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 739 25 1
"1310" "exp1" 8 25 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 566 25 1
"1310" "exp1" 8 26 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 674 0 0
"1310" "exp1" 8 27 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 697 35 1
"1310" "exp1" 8 28 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 660 45 1
"1310" "exp1" 8 29 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 798 25 1
"1310" "exp1" 8 30 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 550 20 1
"1310" "exp1" 8 31 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 550 25 1
"1310" "exp1" 8 32 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 794 40 1
"1310" "exp1" 8 33 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 579 45 1
"1310" "exp1" 8 34 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 544 75 1
"1310" "exp1" 8 35 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 603 25 1
"1310" "exp1" 8 36 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 482 0 0
"1310" "exp1" 8 37 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 716 45 1
"1310" "exp1" 8 38 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 541 0 0
"1310" "exp1" 8 39 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 749 45 1
"1310" "exp1" 8 40 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 806 35 1
"1310" "exp1" 8 41 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 720 25 1
"1310" "exp1" 8 42 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 526 75 1
"1310" "exp1" 8 43 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 583 40 1
"1310" "exp1" 8 44 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 507 65 1
"1310" "exp1" 8 45 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 530 15 1
"1310" "exp1" 8 46 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 734 15 1
"1310" "exp1" 8 47 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 569 40 1
"1310" "exp1" 8 48 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 571 0 0
"1310" "exp1" 8 49 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 511 20 1
"1310" "exp1" 8 50 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 494 65 1
"1310" "exp1" 8 51 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 509 75 1
"1310" "exp1" 8 52 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 566 20 1
"1310" "exp1" 8 53 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 836 0 0
"1310" "exp1" 8 54 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 520 75 1
"1310" "exp1" 8 55 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 809 65 1
"1310" "exp1" 8 56 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 667 65 1
"1310" "exp1" 8 57 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 546 0 0
"1310" "exp1" 8 58 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 596 0 0
"1310" "exp1" 8 59 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 722 0 0
"1310" "exp1" 8 60 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 1416 85 1
"1310" "exp1" 9 1 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 573 35 1
"1310" "exp1" 9 2 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 520 0 0
"1310" "exp1" 9 3 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 671 45 1
"1310" "exp1" 9 4 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 511 0 0
"1310" "exp1" 9 5 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 619 75 1
"1310" "exp1" 9 6 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 670 0 0
"1310" "exp1" 9 7 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 884 65 1
"1310" "exp1" 9 8 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 636 15 1
"1310" "exp1" 9 9 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 614 35 1
"1310" "exp1" 9 10 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 516 0 0
"1310" "exp1" 9 11 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 639 75 1
"1310" "exp1" 9 12 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 656 30 1
"1310" "exp1" 9 13 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 637 65 1
"1310" "exp1" 9 14 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 593 40 1
"1310" "exp1" 9 15 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 822 45 1
"1310" "exp1" 9 16 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 791 0 0
"1310" "exp1" 9 17 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 920 15 1
"1310" "exp1" 9 18 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 633 45 1
"1310" "exp1" 9 19 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1352 0 0
"1310" "exp1" 9 20 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 610 0 0
"1310" "exp1" 9 21 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 795 20 1
"1310" "exp1" 9 22 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 639 30 1
"1310" "exp1" 9 23 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 737 65 1
"1310" "exp1" 9 24 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 699 65 1
"1310" "exp1" 9 25 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 916 0 0
"1310" "exp1" 9 26 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 600 40 1
"1310" "exp1" 9 27 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 713 75 1
"1310" "exp1" 9 28 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 708 25 1
"1310" "exp1" 9 29 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 695 0 0
"1310" "exp1" 9 30 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 690 0 0
"1310" "exp1" 9 31 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 992 40 1
"1310" "exp1" 9 32 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 685 75 1
"1310" "exp1" 9 33 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1529 35 1
"1310" "exp1" 9 34 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 609 30 1
"1310" "exp1" 9 35 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 588 45 1
"1310" "exp1" 9 36 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 672 25 1
"1310" "exp1" 9 37 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 569 20 1
"1310" "exp1" 9 38 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 576 0 0
"1310" "exp1" 9 39 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 2 751 75 1
"1310" "exp1" 9 40 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 881 0 0
"1310" "exp1" 9 41 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 670 25 1
"1310" "exp1" 9 42 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 850 15 1
"1310" "exp1" 9 43 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 540 75 1
"1310" "exp1" 9 44 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 958 0 0
"1310" "exp1" 9 45 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 1064 35 1
"1310" "exp1" 9 46 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 774 15 1
"1310" "exp1" 9 47 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1194 0 0
"1310" "exp1" 9 48 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 768 75 1
"1310" "exp1" 9 49 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 852 0 0
"1310" "exp1" 9 50 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 791 0 0
"1310" "exp1" 9 51 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 2 1026 0 0
"1310" "exp1" 9 52 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1441 20 1
"1310" "exp1" 9 53 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 841 25 1
"1310" "exp1" 9 54 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 840 75 1
"1310" "exp1" 9 55 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 559 45 1
"1310" "exp1" 9 56 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 566 0 0
"1310" "exp1" 9 57 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 797 0 0
"1310" "exp1" 9 58 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 1514 35 1
"1310" "exp1" 9 59 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 1412 15 1
"1310" "exp1" 9 60 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 1439 85 1
"1310" "exp1" 10 1 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1014 25 1
"1310" "exp1" 10 2 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 1025 0 0
"1310" "exp1" 10 3 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 2 668 0 0
"1310" "exp1" 10 4 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 550 45 1
"1310" "exp1" 10 5 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 815 65 1
"1310" "exp1" 10 6 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 805 35 1
"1310" "exp1" 10 7 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 784 45 1
"1310" "exp1" 10 8 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 762 65 1
"1310" "exp1" 10 9 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 530 75 1
"1310" "exp1" 10 10 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 617 0 0
"1310" "exp1" 10 11 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 669 35 1
"1310" "exp1" 10 12 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 698 0 0
"1310" "exp1" 10 13 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 738 0 0
"1310" "exp1" 10 14 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 684 40 1
"1310" "exp1" 10 15 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 536 25 1
"1310" "exp1" 10 16 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 647 0 0
"1310" "exp1" 10 17 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 625 45 1
"1310" "exp1" 10 18 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 607 0 0
"1310" "exp1" 10 19 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 685 0 0
"1310" "exp1" 10 20 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1017 0 0
"1310" "exp1" 10 21 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 692 45 1
"1310" "exp1" 10 22 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 859 40 1
"1310" "exp1" 10 23 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 707 25 1
"1310" "exp1" 10 24 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 696 0 0
"1310" "exp1" 10 25 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 626 30 1
"1310" "exp1" 10 26 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 675 0 0
"1310" "exp1" 10 27 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 626 15 1
"1310" "exp1" 10 28 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 766 35 1
"1310" "exp1" 10 29 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 498 0 0
"1310" "exp1" 10 30 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 574 30 1
"1310" "exp1" 10 31 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 609 0 0
"1310" "exp1" 10 32 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 749 30 1
"1310" "exp1" 10 33 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 576 20 1
"1310" "exp1" 10 34 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 776 15 1
"1310" "exp1" 10 35 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 671 0 0
"1310" "exp1" 10 36 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 532 35 1
"1310" "exp1" 10 37 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 768 0 0
"1310" "exp1" 10 38 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 859 0 0
"1310" "exp1" 10 39 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 777 0 0
"1310" "exp1" 10 40 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 648 0 0
"1310" "exp1" 10 41 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 623 20 1
"1310" "exp1" 10 42 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1272 0 0
"1310" "exp1" 10 43 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 750 65 1
"1310" "exp1" 10 44 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 686 0 0
"1310" "exp1" 10 45 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 778 25 1
"1310" "exp1" 10 46 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 896 15 1
"1310" "exp1" 10 47 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 544 75 1
"1310" "exp1" 10 48 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 903 0 0
"1310" "exp1" 10 49 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 1181 15 1
"1310" "exp1" 10 50 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 737 75 1
"1310" "exp1" 10 51 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 658 35 1
"1310" "exp1" 10 52 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 886 75 1
"1310" "exp1" 10 53 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 932 65 1
"1310" "exp1" 10 54 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 628 75 1
"1310" "exp1" 10 55 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 718 0 0
"1310" "exp1" 10 56 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 626 65 1
"1310" "exp1" 10 57 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 557 25 1
"1310" "exp1" 10 58 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 600 40 1
"1310" "exp1" 10 59 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 577 20 1
"1310" "exp1" 10 60 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 597 0 0
"1310" "exp1" 11 1 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 528 35 1
"1310" "exp1" 11 2 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 533 45 1
"1310" "exp1" 11 3 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 572 0 0
"1310" "exp1" 11 4 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 544 65 1
"1310" "exp1" 11 5 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1185 15 1
"1310" "exp1" 11 6 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 583 20 1
"1310" "exp1" 11 7 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 667 25 1
"1310" "exp1" 11 8 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 908 75 1
"1310" "exp1" 11 9 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 739 30 1
"1310" "exp1" 11 10 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 675 65 1
"1310" "exp1" 11 11 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 850 0 0
"1310" "exp1" 11 12 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 889 75 1
"1310" "exp1" 11 13 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 911 0 0
"1310" "exp1" 11 14 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 2 792 35 1
"1310" "exp1" 11 15 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 753 25 1
"1310" "exp1" 11 16 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 728 0 0
"1310" "exp1" 11 17 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 631 0 0
"1310" "exp1" 11 18 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 702 65 1
"1310" "exp1" 11 19 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 746 25 1
"1310" "exp1" 11 20 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 651 75 1
"1310" "exp1" 11 21 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 703 75 1
"1310" "exp1" 11 22 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 536 20 1
"1310" "exp1" 11 23 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 831 15 1
"1310" "exp1" 11 24 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 551 25 1
"1310" "exp1" 11 25 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 688 45 1
"1310" "exp1" 11 26 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 707 65 1
"1310" "exp1" 11 27 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 679 40 1
"1310" "exp1" 11 28 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 551 0 0
"1310" "exp1" 11 29 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 713 0 0
"1310" "exp1" 11 30 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 543 0 0
"1310" "exp1" 11 31 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 677 15 1
"1310" "exp1" 11 32 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 825 0 0
"1310" "exp1" 11 33 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 865 85 1
"1310" "exp1" 11 34 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 890 75 1
"1310" "exp1" 11 35 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 682 30 1
"1310" "exp1" 11 36 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 630 75 1
"1310" "exp1" 11 37 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 704 0 0
"1310" "exp1" 11 38 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 733 35 1
"1310" "exp1" 11 39 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 885 0 0
"1310" "exp1" 11 40 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 707 25 1
"1310" "exp1" 11 41 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 593 45 1
"1310" "exp1" 11 42 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 632 0 0
"1310" "exp1" 11 43 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 804 25 1
"1310" "exp1" 11 44 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 829 65 1
"1310" "exp1" 11 45 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 758 0 0
"1310" "exp1" 11 46 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 705 45 1
"1310" "exp1" 11 47 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 584 0 0
"1310" "exp1" 11 48 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 596 40 1
"1310" "exp1" 11 49 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 444 65 1
"1310" "exp1" 11 50 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 478 0 0
"1310" "exp1" 11 51 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 702 20 1
"1310" "exp1" 11 52 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 526 75 1
"1310" "exp1" 11 53 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 944 45 1
"1310" "exp1" 11 54 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 877 35 1
"1310" "exp1" 11 55 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 463 25 1
"1310" "exp1" 11 56 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 543 25 1
"1310" "exp1" 11 57 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 453 30 1
"1310" "exp1" 11 58 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 537 0 0
"1310" "exp1" 11 59 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 609 45 1
"1310" "exp1" 11 60 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 539 20 1
"1310" "exp1" 12 1 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 530 75 1
"1310" "exp1" 12 2 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 468 0 0
"1310" "exp1" 12 3 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 443 15 1
"1310" "exp1" 12 4 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 487 0 0
"1310" "exp1" 12 5 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 2 831 0 0
"1310" "exp1" 12 6 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 623 0 0
"1310" "exp1" 12 7 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 647 25 1
"1310" "exp1" 12 8 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 626 0 0
"1310" "exp1" 12 9 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 480 25 1
"1310" "exp1" 12 10 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 1042 35 1
"1310" "exp1" 12 11 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 578 0 0
"1310" "exp1" 12 12 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 735 0 0
"1310" "exp1" 12 13 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 699 0 0
"1310" "exp1" 12 14 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 905 45 1
"1310" "exp1" 12 15 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 525 0 0
"1310" "exp1" 12 16 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 533 0 0
"1310" "exp1" 12 17 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 577 20 1
"1310" "exp1" 12 18 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 737 20 1
"1310" "exp1" 12 19 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 598 75 1
"1310" "exp1" 12 20 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 530 25 1
"1310" "exp1" 12 21 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 583 30 1
"1310" "exp1" 12 22 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 734 40 1
"1310" "exp1" 12 23 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 925 15 1
"1310" "exp1" 12 24 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 2 690 35 1
"1310" "exp1" 12 25 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 992 65 1
"1310" "exp1" 12 26 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 566 65 1
"1310" "exp1" 12 27 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 2 842 0 0
"1310" "exp1" 12 28 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 751 25 1
"1310" "exp1" 12 29 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 574 0 0
"1310" "exp1" 12 30 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 580 25 1
"1310" "exp1" 12 31 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 599 45 1
"1310" "exp1" 12 32 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 651 25 1
"1310" "exp1" 12 33 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 561 0 0
"1310" "exp1" 12 34 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 668 35 1
"1310" "exp1" 12 35 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 508 45 1
"1310" "exp1" 12 36 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 572 75 1
"1310" "exp1" 12 37 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 509 0 0
"1310" "exp1" 12 38 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 488 35 1
"1310" "exp1" 12 39 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 746 0 0
"1310" "exp1" 12 40 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 555 0 0
"1310" "exp1" 12 41 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 738 0 0
"1310" "exp1" 12 42 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 701 45 1
"1310" "exp1" 12 43 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 628 30 1
"1310" "exp1" 12 44 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 588 75 1
"1310" "exp1" 12 45 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 933 15 1
"1310" "exp1" 12 46 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 529 0 0
"1310" "exp1" 12 47 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 526 75 1
"1310" "exp1" 12 48 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 628 0 0
"1310" "exp1" 12 49 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 565 0 0
"1310" "exp1" 12 50 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 593 15 1
"1310" "exp1" 12 51 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 614 0 0
"1310" "exp1" 12 52 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1087 25 1
"1310" "exp1" 12 53 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 514 45 1
"1310" "exp1" 12 54 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 806 65 1
"1310" "exp1" 12 55 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 550 75 1
"1310" "exp1" 12 56 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 715 0 0
"1310" "exp1" 12 57 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 554 75 1
"1310" "exp1" 12 58 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 768 40 1
"1310" "exp1" 12 59 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 756 0 0
"1310" "exp1" 12 60 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 783 75 1
"1310" "exp1" 13 1 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 562 30 1
"1310" "exp1" 13 2 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 497 65 1
"1310" "exp1" 13 3 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 903 0 0
"1310" "exp1" 13 4 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 490 40 1
"1310" "exp1" 13 5 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 457 75 1
"1310" "exp1" 13 6 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 461 0 0
"1310" "exp1" 13 7 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 506 25 1
"1310" "exp1" 13 8 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 642 35 1
"1310" "exp1" 13 9 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 622 0 0
"1310" "exp1" 13 10 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 559 45 1
"1310" "exp1" 13 11 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 764 65 1
"1310" "exp1" 13 12 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 639 45 1
"1310" "exp1" 13 13 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 469 0 0
"1310" "exp1" 13 14 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 609 0 0
"1310" "exp1" 13 15 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 594 0 0
"1310" "exp1" 13 16 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 632 0 0
"1310" "exp1" 13 17 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 792 0 0
"1310" "exp1" 13 18 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 818 40 1
"1310" "exp1" 13 19 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 639 35 1
"1310" "exp1" 13 20 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 593 45 1
"1310" "exp1" 13 21 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 914 75 1
"1310" "exp1" 13 22 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 580 0 0
"1310" "exp1" 13 23 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 800 0 0
"1310" "exp1" 13 24 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 747 0 0
"1310" "exp1" 13 25 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 637 35 1
"1310" "exp1" 13 26 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 657 15 1
"1310" "exp1" 13 27 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 739 75 1
"1310" "exp1" 13 28 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 713 65 1
"1310" "exp1" 13 29 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1042 0 0
"1310" "exp1" 13 30 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 581 0 0
"1310" "exp1" 13 31 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 577 75 1
"1310" "exp1" 13 32 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 488 0 0
"1310" "exp1" 13 33 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 511 25 1
"1310" "exp1" 13 34 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 651 25 1
"1310" "exp1" 13 35 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 602 75 1
"1310" "exp1" 13 36 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 459 65 1
"1310" "exp1" 13 37 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 629 65 1
"1310" "exp1" 13 38 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 633 0 0
"1310" "exp1" 13 39 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 513 45 1
"1310" "exp1" 13 40 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 615 40 1
"1310" "exp1" 13 41 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 749 0 0
"1310" "exp1" 13 42 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 614 0 0
"1310" "exp1" 13 43 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 460 0 0
"1310" "exp1" 13 44 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 566 20 1
"1310" "exp1" 13 45 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 541 15 1
"1310" "exp1" 13 46 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1076 20 1
"1310" "exp1" 13 47 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 615 0 0
"1310" "exp1" 13 48 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 477 30 1
"1310" "exp1" 13 49 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 510 35 1
"1310" "exp1" 13 50 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 645 25 1
"1310" "exp1" 13 51 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 651 45 1
"1310" "exp1" 13 52 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 668 0 0
"1310" "exp1" 13 53 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 637 0 0
"1310" "exp1" 13 54 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 710 30 1
"1310" "exp1" 13 55 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 897 0 0
"1310" "exp1" 13 56 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 627 35 1
"1310" "exp1" 13 57 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 541 0 0
"1310" "exp1" 13 58 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 785 65 1
"1310" "exp1" 13 59 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 577 15 1
"1310" "exp1" 13 60 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 579 15 1
"1310" "exp1" 14 1 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 557 65 1
"1310" "exp1" 14 2 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 422 35 1
"1310" "exp1" 14 3 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 432 30 1
"1310" "exp1" 14 4 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 659 75 1
"1310" "exp1" 14 5 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 558 0 0
"1310" "exp1" 14 6 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 537 0 0
"1310" "exp1" 14 7 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 445 0 0
"1310" "exp1" 14 8 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 805 25 1
"1310" "exp1" 14 9 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 793 0 0
"1310" "exp1" 14 10 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 608 35 1
"1310" "exp1" 14 11 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 631 25 1
"1310" "exp1" 14 12 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 522 65 1
"1310" "exp1" 14 13 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 531 40 1
"1310" "exp1" 14 14 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 575 15 1
"1310" "exp1" 14 15 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 746 0 0
"1310" "exp1" 14 16 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 773 75 1
"1310" "exp1" 14 17 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 559 15 1
"1310" "exp1" 14 18 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 2 469 65 1
"1310" "exp1" 14 19 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 582 25 1
"1310" "exp1" 14 20 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 691 15 1
"1310" "exp1" 14 21 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 674 35 1
"1310" "exp1" 14 22 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 477 0 0
"1310" "exp1" 14 23 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 690 45 1
"1310" "exp1" 14 24 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 616 30 1
"1310" "exp1" 14 25 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 591 45 1
"1310" "exp1" 14 26 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 544 0 0
"1310" "exp1" 14 27 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 479 0 0
"1310" "exp1" 14 28 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 512 0 0
"1310" "exp1" 14 29 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 631 35 1
"1310" "exp1" 14 30 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 508 0 0
"1310" "exp1" 14 31 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 570 0 0
"1310" "exp1" 14 32 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 670 0 0
"1310" "exp1" 14 33 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 526 40 1
"1310" "exp1" 14 34 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 781 15 1
"1310" "exp1" 14 35 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 687 0 0
"1310" "exp1" 14 36 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 760 0 0
"1310" "exp1" 14 37 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 537 15 1
"1310" "exp1" 14 38 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 482 40 1
"1310" "exp1" 14 39 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 638 35 1
"1310" "exp1" 14 40 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 585 45 1
"1310" "exp1" 14 41 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 509 45 1
"1310" "exp1" 14 42 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 618 15 1
"1310" "exp1" 14 43 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 468 65 1
"1310" "exp1" 14 44 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 475 25 1
"1310" "exp1" 14 45 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 633 65 1
"1310" "exp1" 14 46 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 486 0 0
"1310" "exp1" 14 47 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 419 75 1
"1310" "exp1" 14 48 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 487 25 1
"1310" "exp1" 14 49 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 397 0 0
"1310" "exp1" 14 50 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 448 0 0
"1310" "exp1" 14 51 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 727 0 0
"1310" "exp1" 14 52 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 725 25 1
"1310" "exp1" 14 53 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 729 45 1
"1310" "exp1" 14 54 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 490 35 1
"1310" "exp1" 14 55 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 624 15 1
"1310" "exp1" 14 56 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 749 30 1
"1310" "exp1" 14 57 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 614 0 0
"1310" "exp1" 14 58 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 782 65 1
"1310" "exp1" 14 59 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 614 75 1
"1310" "exp1" 14 60 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 646 65 1
"1310" "exp1" 15 1 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 472 65 1
"1310" "exp1" 15 2 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 662 35 1
"1310" "exp1" 15 3 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 2 485 0 0
"1310" "exp1" 15 4 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 529 30 1
"1310" "exp1" 15 5 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 602 65 1
"1310" "exp1" 15 6 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 527 0 0
"1310" "exp1" 15 7 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 609 75 1
"1310" "exp1" 15 8 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 709 15 1
"1310" "exp1" 15 9 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 498 0 0
"1310" "exp1" 15 10 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 642 0 0
"1310" "exp1" 15 11 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 535 35 1
"1310" "exp1" 15 12 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 526 25 1
"1310" "exp1" 15 13 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 579 75 1
"1310" "exp1" 15 14 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 669 45 1
"1310" "exp1" 15 15 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 571 15 1
"1310" "exp1" 15 16 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 480 0 0
"1310" "exp1" 15 17 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 590 35 1
"1310" "exp1" 15 18 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 611 45 1
"1310" "exp1" 15 19 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 516 20 1
"1310" "exp1" 15 20 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 754 35 1
"1310" "exp1" 15 21 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 575 25 1
"1310" "exp1" 15 22 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 464 0 0
"1310" "exp1" 15 23 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 498 0 0
"1310" "exp1" 15 24 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 491 0 0
"1310" "exp1" 15 25 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 482 75 1
"1310" "exp1" 15 26 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 390 45 1
"1310" "exp1" 15 27 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 563 0 0
"1310" "exp1" 15 28 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 530 0 0
"1310" "exp1" 15 29 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 450 65 1
"1310" "exp1" 15 30 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 517 15 1
"1310" "exp1" 15 31 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 449 20 1
"1310" "exp1" 15 32 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 502 20 1
"1310" "exp1" 15 33 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 530 0 0
"1310" "exp1" 15 34 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 528 0 0
"1310" "exp1" 15 35 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 2 564 0 0
"1310" "exp1" 15 36 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1161 40 1
"1310" "exp1" 15 37 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 724 0 0
"1310" "exp1" 15 38 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 540 0 0
"1310" "exp1" 15 39 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 541 0 0
"1310" "exp1" 15 40 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 681 0 0
"1310" "exp1" 15 41 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 591 0 0
"1310" "exp1" 15 42 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 723 0 0
"1310" "exp1" 15 43 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 838 75 1
"1310" "exp1" 15 44 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 563 45 1
"1310" "exp1" 15 45 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 532 0 0
"1310" "exp1" 15 46 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 541 0 0
"1310" "exp1" 15 47 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 459 0 0
"1310" "exp1" 15 48 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 550 0 0
"1310" "exp1" 15 49 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 512 45 1
"1310" "exp1" 15 50 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 2 558 55 1
"1310" "exp1" 15 51 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 727 25 1
"1310" "exp1" 15 52 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 2 594 0 0
"1310" "exp1" 15 53 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 705 15 1
"1310" "exp1" 15 54 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 541 15 1
"1310" "exp1" 15 55 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 669 30 1
"1310" "exp1" 15 56 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 574 25 1
"1310" "exp1" 15 57 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 696 20 1
"1310" "exp1" 15 58 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 573 65 1
"1310" "exp1" 15 59 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 569 45 1
"1310" "exp1" 15 60 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 678 40 1
"1310" "exp1" 16 1 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 525 65 1
"1310" "exp1" 16 2 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 793 0 0
"1310" "exp1" 16 3 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 569 0 0
"1310" "exp1" 16 4 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 526 70 1
"1310" "exp1" 16 5 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 892 75 1
"1310" "exp1" 16 6 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1112 45 1
"1310" "exp1" 16 7 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 2 709 0 0
"1310" "exp1" 16 8 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 2 678 35 1
"1310" "exp1" 16 9 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 1031 35 1
"1310" "exp1" 16 10 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 527 75 1
"1310" "exp1" 16 11 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 576 35 1
"1310" "exp1" 16 12 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 676 75 1
"1310" "exp1" 16 13 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 594 15 1
"1310" "exp1" 16 14 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 601 35 1
"1310" "exp1" 16 15 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 434 0 0
"1310" "exp1" 16 16 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 673 25 1
"1310" "exp1" 16 17 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 1083 0 0
"1310" "exp1" 16 18 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 843 65 1
"1310" "exp1" 16 19 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 2 748 0 0
"1310" "exp1" 16 20 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 761 45 1
"1310" "exp1" 16 21 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 677 15 1
"1310" "exp1" 16 22 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 681 45 1
"1310" "exp1" 16 23 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 676 45 1
"1310" "exp1" 16 24 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 579 0 0
"1310" "exp1" 16 25 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 722 0 0
"1310" "exp1" 16 26 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 571 0 0
"1310" "exp1" 16 27 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 872 25 1
"1310" "exp1" 16 28 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 693 0 0
"1310" "exp1" 16 29 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 580 75 1
"1310" "exp1" 16 30 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 725 0 0
"1310" "exp1" 16 31 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 601 0 0
"1310" "exp1" 16 32 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 532 25 1
"1310" "exp1" 16 33 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 1166 15 1
"1310" "exp1" 16 34 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 594 40 1
"1310" "exp1" 16 35 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 615 0 0
"1310" "exp1" 16 36 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 576 25 1
"1310" "exp1" 16 37 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 714 15 1
"1310" "exp1" 16 38 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 555 25 1
"1310" "exp1" 16 39 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 559 15 1
"1310" "exp1" 16 40 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 752 25 1
"1310" "exp1" 16 41 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 748 0 0
"1310" "exp1" 16 42 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 577 30 1
"1310" "exp1" 16 43 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 522 75 1
"1310" "exp1" 16 44 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 545 75 1
"1310" "exp1" 16 45 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 949 0 0
"1310" "exp1" 16 46 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 955 0 0
"1310" "exp1" 16 47 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 618 0 0
"1310" "exp1" 16 48 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 688 0 0
"1310" "exp1" 16 49 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 427 65 1
"1310" "exp1" 16 50 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 531 40 1
"1310" "exp1" 16 51 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 465 35 1
"1310" "exp1" 16 52 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 500 35 1
"1310" "exp1" 16 53 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 602 30 1
"1310" "exp1" 16 54 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 539 75 1
"1310" "exp1" 16 55 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 571 65 1
"1310" "exp1" 16 56 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 648 45 1
"1310" "exp1" 16 57 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 2 513 0 0
"1310" "exp1" 16 58 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 510 0 0
"1310" "exp1" 16 59 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 645 15 1
"1310" "exp1" 16 60 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 508 25 1
"1310" "exp1" 17 1 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 741 20 1
"1310" "exp1" 17 2 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 371 0 0
"1310" "exp1" 17 3 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 504 35 1
"1310" "exp1" 17 4 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 486 0 0
"1310" "exp1" 17 5 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 504 75 1
"1310" "exp1" 17 6 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 2 559 55 1
"1310" "exp1" 17 7 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 488 75 1
"1310" "exp1" 17 8 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 693 40 1
"1310" "exp1" 17 9 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 531 30 1
"1310" "exp1" 17 10 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 505 35 1
"1310" "exp1" 17 11 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 575 0 0
"1310" "exp1" 17 12 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 780 45 1
"1310" "exp1" 17 13 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 734 45 1
"1310" "exp1" 17 14 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 388 75 1
"1310" "exp1" 17 15 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 408 65 1
"1310" "exp1" 17 16 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 453 0 0
"1310" "exp1" 17 17 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 570 0 0
"1310" "exp1" 17 18 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 710 0 0
"1310" "exp1" 17 19 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 581 25 1
"1310" "exp1" 17 20 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 488 0 0
"1310" "exp1" 17 21 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 577 45 1
"1310" "exp1" 17 22 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 2 558 0 0
"1310" "exp1" 17 23 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 564 45 1
"1310" "exp1" 17 24 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 833 30 1
"1310" "exp1" 17 25 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 569 25 1
"1310" "exp1" 17 26 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 792 0 0
"1310" "exp1" 17 27 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 507 35 1
"1310" "exp1" 17 28 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 586 45 1
"1310" "exp1" 17 29 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 1567 15 1
"1310" "exp1" 17 30 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 537 30 1
"1310" "exp1" 17 31 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 472 0 0
"1310" "exp1" 17 32 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 711 35 1
"1310" "exp1" 17 33 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1111 0 0
"1310" "exp1" 17 34 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1078 65 1
"1310" "exp1" 17 35 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 590 75 1
"1310" "exp1" 17 36 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 685 40 1
"1310" "exp1" 17 37 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 630 75 1
"1310" "exp1" 17 38 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 611 0 0
"1310" "exp1" 17 39 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 1288 0 0
"1310" "exp1" 17 40 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 650 0 0
"1310" "exp1" 17 41 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 603 0 0
"1310" "exp1" 17 42 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 762 25 1
"1310" "exp1" 17 43 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 616 45 1
"1310" "exp1" 17 44 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 796 25 1
"1310" "exp1" 17 45 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 590 0 0
"1310" "exp1" 17 46 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 2 549 25 1
"1310" "exp1" 17 47 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 693 0 0
"1310" "exp1" 17 48 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 769 75 1
"1310" "exp1" 17 49 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 760 20 1
"1310" "exp1" 17 50 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 619 45 1
"1310" "exp1" 17 51 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 861 35 1
"1310" "exp1" 17 52 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 607 65 1
"1310" "exp1" 17 53 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 568 0 0
"1310" "exp1" 17 54 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 576 0 0
"1310" "exp1" 17 55 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 673 0 0
"1310" "exp1" 17 56 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 626 0 0
"1310" "exp1" 17 57 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 601 15 1
"1310" "exp1" 17 58 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 653 0 0
"1310" "exp1" 17 59 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 626 75 1
"1310" "exp1" 17 60 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 518 0 0
"1310" "exp1" 18 1 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 593 85 1
"1310" "exp1" 18 2 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 2 874 65 1
"1310" "exp1" 18 3 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 589 75 1
"1310" "exp1" 18 4 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 709 45 1
"1310" "exp1" 18 5 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 519 0 0
"1310" "exp1" 18 6 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 496 65 1
"1310" "exp1" 18 7 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 503 0 0
"1310" "exp1" 18 8 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 500 35 1
"1310" "exp1" 18 9 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 512 15 1
"1310" "exp1" 18 10 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 613 75 1
"1310" "exp1" 18 11 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 570 0 0
"1310" "exp1" 18 12 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 550 25 1
"1310" "exp1" 18 13 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 542 65 1
"1310" "exp1" 18 14 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 512 15 1
"1310" "exp1" 18 15 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 474 20 1
"1310" "exp1" 18 16 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 551 0 0
"1310" "exp1" 18 17 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 465 45 1
"1310" "exp1" 18 18 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 497 15 1
"1310" "exp1" 18 19 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 433 15 1
"1310" "exp1" 18 20 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 553 75 1
"1310" "exp1" 18 21 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 430 25 1
"1310" "exp1" 18 22 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 462 20 1
"1310" "exp1" 18 23 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 522 35 1
"1310" "exp1" 18 24 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 519 45 1
"1310" "exp1" 18 25 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 584 20 1
"1310" "exp1" 18 26 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 481 75 1
"1310" "exp1" 18 27 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 560 25 1
"1310" "exp1" 18 28 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 495 0 0
"1310" "exp1" 18 29 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 680 0 0
"1310" "exp1" 18 30 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 615 30 1
"1310" "exp1" 18 31 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 616 15 1
"1310" "exp1" 18 32 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 758 40 1
"1310" "exp1" 18 33 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 733 0 0
"1310" "exp1" 18 34 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 637 0 0
"1310" "exp1" 18 35 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 581 65 1
"1310" "exp1" 18 36 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 594 65 1
"1310" "exp1" 18 37 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 675 0 0
"1310" "exp1" 18 38 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 497 40 1
"1310" "exp1" 18 39 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 619 30 1
"1310" "exp1" 18 40 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 493 40 1
"1310" "exp1" 18 41 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 736 65 1
"1310" "exp1" 18 42 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 520 0 0
"1310" "exp1" 18 43 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 504 25 1
"1310" "exp1" 18 44 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 563 45 1
"1310" "exp1" 18 45 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 914 40 1
"1310" "exp1" 18 46 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 619 0 0
"1310" "exp1" 18 47 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 673 45 1
"1310" "exp1" 18 48 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 739 35 1
"1310" "exp1" 18 49 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 529 15 1
"1310" "exp1" 18 50 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 703 35 1
"1310" "exp1" 18 51 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1041 0 0
"1310" "exp1" 18 52 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 459 0 0
"1310" "exp1" 18 53 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 824 0 0
"1310" "exp1" 18 54 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 994 25 1
"1310" "exp1" 18 55 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 583 65 1
"1310" "exp1" 18 56 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 601 35 1
"1310" "exp1" 18 57 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 734 0 0
"1310" "exp1" 18 58 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 727 75 1
"1310" "exp1" 18 59 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 665 25 1
"1310" "exp1" 18 60 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 799 0 0
"1310" "exp1" 19 1 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 450 25 1
"1310" "exp1" 19 2 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 2 411 0 0
"1310" "exp1" 19 3 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 2 469 85 1
"1310" "exp1" 19 4 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 826 45 1
"1310" "exp1" 19 5 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1427 15 1
"1310" "exp1" 19 6 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 552 25 1
"1310" "exp1" 19 7 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 713 0 0
"1310" "exp1" 19 8 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 865 0 0
"1310" "exp1" 19 9 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 480 75 1
"1310" "exp1" 19 10 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 933 0 0
"1310" "exp1" 19 11 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 2 612 0 0
"1310" "exp1" 19 12 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 635 65 1
"1310" "exp1" 19 13 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 577 45 1
"1310" "exp1" 19 14 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 463 0 0
"1310" "exp1" 19 15 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 1113 15 1
"1310" "exp1" 19 16 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 587 45 1
"1310" "exp1" 19 17 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 608 65 1
"1310" "exp1" 19 18 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 592 35 1
"1310" "exp1" 19 19 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 623 40 1
"1310" "exp1" 19 20 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 805 25 1
"1310" "exp1" 19 21 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 2 507 0 0
"1310" "exp1" 19 22 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 687 75 1
"1310" "exp1" 19 23 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 730 35 1
"1310" "exp1" 19 24 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 572 15 1
"1310" "exp1" 19 25 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 685 40 1
"1310" "exp1" 19 26 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 594 0 0
"1310" "exp1" 19 27 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 603 65 1
"1310" "exp1" 19 28 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 685 75 1
"1310" "exp1" 19 29 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 584 0 0
"1310" "exp1" 19 30 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 630 30 1
"1310" "exp1" 19 31 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 648 0 0
"1310" "exp1" 19 32 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 798 0 0
"1310" "exp1" 19 33 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 2 514 35 1
"1310" "exp1" 19 34 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 591 0 0
"1310" "exp1" 19 35 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 565 0 0
"1310" "exp1" 19 36 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 671 0 0
"1310" "exp1" 19 37 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 854 75 1
"1310" "exp1" 19 38 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 574 65 1
"1310" "exp1" 19 39 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 559 25 1
"1310" "exp1" 19 40 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 600 20 1
"1310" "exp1" 19 41 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 452 20 1
"1310" "exp1" 19 42 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 603 45 1
"1310" "exp1" 19 43 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 721 15 1
"1310" "exp1" 19 44 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 544 75 1
"1310" "exp1" 19 45 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 495 75 1
"1310" "exp1" 19 46 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 494 35 1
"1310" "exp1" 19 47 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 485 25 1
"1310" "exp1" 19 48 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 541 0 0
"1310" "exp1" 19 49 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 2 1052 0 0
"1310" "exp1" 19 50 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 553 0 0
"1310" "exp1" 19 51 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 505 15 1
"1310" "exp1" 19 52 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 557 35 1
"1310" "exp1" 19 53 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 518 20 1
"1310" "exp1" 19 54 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 755 0 0
"1310" "exp1" 19 55 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 824 45 1
"1310" "exp1" 19 56 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 483 15 1
"1310" "exp1" 19 57 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 574 65 1
"1310" "exp1" 19 58 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 819 35 1
"1310" "exp1" 19 59 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 573 65 1
"1310" "exp1" 19 60 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 570 0 0
"1310" "exp1" 20 1 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 451 0 0
"1310" "exp1" 20 2 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 470 65 1
"1310" "exp1" 20 3 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 544 45 1
"1310" "exp1" 20 4 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 643 0 0
"1310" "exp1" 20 5 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 532 20 1
"1310" "exp1" 20 6 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 718 0 0
"1310" "exp1" 20 7 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 440 35 1
"1310" "exp1" 20 8 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 644 65 1
"1310" "exp1" 20 9 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 549 0 0
"1310" "exp1" 20 10 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 492 20 1
"1310" "exp1" 20 11 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 545 30 1
"1310" "exp1" 20 12 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 480 45 1
"1310" "exp1" 20 13 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 539 45 1
"1310" "exp1" 20 14 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 492 75 1
"1310" "exp1" 20 15 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 2 502 65 1
"1310" "exp1" 20 16 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 555 30 1
"1310" "exp1" 20 17 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 477 20 1
"1310" "exp1" 20 18 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 502 65 1
"1310" "exp1" 20 19 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 468 65 1
"1310" "exp1" 20 20 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 894 15 1
"1310" "exp1" 20 21 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 481 0 0
"1310" "exp1" 20 22 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 556 15 1
"1310" "exp1" 20 23 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 742 75 1
"1310" "exp1" 20 24 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 833 35 1
"1310" "exp1" 20 25 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 826 15 1
"1310" "exp1" 20 26 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 531 25 1
"1310" "exp1" 20 27 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 674 45 1
"1310" "exp1" 20 28 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 542 25 1
"1310" "exp1" 20 29 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 2 880 0 0
"1310" "exp1" 20 30 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 787 45 1
"1310" "exp1" 20 31 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 588 40 1
"1310" "exp1" 20 32 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 597 25 1
"1310" "exp1" 20 33 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 924 0 0
"1310" "exp1" 20 34 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1044 35 1
"1310" "exp1" 20 35 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 559 30 1
"1310" "exp1" 20 36 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 571 0 0
"1310" "exp1" 20 37 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 682 25 1
"1310" "exp1" 20 38 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 634 0 0
"1310" "exp1" 20 39 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 664 0 0
"1310" "exp1" 20 40 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 778 75 1
"1310" "exp1" 20 41 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 636 65 1
"1310" "exp1" 20 42 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 549 35 1
"1310" "exp1" 20 43 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 506 65 1
"1310" "exp1" 20 44 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 543 0 0
"1310" "exp1" 20 45 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 446 40 1
"1310" "exp1" 20 46 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 500 75 1
"1310" "exp1" 20 47 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 502 75 1
"1310" "exp1" 20 48 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 561 15 1
"1310" "exp1" 20 49 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 693 15 1
"1310" "exp1" 20 50 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 791 35 1
"1310" "exp1" 20 51 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 770 0 0
"1310" "exp1" 20 52 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 544 0 0
"1310" "exp1" 20 53 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1124 35 1
"1310" "exp1" 20 54 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 572 65 1
"1310" "exp1" 20 55 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 2 792 0 0
"1310" "exp1" 20 56 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 741 0 0
"1310" "exp1" 20 57 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 653 35 1
"1310" "exp1" 20 58 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 745 15 1
"1310" "exp1" 20 59 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 576 65 1
"1310" "exp1" 20 60 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 524 45 1
"1401" "exp1" 1 1 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 2 748 0 0
"1401" "exp1" 1 2 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 2 1422 0 0
"1401" "exp1" 1 3 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 2 1515 35 1
"1401" "exp1" 1 4 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 1035 0 0
"1401" "exp1" 1 5 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 2 1290 0 0
"1401" "exp1" 1 6 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1157 45 1
"1401" "exp1" 1 7 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 1518 80 1
"1401" "exp1" 1 8 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1492 0 0
"1401" "exp1" 1 9 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1360 65 1
"1401" "exp1" 1 10 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 1238 75 1
"1401" "exp1" 1 11 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 1797 75 1
"1401" "exp1" 1 12 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1396 20 1
"1401" "exp1" 1 13 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 2 2624 25 1
"1401" "exp1" 1 14 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 865 65 1
"1401" "exp1" 1 15 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 1990 0 0
"1401" "exp1" 1 16 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 1046 75 1
"1401" "exp1" 1 17 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 979 0 0
"1401" "exp1" 1 18 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 2 1940 0 0
"1401" "exp1" 1 19 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1355 0 0
"1401" "exp1" 1 20 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 2 866 0 0
"1401" "exp1" 1 21 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 2 818 0 0
"1401" "exp1" 1 22 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 1218 0 0
"1401" "exp1" 1 23 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 1337 0 0
"1401" "exp1" 1 24 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 812 0 0
"1401" "exp1" 1 25 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 1211 0 0
"1401" "exp1" 1 26 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 1233 45 1
"1401" "exp1" 1 27 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1350 0 0
"1401" "exp1" 1 28 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1697 0 0
"1401" "exp1" 1 29 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 3187 0 0
"1401" "exp1" 1 30 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 2116 85 1
"1401" "exp1" 1 31 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1500 35 1
"1401" "exp1" 1 32 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 2202 30 1
"1401" "exp1" 1 33 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 1968 0 0
"1401" "exp1" 1 34 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 2228 30 1
"1401" "exp1" 1 35 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1623 0 0
"1401" "exp1" 1 36 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 1270 70 1
"1401" "exp1" 1 37 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 1463 25 1
"1401" "exp1" 1 38 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 2034 25 1
"1401" "exp1" 1 39 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 986 65 1
"1401" "exp1" 1 40 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 1006 75 1
"1401" "exp1" 1 41 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 668 25 1
"1401" "exp1" 1 42 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 925 25 1
"1401" "exp1" 1 43 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1023 65 1
"1401" "exp1" 1 44 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 908 0 0
"1401" "exp1" 1 45 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1148 15 1
"1401" "exp1" 1 46 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 2 2217 0 0
"1401" "exp1" 1 47 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 923 40 1
"1401" "exp1" 1 48 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 864 75 1
"1401" "exp1" 1 49 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 1192 25 1
"1401" "exp1" 1 50 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 879 65 1
"1401" "exp1" 1 51 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 1998 0 0
"1401" "exp1" 1 52 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 879 45 1
"1401" "exp1" 1 53 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 957 45 1
"1401" "exp1" 1 54 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 750 0 0
"1401" "exp1" 1 55 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1229 20 1
"1401" "exp1" 1 56 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 1800 0 0
"1401" "exp1" 1 57 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 864 40 1
"1401" "exp1" 1 58 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1155 40 1
"1401" "exp1" 1 59 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1264 0 0
"1401" "exp1" 1 60 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 3583 15 1
"1401" "exp1" 2 1 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1294 30 1
"1401" "exp1" 2 2 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1124 35 1
"1401" "exp1" 2 3 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 767 0 0
"1401" "exp1" 2 4 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1152 0 0
"1401" "exp1" 2 5 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 821 65 1
"1401" "exp1" 2 6 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 768 15 1
"1401" "exp1" 2 7 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 755 0 0
"1401" "exp1" 2 8 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 798 35 1
"1401" "exp1" 2 9 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 1281 0 0
"1401" "exp1" 2 10 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1415 0 0
"1401" "exp1" 2 11 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 915 0 0
"1401" "exp1" 2 12 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1054 25 1
"1401" "exp1" 2 13 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 728 65 1
"1401" "exp1" 2 14 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 784 40 1
"1401" "exp1" 2 15 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 953 75 1
"1401" "exp1" 2 16 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 2 922 65 1
"1401" "exp1" 2 17 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 1236 0 0
"1401" "exp1" 2 18 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 843 35 1
"1401" "exp1" 2 19 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 735 65 1
"1401" "exp1" 2 20 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 754 15 1
"1401" "exp1" 2 21 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 752 0 0
"1401" "exp1" 2 22 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 692 45 1
"1401" "exp1" 2 23 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 746 35 1
"1401" "exp1" 2 24 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 810 45 1
"1401" "exp1" 2 25 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 870 75 1
"1401" "exp1" 2 26 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 820 40 1
"1401" "exp1" 2 27 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 882 25 1
"1401" "exp1" 2 28 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1087 65 1
"1401" "exp1" 2 29 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1042 0 0
"1401" "exp1" 2 30 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 2278 0 0
"1401" "exp1" 2 31 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 824 15 1
"1401" "exp1" 2 32 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 798 0 0
"1401" "exp1" 2 33 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 800 0 0
"1401" "exp1" 2 34 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 824 15 1
"1401" "exp1" 2 35 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 764 20 1
"1401" "exp1" 2 36 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 847 65 1
"1401" "exp1" 2 37 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 765 15 1
"1401" "exp1" 2 38 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 761 0 0
"1401" "exp1" 2 39 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1459 20 1
"1401" "exp1" 2 40 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1286 45 1
"1401" "exp1" 2 41 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 799 75 1
"1401" "exp1" 2 42 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 821 75 1
"1401" "exp1" 2 43 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1018 45 1
"1401" "exp1" 2 44 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 781 0 0
"1401" "exp1" 2 45 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 977 20 1
"1401" "exp1" 2 46 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 712 0 0
"1401" "exp1" 2 47 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 633 75 1
"1401" "exp1" 2 48 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 735 75 1
"1401" "exp1" 2 49 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 672 25 1
"1401" "exp1" 2 50 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 768 0 0
"1401" "exp1" 2 51 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 1071 45 1
"1401" "exp1" 2 52 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 855 0 0
"1401" "exp1" 2 53 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 869 0 0
"1401" "exp1" 2 54 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1454 0 0
"1401" "exp1" 2 55 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 776 0 0
"1401" "exp1" 2 56 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 696 45 1
"1401" "exp1" 2 57 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 1783 65 1
"1401" "exp1" 2 58 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 781 30 1
"1401" "exp1" 2 59 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 1571 0 0
"1401" "exp1" 2 60 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 901 75 1
"1401" "exp1" 3 1 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 1117 25 1
"1401" "exp1" 3 2 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 672 35 1
"1401" "exp1" 3 3 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1024 0 0
"1401" "exp1" 3 4 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 935 15 1
"1401" "exp1" 3 5 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 1340 0 0
"1401" "exp1" 3 6 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 943 35 1
"1401" "exp1" 3 7 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1204 0 0
"1401" "exp1" 3 8 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1478 40 1
"1401" "exp1" 3 9 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 2348 0 0
"1401" "exp1" 3 10 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1385 0 0
"1401" "exp1" 3 11 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1400 35 1
"1401" "exp1" 3 12 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 2074 45 1
"1401" "exp1" 3 13 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 840 65 1
"1401" "exp1" 3 14 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 2 3058 0 0
"1401" "exp1" 3 15 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 1020 0 0
"1401" "exp1" 3 16 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1183 15 1
"1401" "exp1" 3 17 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 948 45 1
"1401" "exp1" 3 18 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 1019 75 1
"1401" "exp1" 3 19 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 752 75 1
"1401" "exp1" 3 20 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 795 60 1
"1401" "exp1" 3 21 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 792 45 1
"1401" "exp1" 3 22 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 715 25 1
"1401" "exp1" 3 23 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 925 0 0
"1401" "exp1" 3 24 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 835 0 0
"1401" "exp1" 3 25 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 774 20 1
"1401" "exp1" 3 26 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 780 0 0
"1401" "exp1" 3 27 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 728 40 1
"1401" "exp1" 3 28 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1128 15 1
"1401" "exp1" 3 29 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 991 20 1
"1401" "exp1" 3 30 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 1268 35 1
"1401" "exp1" 3 31 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 648 0 0
"1401" "exp1" 3 32 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 940 15 1
"1401" "exp1" 3 33 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 1032 75 1
"1401" "exp1" 3 34 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 680 45 1
"1401" "exp1" 3 35 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1219 0 0
"1401" "exp1" 3 36 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 730 30 1
"1401" "exp1" 3 37 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 889 65 1
"1401" "exp1" 3 38 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 785 0 0
"1401" "exp1" 3 39 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1299 35 1
"1401" "exp1" 3 40 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1378 45 1
"1401" "exp1" 3 41 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 661 0 0
"1401" "exp1" 3 42 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1145 30 1
"1401" "exp1" 3 43 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1083 30 1
"1401" "exp1" 3 44 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 704 25 1
"1401" "exp1" 3 45 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 758 75 1
"1401" "exp1" 3 46 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 626 30 1
"1401" "exp1" 3 47 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 1030 35 1
"1401" "exp1" 3 48 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 1110 75 1
"1401" "exp1" 3 49 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 1234 15 1
"1401" "exp1" 3 50 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1392 0 0
"1401" "exp1" 3 51 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1158 20 1
"1401" "exp1" 3 52 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1082 65 1
"1401" "exp1" 3 53 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 601 35 1
"1401" "exp1" 3 54 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 660 45 1
"1401" "exp1" 3 55 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 778 0 0
"1401" "exp1" 3 56 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 750 0 0
"1401" "exp1" 3 57 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 1689 0 0
"1401" "exp1" 3 58 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1091 20 1
"1401" "exp1" 3 59 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 944 15 1
"1401" "exp1" 3 60 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 1552 25 1
"1401" "exp1" 4 1 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1021 0 0
"1401" "exp1" 4 2 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 1647 0 0
"1401" "exp1" 4 3 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 2 1166 0 0
"1401" "exp1" 4 4 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 961 0 0
"1401" "exp1" 4 5 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 1005 45 1
"1401" "exp1" 4 6 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 2 2132 0 0
"1401" "exp1" 4 7 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 1273 65 1
"1401" "exp1" 4 8 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1452 0 0
"1401" "exp1" 4 9 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 1552 65 1
"1401" "exp1" 4 10 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 1757 15 1
"1401" "exp1" 4 11 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 799 0 0
"1401" "exp1" 4 12 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 1797 45 1
"1401" "exp1" 4 13 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 1660 85 1
"1401" "exp1" 4 14 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 1355 35 1
"1401" "exp1" 4 15 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 1312 0 0
"1401" "exp1" 4 16 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1222 65 1
"1401" "exp1" 4 17 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 1154 65 1
"1401" "exp1" 4 18 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 2018 0 0
"1401" "exp1" 4 19 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 2038 25 1
"1401" "exp1" 4 20 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 1118 0 0
"1401" "exp1" 4 21 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1753 0 0
"1401" "exp1" 4 22 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1400 0 0
"1401" "exp1" 4 23 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 937 15 1
"1401" "exp1" 4 24 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1507 35 1
"1401" "exp1" 4 25 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1982 0 0
"1401" "exp1" 4 26 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 877 75 1
"1401" "exp1" 4 27 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1412 35 1
"1401" "exp1" 4 28 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 1185 25 1
"1401" "exp1" 4 29 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 2 1584 55 1
"1401" "exp1" 4 30 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 684 75 1
"1401" "exp1" 4 31 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1178 0 0
"1401" "exp1" 4 32 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1904 30 1
"1401" "exp1" 4 33 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 1826 65 1
"1401" "exp1" 4 34 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 1183 0 0
"1401" "exp1" 4 35 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1218 40 1
"1401" "exp1" 4 36 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 1827 75 1
"1401" "exp1" 4 37 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 980 0 0
"1401" "exp1" 4 38 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1079 65 1
"1401" "exp1" 4 39 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 1075 75 1
"1401" "exp1" 4 40 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 5559 15 1
"1401" "exp1" 4 41 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 2 3623 0 0
"1401" "exp1" 4 42 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 3193 0 0
"1401" "exp1" 4 43 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 6097 0 0
"1401" "exp1" 4 44 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 2 2556 0 0
"1401" "exp1" 4 45 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 2166 85 1
"1401" "exp1" 4 46 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1165 0 0
"1401" "exp1" 4 47 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 2 3158 0 0
"1401" "exp1" 4 48 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 2 2983 65 1
"1401" "exp1" 4 49 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 1513 0 0
"1401" "exp1" 4 50 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 1274 0 0
"1401" "exp1" 4 51 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1176 45 1
"1401" "exp1" 4 52 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 2 1643 0 0
"1401" "exp1" 4 53 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 2 982 35 1
"1401" "exp1" 4 54 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 2 1492 0 0
"1401" "exp1" 4 55 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 2 1039 0 0
"1401" "exp1" 4 56 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 2 1196 0 0
"1401" "exp1" 4 57 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 2 1002 35 1
"1401" "exp1" 4 58 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 2 866 0 0
"1401" "exp1" 4 59 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 811 0 0
"1401" "exp1" 4 60 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 1458 0 0
"1401" "exp1" 5 1 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1320 65 1
"1401" "exp1" 5 2 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 868 40 1
"1401" "exp1" 5 3 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1063 20 1
"1401" "exp1" 5 4 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 992 45 1
"1401" "exp1" 5 5 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 2387 0 0
"1401" "exp1" 5 6 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 1153 75 1
"1401" "exp1" 5 7 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 2 2639 0 0
"1401" "exp1" 5 8 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 1096 65 1
"1401" "exp1" 5 9 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 1007 0 0
"1401" "exp1" 5 10 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 1515 25 1
"1401" "exp1" 5 11 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 870 75 1
"1401" "exp1" 5 12 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 2168 85 1
"1401" "exp1" 5 13 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1079 0 0
"1401" "exp1" 5 14 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 3118 0 0
"1401" "exp1" 5 15 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 1768 0 0
"1401" "exp1" 5 16 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 868 35 1
"1401" "exp1" 5 17 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1127 0 0
"1401" "exp1" 5 18 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1111 25 1
"1401" "exp1" 5 19 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 908 45 1
"1401" "exp1" 5 20 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 948 20 1
"1401" "exp1" 5 21 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 1598 15 1
"1401" "exp1" 5 22 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 1134 65 1
"1401" "exp1" 5 23 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 984 30 1
"1401" "exp1" 5 24 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 625 75 1
"1401" "exp1" 5 25 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 783 0 0
"1401" "exp1" 5 26 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 750 0 0
"1401" "exp1" 5 27 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 826 35 1
"1401" "exp1" 5 28 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 600 30 1
"1401" "exp1" 5 29 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 691 35 1
"1401" "exp1" 5 30 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 727 0 0
"1401" "exp1" 5 31 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1520 40 1
"1401" "exp1" 5 32 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1611 0 0
"1401" "exp1" 5 33 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 1070 0 0
"1401" "exp1" 5 34 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1612 0 0
"1401" "exp1" 5 35 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1355 25 1
"1401" "exp1" 5 36 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 799 0 0
"1401" "exp1" 5 37 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1019 45 1
"1401" "exp1" 5 38 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 908 25 1
"1401" "exp1" 5 39 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 1345 75 1
"1401" "exp1" 5 40 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 733 0 0
"1401" "exp1" 5 41 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 1125 25 1
"1401" "exp1" 5 42 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1086 85 1
"1401" "exp1" 5 43 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 1349 0 0
"1401" "exp1" 5 44 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 825 35 1
"1401" "exp1" 5 45 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1303 0 0
"1401" "exp1" 5 46 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 2276 0 0
"1401" "exp1" 5 47 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1512 0 0
"1401" "exp1" 5 48 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1024 0 0
"1401" "exp1" 5 49 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1258 20 1
"1401" "exp1" 5 50 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 949 45 1
"1401" "exp1" 5 51 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1234 15 1
"1401" "exp1" 5 52 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 1051 0 0
"1401" "exp1" 5 53 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 627 75 1
"1401" "exp1" 5 54 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 2017 65 1
"1401" "exp1" 5 55 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 784 20 1
"1401" "exp1" 5 56 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 697 0 0
"1401" "exp1" 5 57 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 892 15 1
"1401" "exp1" 5 58 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 708 65 1
"1401" "exp1" 5 59 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1054 65 1
"1401" "exp1" 5 60 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 759 75 1
"1401" "exp1" 6 1 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 918 20 1
"1401" "exp1" 6 2 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 910 25 1
"1401" "exp1" 6 3 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 1580 55 1
"1401" "exp1" 6 4 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 1144 25 1
"1401" "exp1" 6 5 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 767 0 0
"1401" "exp1" 6 6 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 927 65 1
"1401" "exp1" 6 7 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 1449 65 1
"1401" "exp1" 6 8 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 932 0 0
"1401" "exp1" 6 9 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 1073 45 1
"1401" "exp1" 6 10 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1624 0 0
"1401" "exp1" 6 11 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 775 45 1
"1401" "exp1" 6 12 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1072 30 1
"1401" "exp1" 6 13 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 770 25 1
"1401" "exp1" 6 14 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1150 0 0
"1401" "exp1" 6 15 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 793 30 1
"1401" "exp1" 6 16 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 820 25 1
"1401" "exp1" 6 17 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 1394 85 1
"1401" "exp1" 6 18 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1737 0 0
"1401" "exp1" 6 19 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1224 0 0
"1401" "exp1" 6 20 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 940 0 0
"1401" "exp1" 6 21 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1082 35 1
"1401" "exp1" 6 22 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 883 45 1
"1401" "exp1" 6 23 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 1687 75 1
"1401" "exp1" 6 24 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1228 15 1
"1401" "exp1" 6 25 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 2 1748 55 1
"1401" "exp1" 6 26 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 1251 75 1
"1401" "exp1" 6 27 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 1370 0 0
"1401" "exp1" 6 28 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 878 0 0
"1401" "exp1" 6 29 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 2 1478 55 1
"1401" "exp1" 6 30 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1068 35 1
"1401" "exp1" 6 31 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 964 65 1
"1401" "exp1" 6 32 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 929 0 0
"1401" "exp1" 6 33 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 780 65 1
"1401" "exp1" 6 34 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 804 75 1
"1401" "exp1" 6 35 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 838 25 1
"1401" "exp1" 6 36 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 1055 45 1
"1401" "exp1" 6 37 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 806 25 1
"1401" "exp1" 6 38 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 774 20 1
"1401" "exp1" 6 39 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1323 0 0
"1401" "exp1" 6 40 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 858 15 1
"1401" "exp1" 6 41 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 2457 0 0
"1401" "exp1" 6 42 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 880 25 1
"1401" "exp1" 6 43 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 759 75 1
"1401" "exp1" 6 44 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 967 65 1
"1401" "exp1" 6 45 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 876 75 1
"1401" "exp1" 6 46 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 2210 0 0
"1401" "exp1" 6 47 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 732 0 0
"1401" "exp1" 6 48 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1021 0 0
"1401" "exp1" 6 49 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 1279 65 1
"1401" "exp1" 6 50 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 1394 0 0
"1401" "exp1" 6 51 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 979 0 0
"1401" "exp1" 6 52 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 2553 60 1
"1401" "exp1" 6 53 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 685 75 1
"1401" "exp1" 6 54 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 744 0 0
"1401" "exp1" 6 55 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 1525 15 1
"1401" "exp1" 6 56 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 1109 65 1
"1401" "exp1" 6 57 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 776 35 1
"1401" "exp1" 6 58 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1286 0 0
"1401" "exp1" 6 59 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 2557 30 1
"1401" "exp1" 6 60 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1900 35 1
"1401" "exp1" 7 1 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1206 30 1
"1401" "exp1" 7 2 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 967 35 1
"1401" "exp1" 7 3 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 775 45 1
"1401" "exp1" 7 4 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 1568 0 0
"1401" "exp1" 7 5 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1273 0 0
"1401" "exp1" 7 6 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 1006 45 1
"1401" "exp1" 7 7 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 787 75 1
"1401" "exp1" 7 8 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 1313 25 1
"1401" "exp1" 7 9 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1008 0 0
"1401" "exp1" 7 10 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1266 15 1
"1401" "exp1" 7 11 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 960 0 0
"1401" "exp1" 7 12 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 798 75 1
"1401" "exp1" 7 13 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 1021 0 0
"1401" "exp1" 7 14 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 804 65 1
"1401" "exp1" 7 15 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 852 25 1
"1401" "exp1" 7 16 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 802 0 0
"1401" "exp1" 7 17 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 776 15 1
"1401" "exp1" 7 18 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 846 75 1
"1401" "exp1" 7 19 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 813 25 1
"1401" "exp1" 7 20 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 859 0 0
"1401" "exp1" 7 21 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 860 75 1
"1401" "exp1" 7 22 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 1827 55 1
"1401" "exp1" 7 23 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1010 30 1
"1401" "exp1" 7 24 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1222 0 0
"1401" "exp1" 7 25 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 772 25 1
"1401" "exp1" 7 26 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 1244 15 1
"1401" "exp1" 7 27 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 747 75 1
"1401" "exp1" 7 28 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 855 25 1
"1401" "exp1" 7 29 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 1024 75 1
"1401" "exp1" 7 30 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 917 20 1
"1401" "exp1" 7 31 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 1171 85 1
"1401" "exp1" 7 32 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 844 75 1
"1401" "exp1" 7 33 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 794 75 1
"1401" "exp1" 7 34 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 749 0 0
"1401" "exp1" 7 35 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 2 2489 55 1
"1401" "exp1" 7 36 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 856 65 1
"1401" "exp1" 7 37 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 922 30 1
"1401" "exp1" 7 38 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1189 0 0
"1401" "exp1" 7 39 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1020 35 1
"1401" "exp1" 7 40 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 2 1576 0 0
"1401" "exp1" 7 41 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 1499 0 0
"1401" "exp1" 7 42 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1105 20 1
"1401" "exp1" 7 43 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1104 65 1
"1401" "exp1" 7 44 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 941 15 1
"1401" "exp1" 7 45 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 975 65 1
"1401" "exp1" 7 46 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 714 45 1
"1401" "exp1" 7 47 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 958 65 1
"1401" "exp1" 7 48 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 918 20 1
"1401" "exp1" 7 49 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 724 0 0
"1401" "exp1" 7 50 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1071 35 1
"1401" "exp1" 7 51 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 1029 0 0
"1401" "exp1" 7 52 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 898 25 1
"1401" "exp1" 7 53 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1469 60 1
"1401" "exp1" 7 54 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 1024 85 1
"1401" "exp1" 7 55 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 923 0 0
"1401" "exp1" 7 56 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 862 15 1
"1401" "exp1" 7 57 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 1115 25 1
"1401" "exp1" 7 58 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1110 60 1
"1401" "exp1" 7 59 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1269 35 1
"1401" "exp1" 7 60 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 2 1780 55 1
"1401" "exp1" 8 1 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 909 25 1
"1401" "exp1" 8 2 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 832 25 1
"1401" "exp1" 8 3 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 861 0 0
"1401" "exp1" 8 4 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 874 60 1
"1401" "exp1" 8 5 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 778 45 1
"1401" "exp1" 8 6 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 781 65 1
"1401" "exp1" 8 7 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1346 0 0
"1401" "exp1" 8 8 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 909 45 1
"1401" "exp1" 8 9 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1656 35 1
"1401" "exp1" 8 10 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 2 1607 0 0
"1401" "exp1" 8 11 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1370 0 0
"1401" "exp1" 8 12 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 865 20 1
"1401" "exp1" 8 13 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 733 75 1
"1401" "exp1" 8 14 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 1125 15 1
"1401" "exp1" 8 15 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 1030 0 0
"1401" "exp1" 8 16 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 2 1381 55 1
"1401" "exp1" 8 17 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1033 20 1
"1401" "exp1" 8 18 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1070 15 1
"1401" "exp1" 8 19 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1486 0 0
"1401" "exp1" 8 20 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 820 15 1
"1401" "exp1" 8 21 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1144 0 0
"1401" "exp1" 8 22 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 1536 0 0
"1401" "exp1" 8 23 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 1390 75 1
"1401" "exp1" 8 24 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 903 25 1
"1401" "exp1" 8 25 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 940 0 0
"1401" "exp1" 8 26 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 686 0 0
"1401" "exp1" 8 27 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 992 0 0
"1401" "exp1" 8 28 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 799 75 1
"1401" "exp1" 8 29 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1842 85 1
"1401" "exp1" 8 30 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 715 75 1
"1401" "exp1" 8 31 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 945 0 0
"1401" "exp1" 8 32 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 819 65 1
"1401" "exp1" 8 33 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 2 1364 0 0
"1401" "exp1" 8 34 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 974 25 1
"1401" "exp1" 8 35 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1094 45 1
"1401" "exp1" 8 36 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 912 15 1
"1401" "exp1" 8 37 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1349 65 1
"1401" "exp1" 8 38 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 736 75 1
"1401" "exp1" 8 39 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1096 0 0
"1401" "exp1" 8 40 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 796 0 0
"1401" "exp1" 8 41 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1084 0 0
"1401" "exp1" 8 42 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 951 0 0
"1401" "exp1" 8 43 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 2049 65 1
"1401" "exp1" 8 44 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 823 35 1
"1401" "exp1" 8 45 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 730 75 1
"1401" "exp1" 8 46 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1104 0 0
"1401" "exp1" 8 47 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 639 25 1
"1401" "exp1" 8 48 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1108 40 1
"1401" "exp1" 8 49 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1029 35 1
"1401" "exp1" 8 50 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 785 0 0
"1401" "exp1" 8 51 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 979 0 0
"1401" "exp1" 8 52 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 802 0 0
"1401" "exp1" 8 53 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1640 0 0
"1401" "exp1" 8 54 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 882 30 1
"1401" "exp1" 8 55 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 712 20 1
"1401" "exp1" 8 56 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 802 25 1
"1401" "exp1" 8 57 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 983 0 0
"1401" "exp1" 8 58 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 729 45 1
"1401" "exp1" 8 59 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 1022 75 1
"1401" "exp1" 8 60 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 878 25 1
"1401" "exp1" 9 1 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1139 45 1
"1401" "exp1" 9 2 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 853 0 0
"1401" "exp1" 9 3 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1307 30 1
"1401" "exp1" 9 4 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 742 20 1
"1401" "exp1" 9 5 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1035 0 0
"1401" "exp1" 9 6 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 956 0 0
"1401" "exp1" 9 7 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 758 45 1
"1401" "exp1" 9 8 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1595 35 1
"1401" "exp1" 9 9 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 782 40 1
"1401" "exp1" 9 10 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 785 0 0
"1401" "exp1" 9 11 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 926 75 1
"1401" "exp1" 9 12 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 2283 0 0
"1401" "exp1" 9 13 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 1355 75 1
"1401" "exp1" 9 14 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 886 0 0
"1401" "exp1" 9 15 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1195 20 1
"1401" "exp1" 9 16 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 914 45 1
"1401" "exp1" 9 17 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 1089 25 1
"1401" "exp1" 9 18 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 1818 0 0
"1401" "exp1" 9 19 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 967 0 0
"1401" "exp1" 9 20 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1263 0 0
"1401" "exp1" 9 21 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 2 2085 0 0
"1401" "exp1" 9 22 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1631 0 0
"1401" "exp1" 9 23 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1319 40 1
"1401" "exp1" 9 24 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 1995 65 1
"1401" "exp1" 9 25 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 626 75 1
"1401" "exp1" 9 26 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 2 1767 55 1
"1401" "exp1" 9 27 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1097 45 1
"1401" "exp1" 9 28 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1131 0 0
"1401" "exp1" 9 29 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 874 75 1
"1401" "exp1" 9 30 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 1240 0 0
"1401" "exp1" 9 31 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1040 20 1
"1401" "exp1" 9 32 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 765 0 0
"1401" "exp1" 9 33 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1152 30 1
"1401" "exp1" 9 34 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 693 35 1
"1401" "exp1" 9 35 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 669 0 0
"1401" "exp1" 9 36 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 576 75 1
"1401" "exp1" 9 37 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 611 0 0
"1401" "exp1" 9 38 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 1609 0 0
"1401" "exp1" 9 39 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 2955 30 1
"1401" "exp1" 9 40 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1038 35 1
"1401" "exp1" 9 41 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 770 75 1
"1401" "exp1" 9 42 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 985 15 1
"1401" "exp1" 9 43 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 1068 0 0
"1401" "exp1" 9 44 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 1184 25 1
"1401" "exp1" 9 45 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 667 65 1
"1401" "exp1" 9 46 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 759 25 1
"1401" "exp1" 9 47 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 645 20 1
"1401" "exp1" 9 48 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 895 15 1
"1401" "exp1" 9 49 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 1239 65 1
"1401" "exp1" 9 50 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 888 0 0
"1401" "exp1" 9 51 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 805 25 1
"1401" "exp1" 9 52 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 667 0 0
"1401" "exp1" 9 53 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1285 0 0
"1401" "exp1" 9 54 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1229 15 1
"1401" "exp1" 9 55 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 852 65 1
"1401" "exp1" 9 56 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 1260 25 1
"1401" "exp1" 9 57 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 764 65 1
"1401" "exp1" 9 58 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 1462 15 1
"1401" "exp1" 9 59 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1218 25 1
"1401" "exp1" 9 60 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 1027 0 0
"1401" "exp1" 10 1 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 903 15 1
"1401" "exp1" 10 2 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 626 85 1
"1401" "exp1" 10 3 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 777 35 1
"1401" "exp1" 10 4 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 762 35 1
"1401" "exp1" 10 5 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 660 0 0
"1401" "exp1" 10 6 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 1448 25 1
"1401" "exp1" 10 7 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1076 0 0
"1401" "exp1" 10 8 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 931 0 0
"1401" "exp1" 10 9 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1244 0 0
"1401" "exp1" 10 10 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1053 0 0
"1401" "exp1" 10 11 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1249 45 1
"1401" "exp1" 10 12 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 789 20 1
"1401" "exp1" 10 13 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 718 20 1
"1401" "exp1" 10 14 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 979 75 1
"1401" "exp1" 10 15 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 2020 85 1
"1401" "exp1" 10 16 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 827 25 1
"1401" "exp1" 10 17 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 896 75 1
"1401" "exp1" 10 18 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 728 75 1
"1401" "exp1" 10 19 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1337 15 1
"1401" "exp1" 10 20 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1677 40 1
"1401" "exp1" 10 21 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 988 25 1
"1401" "exp1" 10 22 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 646 0 0
"1401" "exp1" 10 23 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 693 0 0
"1401" "exp1" 10 24 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 908 35 1
"1401" "exp1" 10 25 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1035 0 0
"1401" "exp1" 10 26 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 859 25 1
"1401" "exp1" 10 27 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 934 0 0
"1401" "exp1" 10 28 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 700 45 1
"1401" "exp1" 10 29 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 831 65 1
"1401" "exp1" 10 30 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1514 0 0
"1401" "exp1" 10 31 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 679 65 1
"1401" "exp1" 10 32 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 629 45 1
"1401" "exp1" 10 33 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 551 65 1
"1401" "exp1" 10 34 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 907 15 1
"1401" "exp1" 10 35 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 781 75 1
"1401" "exp1" 10 36 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 750 30 1
"1401" "exp1" 10 37 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 628 45 1
"1401" "exp1" 10 38 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 579 75 1
"1401" "exp1" 10 39 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 636 0 0
"1401" "exp1" 10 40 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1917 20 1
"1401" "exp1" 10 41 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 909 0 0
"1401" "exp1" 10 42 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 901 0 0
"1401" "exp1" 10 43 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 583 0 0
"1401" "exp1" 10 44 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1094 0 0
"1401" "exp1" 10 45 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 755 20 1
"1401" "exp1" 10 46 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 723 45 1
"1401" "exp1" 10 47 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 748 25 1
"1401" "exp1" 10 48 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 2 2065 0 0
"1401" "exp1" 10 49 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 593 65 1
"1401" "exp1" 10 50 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 672 45 1
"1401" "exp1" 10 51 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1146 15 1
"1401" "exp1" 10 52 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 720 45 1
"1401" "exp1" 10 53 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1028 30 1
"1401" "exp1" 10 54 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 577 75 1
"1401" "exp1" 10 55 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 602 0 0
"1401" "exp1" 10 56 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1167 30 1
"1401" "exp1" 10 57 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 959 0 0
"1401" "exp1" 10 58 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1148 65 1
"1401" "exp1" 10 59 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 1512 65 1
"1401" "exp1" 10 60 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 769 15 1
"1401" "exp1" 11 1 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 996 15 1
"1401" "exp1" 11 2 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1028 0 0
"1401" "exp1" 11 3 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 793 45 1
"1401" "exp1" 11 4 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 660 25 1
"1401" "exp1" 11 5 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 1074 75 1
"1401" "exp1" 11 6 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 595 75 1
"1401" "exp1" 11 7 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 636 35 1
"1401" "exp1" 11 8 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 688 0 0
"1401" "exp1" 11 9 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 835 0 0
"1401" "exp1" 11 10 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 868 35 1
"1401" "exp1" 11 11 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 669 35 1
"1401" "exp1" 11 12 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 662 20 1
"1401" "exp1" 11 13 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 748 0 0
"1401" "exp1" 11 14 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 766 75 1
"1401" "exp1" 11 15 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 641 20 1
"1401" "exp1" 11 16 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 623 65 1
"1401" "exp1" 11 17 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 610 35 1
"1401" "exp1" 11 18 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 856 60 1
"1401" "exp1" 11 19 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 736 0 0
"1401" "exp1" 11 20 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 626 65 1
"1401" "exp1" 11 21 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 859 25 1
"1401" "exp1" 11 22 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 666 25 1
"1401" "exp1" 11 23 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 922 35 1
"1401" "exp1" 11 24 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 626 45 1
"1401" "exp1" 11 25 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 764 30 1
"1401" "exp1" 11 26 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 1298 75 1
"1401" "exp1" 11 27 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 1170 0 0
"1401" "exp1" 11 28 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 597 0 0
"1401" "exp1" 11 29 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 2 631 0 0
"1401" "exp1" 11 30 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 777 65 1
"1401" "exp1" 11 31 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 790 25 1
"1401" "exp1" 11 32 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 646 20 1
"1401" "exp1" 11 33 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 612 30 1
"1401" "exp1" 11 34 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 1088 15 1
"1401" "exp1" 11 35 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 2 1264 0 0
"1401" "exp1" 11 36 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 967 45 1
"1401" "exp1" 11 37 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 624 65 1
"1401" "exp1" 11 38 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 708 30 1
"1401" "exp1" 11 39 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 664 65 1
"1401" "exp1" 11 40 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 670 0 0
"1401" "exp1" 11 41 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 783 40 1
"1401" "exp1" 11 42 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 691 15 1
"1401" "exp1" 11 43 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 1550 55 1
"1401" "exp1" 11 44 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 963 0 0
"1401" "exp1" 11 45 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 643 0 0
"1401" "exp1" 11 46 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 1106 0 0
"1401" "exp1" 11 47 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 621 75 1
"1401" "exp1" 11 48 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 585 75 1
"1401" "exp1" 11 49 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 595 45 1
"1401" "exp1" 11 50 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 729 75 1
"1401" "exp1" 11 51 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1412 60 1
"1401" "exp1" 11 52 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 575 45 1
"1401" "exp1" 11 53 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 859 15 1
"1401" "exp1" 11 54 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 2070 0 0
"1401" "exp1" 11 55 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 1412 0 0
"1401" "exp1" 11 56 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 1052 45 1
"1401" "exp1" 11 57 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 822 25 1
"1401" "exp1" 11 58 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 1031 0 0
"1401" "exp1" 11 59 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 832 20 1
"1401" "exp1" 11 60 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 1126 65 1
"1401" "exp1" 12 1 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 522 45 1
"1401" "exp1" 12 2 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 731 35 1
"1401" "exp1" 12 3 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 817 0 0
"1401" "exp1" 12 4 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 725 25 1
"1401" "exp1" 12 5 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 814 0 0
"1401" "exp1" 12 6 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 719 0 0
"1401" "exp1" 12 7 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 869 25 1
"1401" "exp1" 12 8 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 792 75 1
"1401" "exp1" 12 9 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1057 60 1
"1401" "exp1" 12 10 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 991 30 1
"1401" "exp1" 12 11 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 701 75 1
"1401" "exp1" 12 12 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1309 0 0
"1401" "exp1" 12 13 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 753 65 1
"1401" "exp1" 12 14 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 915 20 1
"1401" "exp1" 12 15 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 803 25 1
"1401" "exp1" 12 16 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 977 0 0
"1401" "exp1" 12 17 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 1356 0 0
"1401" "exp1" 12 18 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 803 45 1
"1401" "exp1" 12 19 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 761 15 1
"1401" "exp1" 12 20 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 1028 0 0
"1401" "exp1" 12 21 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1041 0 0
"1401" "exp1" 12 22 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 1869 0 0
"1401" "exp1" 12 23 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 1176 25 1
"1401" "exp1" 12 24 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 2023 55 1
"1401" "exp1" 12 25 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 1467 35 1
"1401" "exp1" 12 26 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 923 30 1
"1401" "exp1" 12 27 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 646 75 1
"1401" "exp1" 12 28 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 739 0 0
"1401" "exp1" 12 29 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 744 25 1
"1401" "exp1" 12 30 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 586 25 1
"1401" "exp1" 12 31 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 815 75 1
"1401" "exp1" 12 32 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 2 1042 55 1
"1401" "exp1" 12 33 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 986 0 0
"1401" "exp1" 12 34 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 744 25 1
"1401" "exp1" 12 35 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 827 65 1
"1401" "exp1" 12 36 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 649 0 0
"1401" "exp1" 12 37 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 759 0 0
"1401" "exp1" 12 38 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 1221 55 1
"1401" "exp1" 12 39 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 963 0 0
"1401" "exp1" 12 40 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1015 45 1
"1401" "exp1" 12 41 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 1176 0 0
"1401" "exp1" 12 42 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1140 0 0
"1401" "exp1" 12 43 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 726 65 1
"1401" "exp1" 12 44 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 945 0 0
"1401" "exp1" 12 45 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1041 20 1
"1401" "exp1" 12 46 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1376 60 1
"1401" "exp1" 12 47 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 2261 20 1
"1401" "exp1" 12 48 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 935 75 1
"1401" "exp1" 12 49 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1156 0 0
"1401" "exp1" 12 50 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1002 15 1
"1401" "exp1" 12 51 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1111 0 0
"1401" "exp1" 12 52 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 869 20 1
"1401" "exp1" 12 53 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 728 45 1
"1401" "exp1" 12 54 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1241 65 1
"1401" "exp1" 12 55 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 1558 0 0
"1401" "exp1" 12 56 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 722 15 1
"1401" "exp1" 12 57 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 986 0 0
"1401" "exp1" 12 58 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 845 25 1
"1401" "exp1" 12 59 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 905 30 1
"1401" "exp1" 12 60 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 582 0 0
"1401" "exp1" 13 1 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 2 235 0 0
"1401" "exp1" 13 2 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1012 25 1
"1401" "exp1" 13 3 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 913 35 1
"1401" "exp1" 13 4 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 979 35 1
"1401" "exp1" 13 5 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 819 0 0
"1401" "exp1" 13 6 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1023 0 0
"1401" "exp1" 13 7 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 584 75 1
"1401" "exp1" 13 8 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1041 0 0
"1401" "exp1" 13 9 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 784 45 1
"1401" "exp1" 13 10 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 570 75 1
"1401" "exp1" 13 11 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 479 75 1
"1401" "exp1" 13 12 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 519 65 1
"1401" "exp1" 13 13 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 810 65 1
"1401" "exp1" 13 14 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1178 45 1
"1401" "exp1" 13 15 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 673 15 1
"1401" "exp1" 13 16 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 629 65 1
"1401" "exp1" 13 17 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 526 0 0
"1401" "exp1" 13 18 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 778 0 0
"1401" "exp1" 13 19 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 663 0 0
"1401" "exp1" 13 20 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 604 0 0
"1401" "exp1" 13 21 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 790 15 1
"1401" "exp1" 13 22 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 1950 65 1
"1401" "exp1" 13 23 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 628 75 1
"1401" "exp1" 13 24 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 586 20 1
"1401" "exp1" 13 25 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 1038 35 1
"1401" "exp1" 13 26 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 606 65 1
"1401" "exp1" 13 27 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 832 0 0
"1401" "exp1" 13 28 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 856 0 0
"1401" "exp1" 13 29 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 809 35 1
"1401" "exp1" 13 30 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 986 85 1
"1401" "exp1" 13 31 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 834 35 1
"1401" "exp1" 13 32 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 587 75 1
"1401" "exp1" 13 33 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 966 60 1
"1401" "exp1" 13 34 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 595 15 1
"1401" "exp1" 13 35 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 669 85 1
"1401" "exp1" 13 36 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 777 25 1
"1401" "exp1" 13 37 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 982 25 1
"1401" "exp1" 13 38 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 835 45 1
"1401" "exp1" 13 39 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 782 65 1
"1401" "exp1" 13 40 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1138 25 1
"1401" "exp1" 13 41 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 971 65 1
"1401" "exp1" 13 42 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 632 0 0
"1401" "exp1" 13 43 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 975 45 1
"1401" "exp1" 13 44 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 863 0 0
"1401" "exp1" 13 45 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1106 45 1
"1401" "exp1" 13 46 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 716 0 0
"1401" "exp1" 13 47 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 616 75 1
"1401" "exp1" 13 48 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 1081 0 0
"1401" "exp1" 13 49 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 996 25 1
"1401" "exp1" 13 50 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1243 20 1
"1401" "exp1" 13 51 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 583 75 1
"1401" "exp1" 13 52 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 851 20 1
"1401" "exp1" 13 53 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 2 858 0 0
"1401" "exp1" 13 54 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 677 20 1
"1401" "exp1" 13 55 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 768 30 1
"1401" "exp1" 13 56 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 573 0 0
"1401" "exp1" 13 57 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 2 1449 0 0
"1401" "exp1" 13 58 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 666 45 1
"1401" "exp1" 13 59 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 911 45 1
"1401" "exp1" 13 60 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 847 35 1
"1401" "exp1" 14 1 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 541 75 1
"1401" "exp1" 14 2 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 2 644 75 1
"1401" "exp1" 14 3 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 786 15 1
"1401" "exp1" 14 4 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 709 15 1
"1401" "exp1" 14 5 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 947 20 1
"1401" "exp1" 14 6 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1112 0 0
"1401" "exp1" 14 7 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 476 0 0
"1401" "exp1" 14 8 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 1318 25 1
"1401" "exp1" 14 9 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 1184 25 1
"1401" "exp1" 14 10 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 919 20 1
"1401" "exp1" 14 11 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 732 35 1
"1401" "exp1" 14 12 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 542 35 1
"1401" "exp1" 14 13 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 731 65 1
"1401" "exp1" 14 14 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1081 15 1
"1401" "exp1" 14 15 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 788 25 1
"1401" "exp1" 14 16 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 988 0 0
"1401" "exp1" 14 17 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 799 25 1
"1401" "exp1" 14 18 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 587 15 1
"1401" "exp1" 14 19 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 2 1226 0 0
"1401" "exp1" 14 20 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 1814 75 1
"1401" "exp1" 14 21 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 666 75 1
"1401" "exp1" 14 22 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1163 35 1
"1401" "exp1" 14 23 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 698 45 1
"1401" "exp1" 14 24 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 645 75 1
"1401" "exp1" 14 25 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 719 0 0
"1401" "exp1" 14 26 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 800 20 1
"1401" "exp1" 14 27 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 769 30 1
"1401" "exp1" 14 28 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1207 15 1
"1401" "exp1" 14 29 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 1038 45 1
"1401" "exp1" 14 30 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 974 65 1
"1401" "exp1" 14 31 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1112 65 1
"1401" "exp1" 14 32 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 980 60 1
"1401" "exp1" 14 33 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1360 35 1
"1401" "exp1" 14 34 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 1252 45 1
"1401" "exp1" 14 35 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 1236 0 0
"1401" "exp1" 14 36 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 763 30 1
"1401" "exp1" 14 37 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 962 35 1
"1401" "exp1" 14 38 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 657 65 1
"1401" "exp1" 14 39 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 932 0 0
"1401" "exp1" 14 40 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 759 25 1
"1401" "exp1" 14 41 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 765 20 1
"1401" "exp1" 14 42 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 1087 0 0
"1401" "exp1" 14 43 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 729 25 1
"1401" "exp1" 14 44 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 730 45 1
"1401" "exp1" 14 45 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 756 0 0
"1401" "exp1" 14 46 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 855 75 1
"1401" "exp1" 14 47 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 727 25 1
"1401" "exp1" 14 48 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 672 30 1
"1401" "exp1" 14 49 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 1206 0 0
"1401" "exp1" 14 50 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 650 65 1
"1401" "exp1" 14 51 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 665 0 0
"1401" "exp1" 14 52 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 2 628 0 0
"1401" "exp1" 14 53 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 556 75 1
"1401" "exp1" 14 54 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 613 0 0
"1401" "exp1" 14 55 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 971 0 0
"1401" "exp1" 14 56 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 664 0 0
"1401" "exp1" 14 57 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 876 15 1
"1401" "exp1" 14 58 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 685 0 0
"1401" "exp1" 14 59 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 1239 75 1
"1401" "exp1" 14 60 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 1780 0 0
"1401" "exp1" 15 1 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 664 0 0
"1401" "exp1" 15 2 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 643 0 0
"1401" "exp1" 15 3 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1079 30 1
"1401" "exp1" 15 4 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 683 0 0
"1401" "exp1" 15 5 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 666 75 1
"1401" "exp1" 15 6 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 815 0 0
"1401" "exp1" 15 7 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 792 65 1
"1401" "exp1" 15 8 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 659 45 1
"1401" "exp1" 15 9 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 643 45 1
"1401" "exp1" 15 10 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 698 75 1
"1401" "exp1" 15 11 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 898 15 1
"1401" "exp1" 15 12 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 672 20 1
"1401" "exp1" 15 13 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 574 65 1
"1401" "exp1" 15 14 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 747 35 1
"1401" "exp1" 15 15 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 575 45 1
"1401" "exp1" 15 16 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 778 35 1
"1401" "exp1" 15 17 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 510 75 1
"1401" "exp1" 15 18 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 623 20 1
"1401" "exp1" 15 19 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 788 0 0
"1401" "exp1" 15 20 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 717 30 1
"1401" "exp1" 15 21 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 771 0 0
"1401" "exp1" 15 22 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 2277 0 0
"1401" "exp1" 15 23 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 621 35 1
"1401" "exp1" 15 24 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 664 25 1
"1401" "exp1" 15 25 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 710 25 1
"1401" "exp1" 15 26 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 773 75 1
"1401" "exp1" 15 27 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 1707 0 0
"1401" "exp1" 15 28 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 979 65 1
"1401" "exp1" 15 29 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 727 75 1
"1401" "exp1" 15 30 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 872 0 0
"1401" "exp1" 15 31 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 817 65 1
"1401" "exp1" 15 32 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 797 25 1
"1401" "exp1" 15 33 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1134 15 1
"1401" "exp1" 15 34 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 925 65 1
"1401" "exp1" 15 35 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 1275 65 1
"1401" "exp1" 15 36 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 2004 45 1
"1401" "exp1" 15 37 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 796 75 1
"1401" "exp1" 15 38 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1045 60 1
"1401" "exp1" 15 39 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 917 65 1
"1401" "exp1" 15 40 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 832 0 0
"1401" "exp1" 15 41 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 680 20 1
"1401" "exp1" 15 42 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 863 25 1
"1401" "exp1" 15 43 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 816 25 1
"1401" "exp1" 15 44 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 779 20 1
"1401" "exp1" 15 45 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 817 45 1
"1401" "exp1" 15 46 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1011 0 0
"1401" "exp1" 15 47 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1085 25 1
"1401" "exp1" 15 48 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 744 15 1
"1401" "exp1" 15 49 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 901 60 1
"1401" "exp1" 15 50 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1003 45 1
"1401" "exp1" 15 51 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 702 75 1
"1401" "exp1" 15 52 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 805 25 1
"1401" "exp1" 15 53 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 2 997 0 0
"1401" "exp1" 15 54 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 2 610 0 0
"1401" "exp1" 15 55 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1171 30 1
"1401" "exp1" 15 56 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 1906 15 1
"1401" "exp1" 15 57 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 1086 65 1
"1401" "exp1" 15 58 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 910 15 1
"1401" "exp1" 15 59 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 967 15 1
"1401" "exp1" 15 60 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 735 35 1
"1401" "exp1" 16 1 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 788 30 1
"1401" "exp1" 16 2 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 774 75 1
"1401" "exp1" 16 3 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1123 0 0
"1401" "exp1" 16 4 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 1265 0 0
"1401" "exp1" 16 5 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 900 25 1
"1401" "exp1" 16 6 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 906 60 1
"1401" "exp1" 16 7 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 808 25 1
"1401" "exp1" 16 8 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 2 1673 55 1
"1401" "exp1" 16 9 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 2 1377 0 0
"1401" "exp1" 16 10 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 672 75 1
"1401" "exp1" 16 11 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 968 0 0
"1401" "exp1" 16 12 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 789 65 1
"1401" "exp1" 16 13 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 731 25 1
"1401" "exp1" 16 14 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1752 0 0
"1401" "exp1" 16 15 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 840 20 1
"1401" "exp1" 16 16 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 833 45 1
"1401" "exp1" 16 17 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 677 75 1
"1401" "exp1" 16 18 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 774 0 0
"1401" "exp1" 16 19 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 585 0 0
"1401" "exp1" 16 20 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 2 1162 0 0
"1401" "exp1" 16 21 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 862 25 1
"1401" "exp1" 16 22 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1093 20 1
"1401" "exp1" 16 23 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 905 0 0
"1401" "exp1" 16 24 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 1191 0 0
"1401" "exp1" 16 25 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1307 0 0
"1401" "exp1" 16 26 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 797 15 1
"1401" "exp1" 16 27 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 974 0 0
"1401" "exp1" 16 28 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 666 25 1
"1401" "exp1" 16 29 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 683 0 0
"1401" "exp1" 16 30 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 774 0 0
"1401" "exp1" 16 31 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 1032 75 1
"1401" "exp1" 16 32 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1021 25 1
"1401" "exp1" 16 33 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 1166 0 0
"1401" "exp1" 16 34 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 973 0 0
"1401" "exp1" 16 35 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 764 65 1
"1401" "exp1" 16 36 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 811 35 1
"1401" "exp1" 16 37 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 833 25 1
"1401" "exp1" 16 38 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 2085 15 1
"1401" "exp1" 16 39 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1318 65 1
"1401" "exp1" 16 40 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 783 45 1
"1401" "exp1" 16 41 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 974 75 1
"1401" "exp1" 16 42 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 650 75 1
"1401" "exp1" 16 43 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 883 45 1
"1401" "exp1" 16 44 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 910 25 1
"1401" "exp1" 16 45 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 624 0 0
"1401" "exp1" 16 46 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 636 35 1
"1401" "exp1" 16 47 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1026 0 0
"1401" "exp1" 16 48 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 767 60 1
"1401" "exp1" 16 49 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 1338 0 0
"1401" "exp1" 16 50 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1169 0 0
"1401" "exp1" 16 51 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 747 45 1
"1401" "exp1" 16 52 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 731 0 0
"1401" "exp1" 16 53 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1028 15 1
"1401" "exp1" 16 54 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1171 0 0
"1401" "exp1" 16 55 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 690 75 1
"1401" "exp1" 16 56 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 976 0 0
"1401" "exp1" 16 57 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 2663 0 0
"1401" "exp1" 16 58 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 933 35 1
"1401" "exp1" 16 59 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1023 65 1
"1401" "exp1" 16 60 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 886 15 1
"1401" "exp1" 17 1 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 753 65 1
"1401" "exp1" 17 2 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 637 75 1
"1401" "exp1" 17 3 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 596 75 1
"1401" "exp1" 17 4 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1120 35 1
"1401" "exp1" 17 5 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 599 75 1
"1401" "exp1" 17 6 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1105 35 1
"1401" "exp1" 17 7 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 964 45 1
"1401" "exp1" 17 8 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 598 65 1
"1401" "exp1" 17 9 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 775 65 1
"1401" "exp1" 17 10 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1054 15 1
"1401" "exp1" 17 11 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 542 20 1
"1401" "exp1" 17 12 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 977 0 0
"1401" "exp1" 17 13 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 794 15 1
"1401" "exp1" 17 14 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 860 85 1
"1401" "exp1" 17 15 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 1376 0 0
"1401" "exp1" 17 16 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1391 0 0
"1401" "exp1" 17 17 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 884 25 1
"1401" "exp1" 17 18 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 745 0 0
"1401" "exp1" 17 19 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 871 0 0
"1401" "exp1" 17 20 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 604 75 1
"1401" "exp1" 17 21 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 806 60 1
"1401" "exp1" 17 22 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1132 0 0
"1401" "exp1" 17 23 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 1051 0 0
"1401" "exp1" 17 24 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 817 45 1
"1401" "exp1" 17 25 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 713 15 1
"1401" "exp1" 17 26 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 820 35 1
"1401" "exp1" 17 27 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1018 0 0
"1401" "exp1" 17 28 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 861 60 1
"1401" "exp1" 17 29 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 840 25 1
"1401" "exp1" 17 30 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 592 0 0
"1401" "exp1" 17 31 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1444 30 1
"1401" "exp1" 17 32 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 713 15 1
"1401" "exp1" 17 33 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 843 20 1
"1401" "exp1" 17 34 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 2185 85 1
"1401" "exp1" 17 35 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 1042 65 1
"1401" "exp1" 17 36 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 661 25 1
"1401" "exp1" 17 37 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 714 0 0
"1401" "exp1" 17 38 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 2101 0 0
"1401" "exp1" 17 39 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 702 25 1
"1401" "exp1" 17 40 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 1876 55 1
"1401" "exp1" 17 41 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1131 45 1
"1401" "exp1" 17 42 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 741 30 1
"1401" "exp1" 17 43 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 592 0 0
"1401" "exp1" 17 44 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 916 0 0
"1401" "exp1" 17 45 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 621 75 1
"1401" "exp1" 17 46 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 750 30 1
"1401" "exp1" 17 47 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 566 65 1
"1401" "exp1" 17 48 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 745 15 1
"1401" "exp1" 17 49 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 900 55 1
"1401" "exp1" 17 50 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 1778 0 0
"1401" "exp1" 17 51 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 813 0 0
"1401" "exp1" 17 52 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 681 0 0
"1401" "exp1" 17 53 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 738 25 1
"1401" "exp1" 17 54 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 856 35 1
"1401" "exp1" 17 55 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1354 0 0
"1401" "exp1" 17 56 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 1052 75 1
"1401" "exp1" 17 57 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 716 0 0
"1401" "exp1" 17 58 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 840 30 1
"1401" "exp1" 17 59 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 735 35 1
"1401" "exp1" 17 60 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 859 0 0
"1401" "exp1" 18 1 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 725 0 0
"1401" "exp1" 18 2 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1195 35 1
"1401" "exp1" 18 3 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1418 0 0
"1401" "exp1" 18 4 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 773 30 1
"1401" "exp1" 18 5 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 683 65 1
"1401" "exp1" 18 6 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 671 60 1
"1401" "exp1" 18 7 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 645 45 1
"1401" "exp1" 18 8 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 707 0 0
"1401" "exp1" 18 9 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 623 25 1
"1401" "exp1" 18 10 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1141 85 1
"1401" "exp1" 18 11 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1036 35 1
"1401" "exp1" 18 12 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1457 30 1
"1401" "exp1" 18 13 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 650 65 1
"1401" "exp1" 18 14 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 805 25 1
"1401" "exp1" 18 15 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 841 45 1
"1401" "exp1" 18 16 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 631 25 1
"1401" "exp1" 18 17 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 2 967 0 0
"1401" "exp1" 18 18 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 930 0 0
"1401" "exp1" 18 19 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1223 45 1
"1401" "exp1" 18 20 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 929 15 1
"1401" "exp1" 18 21 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 1134 75 1
"1401" "exp1" 18 22 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 752 0 0
"1401" "exp1" 18 23 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 631 35 1
"1401" "exp1" 18 24 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 641 0 0
"1401" "exp1" 18 25 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 626 25 1
"1401" "exp1" 18 26 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 602 0 0
"1401" "exp1" 18 27 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 870 40 1
"1401" "exp1" 18 28 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 799 65 1
"1401" "exp1" 18 29 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 771 25 1
"1401" "exp1" 18 30 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 840 25 1
"1401" "exp1" 18 31 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 875 25 1
"1401" "exp1" 18 32 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 792 60 1
"1401" "exp1" 18 33 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 846 75 1
"1401" "exp1" 18 34 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 607 65 1
"1401" "exp1" 18 35 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 899 0 0
"1401" "exp1" 18 36 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 2 1229 0 0
"1401" "exp1" 18 37 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 1997 0 0
"1401" "exp1" 18 38 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 1035 0 0
"1401" "exp1" 18 39 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 816 20 1
"1401" "exp1" 18 40 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 894 0 0
"1401" "exp1" 18 41 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 715 20 1
"1401" "exp1" 18 42 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 972 45 1
"1401" "exp1" 18 43 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 606 65 1
"1401" "exp1" 18 44 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 767 0 0
"1401" "exp1" 18 45 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 741 0 0
"1401" "exp1" 18 46 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 923 0 0
"1401" "exp1" 18 47 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 710 20 1
"1401" "exp1" 18 48 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 833 25 1
"1401" "exp1" 18 49 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 710 30 1
"1401" "exp1" 18 50 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 619 0 0
"1401" "exp1" 18 51 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 803 15 1
"1401" "exp1" 18 52 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 777 15 1
"1401" "exp1" 18 53 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 526 75 1
"1401" "exp1" 18 54 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 714 0 0
"1401" "exp1" 18 55 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 542 75 1
"1401" "exp1" 18 56 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 699 65 1
"1401" "exp1" 18 57 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 701 45 1
"1401" "exp1" 18 58 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 870 35 1
"1401" "exp1" 18 59 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 771 65 1
"1401" "exp1" 18 60 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 939 65 1
"1401" "exp1" 19 1 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 669 20 1
"1401" "exp1" 19 2 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 904 25 1
"1401" "exp1" 19 3 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 593 25 1
"1401" "exp1" 19 4 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 1094 65 1
"1401" "exp1" 19 5 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 772 15 1
"1401" "exp1" 19 6 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 828 0 0
"1401" "exp1" 19 7 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 744 65 1
"1401" "exp1" 19 8 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 742 65 1
"1401" "exp1" 19 9 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 743 0 0
"1401" "exp1" 19 10 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 837 45 1
"1401" "exp1" 19 11 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 729 0 0
"1401" "exp1" 19 12 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 1190 0 0
"1401" "exp1" 19 13 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 977 0 0
"1401" "exp1" 19 14 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1297 45 1
"1401" "exp1" 19 15 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 969 0 0
"1401" "exp1" 19 16 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 902 45 1
"1401" "exp1" 19 17 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 2 2388 0 0
"1401" "exp1" 19 18 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 839 75 1
"1401" "exp1" 19 19 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1094 20 1
"1401" "exp1" 19 20 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1005 0 0
"1401" "exp1" 19 21 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 551 75 1
"1401" "exp1" 19 22 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1191 35 1
"1401" "exp1" 19 23 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 761 25 1
"1401" "exp1" 19 24 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 767 25 1
"1401" "exp1" 19 25 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 676 75 1
"1401" "exp1" 19 26 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 1128 55 1
"1401" "exp1" 19 27 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1287 60 1
"1401" "exp1" 19 28 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 805 0 0
"1401" "exp1" 19 29 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 696 0 0
"1401" "exp1" 19 30 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 748 35 1
"1401" "exp1" 19 31 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1060 65 1
"1401" "exp1" 19 32 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 1069 25 1
"1401" "exp1" 19 33 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1064 0 0
"1401" "exp1" 19 34 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1064 0 0
"1401" "exp1" 19 35 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 856 45 1
"1401" "exp1" 19 36 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 1208 15 1
"1401" "exp1" 19 37 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1090 0 0
"1401" "exp1" 19 38 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1314 30 1
"1401" "exp1" 19 39 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 959 35 1
"1401" "exp1" 19 40 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 893 30 1
"1401" "exp1" 19 41 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 959 75 1
"1401" "exp1" 19 42 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 598 0 0
"1401" "exp1" 19 43 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 824 0 0
"1401" "exp1" 19 44 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 648 75 1
"1401" "exp1" 19 45 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 813 35 1
"1401" "exp1" 19 46 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 672 65 1
"1401" "exp1" 19 47 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 695 45 1
"1401" "exp1" 19 48 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 579 75 1
"1401" "exp1" 19 49 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 954 15 1
"1401" "exp1" 19 50 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 837 45 1
"1401" "exp1" 19 51 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 853 25 1
"1401" "exp1" 19 52 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 697 0 0
"1401" "exp1" 19 53 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 829 0 0
"1401" "exp1" 19 54 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 710 20 1
"1401" "exp1" 19 55 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 563 25 1
"1401" "exp1" 19 56 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 590 0 0
"1401" "exp1" 19 57 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 508 75 1
"1401" "exp1" 19 58 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 587 15 1
"1401" "exp1" 19 59 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 589 20 1
"1401" "exp1" 19 60 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 564 65 1
"1401" "exp1" 20 1 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 898 15 1
"1401" "exp1" 20 2 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 715 20 1
"1401" "exp1" 20 3 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 1193 25 1
"1401" "exp1" 20 4 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 824 35 1
"1401" "exp1" 20 5 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 566 0 0
"1401" "exp1" 20 6 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 657 20 1
"1401" "exp1" 20 7 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 680 45 1
"1401" "exp1" 20 8 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 660 15 1
"1401" "exp1" 20 9 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 832 0 0
"1401" "exp1" 20 10 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 955 65 1
"1401" "exp1" 20 11 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 630 75 1
"1401" "exp1" 20 12 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 936 0 0
"1401" "exp1" 20 13 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 572 75 1
"1401" "exp1" 20 14 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 1091 45 1
"1401" "exp1" 20 15 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 607 30 1
"1401" "exp1" 20 16 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 856 0 0
"1401" "exp1" 20 17 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 662 0 0
"1401" "exp1" 20 18 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 1057 75 1
"1401" "exp1" 20 19 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 882 0 0
"1401" "exp1" 20 20 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1178 0 0
"1401" "exp1" 20 21 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 2 1094 55 1
"1401" "exp1" 20 22 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 931 20 1
"1401" "exp1" 20 23 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1520 35 1
"1401" "exp1" 20 24 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 916 0 0
"1401" "exp1" 20 25 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 733 30 1
"1401" "exp1" 20 26 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 651 0 0
"1401" "exp1" 20 27 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 2238 0 0
"1401" "exp1" 20 28 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 741 35 1
"1401" "exp1" 20 29 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 743 35 1
"1401" "exp1" 20 30 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 845 25 1
"1401" "exp1" 20 31 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1102 0 0
"1401" "exp1" 20 32 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 936 0 0
"1401" "exp1" 20 33 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1107 0 0
"1401" "exp1" 20 34 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1121 0 0
"1401" "exp1" 20 35 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 678 15 1
"1401" "exp1" 20 36 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 588 0 0
"1401" "exp1" 20 37 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1322 0 0
"1401" "exp1" 20 38 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 689 45 1
"1401" "exp1" 20 39 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 877 25 1
"1401" "exp1" 20 40 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 581 65 1
"1401" "exp1" 20 41 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 701 25 1
"1401" "exp1" 20 42 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 1094 85 1
"1401" "exp1" 20 43 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 2 602 0 0
"1401" "exp1" 20 44 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1203 45 1
"1401" "exp1" 20 45 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 685 25 1
"1401" "exp1" 20 46 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1001 0 0
"1401" "exp1" 20 47 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 790 45 1
"1401" "exp1" 20 48 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 769 0 0
"1401" "exp1" 20 49 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 675 35 1
"1401" "exp1" 20 50 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 735 15 1
"1401" "exp1" 20 51 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 632 0 0
"1401" "exp1" 20 52 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 834 30 1
"1401" "exp1" 20 53 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 773 65 1
"1401" "exp1" 20 54 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 1277 0 0
"1401" "exp1" 20 55 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 750 75 1
"1401" "exp1" 20 56 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 630 75 1
"1401" "exp1" 20 57 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 977 45 1
"1401" "exp1" 20 58 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 851 0 0
"1401" "exp1" 20 59 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 744 25 1
"1401" "exp1" 20 60 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 628 65 1
"1403" "exp1" 1 1 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 584 80 1
"1403" "exp1" 1 2 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 2 401 0 0
"1403" "exp1" 1 3 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 937 0 0
"1403" "exp1" 1 4 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1014 35 1
"1403" "exp1" 1 5 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 1038 35 1
"1403" "exp1" 1 6 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 715 0 0
"1403" "exp1" 1 7 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 793 0 0
"1403" "exp1" 1 8 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 748 15 1
"1403" "exp1" 1 9 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 584 45 1
"1403" "exp1" 1 10 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 497 0 0
"1403" "exp1" 1 11 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 394 65 1
"1403" "exp1" 1 12 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 527 0 0
"1403" "exp1" 1 13 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 656 25 1
"1403" "exp1" 1 14 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 604 65 1
"1403" "exp1" 1 15 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 643 40 1
"1403" "exp1" 1 16 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 578 25 1
"1403" "exp1" 1 17 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 768 45 1
"1403" "exp1" 1 18 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 501 0 0
"1403" "exp1" 1 19 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 655 65 1
"1403" "exp1" 1 20 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 2 432 0 0
"1403" "exp1" 1 21 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 696 30 1
"1403" "exp1" 1 22 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 1191 75 1
"1403" "exp1" 1 23 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 643 0 0
"1403" "exp1" 1 24 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 412 75 1
"1403" "exp1" 1 25 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 444 25 1
"1403" "exp1" 1 26 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 500 60 1
"1403" "exp1" 1 27 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 848 45 1
"1403" "exp1" 1 28 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 569 20 1
"1403" "exp1" 1 29 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 392 60 1
"1403" "exp1" 1 30 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 930 35 1
"1403" "exp1" 1 31 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 496 75 1
"1403" "exp1" 1 32 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 695 15 1
"1403" "exp1" 1 33 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 789 65 1
"1403" "exp1" 1 34 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 629 0 0
"1403" "exp1" 1 35 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 1205 75 1
"1403" "exp1" 1 36 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 558 75 1
"1403" "exp1" 1 37 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 494 75 1
"1403" "exp1" 1 38 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 642 0 0
"1403" "exp1" 1 39 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 718 0 0
"1403" "exp1" 1 40 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 620 20 1
"1403" "exp1" 1 41 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 505 0 0
"1403" "exp1" 1 42 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 600 25 1
"1403" "exp1" 1 43 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 775 65 1
"1403" "exp1" 1 44 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 600 20 1
"1403" "exp1" 1 45 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 519 25 1
"1403" "exp1" 1 46 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 446 0 0
"1403" "exp1" 1 47 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 454 25 1
"1403" "exp1" 1 48 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 577 30 1
"1403" "exp1" 1 49 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 776 0 0
"1403" "exp1" 1 50 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 579 35 1
"1403" "exp1" 1 51 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 569 0 0
"1403" "exp1" 1 52 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 723 15 1
"1403" "exp1" 1 53 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 864 45 1
"1403" "exp1" 1 54 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 430 0 0
"1403" "exp1" 1 55 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 588 30 1
"1403" "exp1" 1 56 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 413 85 1
"1403" "exp1" 1 57 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 458 25 1
"1403" "exp1" 1 58 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 411 0 0
"1403" "exp1" 1 59 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 518 40 1
"1403" "exp1" 1 60 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 700 35 1
"1403" "exp1" 2 1 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 673 0 0
"1403" "exp1" 2 2 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 2 717 55 1
"1403" "exp1" 2 3 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 852 65 1
"1403" "exp1" 2 4 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 706 0 0
"1403" "exp1" 2 5 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 496 75 1
"1403" "exp1" 2 6 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 499 0 0
"1403" "exp1" 2 7 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 807 20 1
"1403" "exp1" 2 8 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 505 30 1
"1403" "exp1" 2 9 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 476 0 0
"1403" "exp1" 2 10 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 409 65 1
"1403" "exp1" 2 11 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 421 35 1
"1403" "exp1" 2 12 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 424 25 1
"1403" "exp1" 2 13 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 664 15 1
"1403" "exp1" 2 14 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 441 0 0
"1403" "exp1" 2 15 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 520 75 1
"1403" "exp1" 2 16 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 2 401 0 0
"1403" "exp1" 2 17 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 667 30 1
"1403" "exp1" 2 18 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 708 0 0
"1403" "exp1" 2 19 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 555 25 1
"1403" "exp1" 2 20 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 728 0 0
"1403" "exp1" 2 21 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 420 0 0
"1403" "exp1" 2 22 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 513 15 1
"1403" "exp1" 2 23 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 602 0 0
"1403" "exp1" 2 24 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 497 45 1
"1403" "exp1" 2 25 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 546 35 1
"1403" "exp1" 2 26 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 506 0 0
"1403" "exp1" 2 27 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 558 0 0
"1403" "exp1" 2 28 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 483 0 0
"1403" "exp1" 2 29 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 415 40 1
"1403" "exp1" 2 30 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 761 20 1
"1403" "exp1" 2 31 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 2 445 25 1
"1403" "exp1" 2 32 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 519 45 1
"1403" "exp1" 2 33 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 566 25 1
"1403" "exp1" 2 34 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 2 600 35 1
"1403" "exp1" 2 35 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 696 40 1
"1403" "exp1" 2 36 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 655 45 1
"1403" "exp1" 2 37 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 575 25 1
"1403" "exp1" 2 38 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 667 75 1
"1403" "exp1" 2 39 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 529 20 1
"1403" "exp1" 2 40 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 632 55 1
"1403" "exp1" 2 41 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 782 75 1
"1403" "exp1" 2 42 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1183 30 1
"1403" "exp1" 2 43 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 473 0 0
"1403" "exp1" 2 44 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 424 45 1
"1403" "exp1" 2 45 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 400 0 0
"1403" "exp1" 2 46 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 608 15 1
"1403" "exp1" 2 47 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 578 0 0
"1403" "exp1" 2 48 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 861 45 1
"1403" "exp1" 2 49 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 503 40 1
"1403" "exp1" 2 50 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 2 327 25 1
"1403" "exp1" 2 51 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 532 35 1
"1403" "exp1" 2 52 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 438 15 1
"1403" "exp1" 2 53 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 553 35 1
"1403" "exp1" 2 54 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 492 40 1
"1403" "exp1" 2 55 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 581 35 1
"1403" "exp1" 2 56 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 450 0 0
"1403" "exp1" 2 57 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 573 0 0
"1403" "exp1" 2 58 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 492 35 1
"1403" "exp1" 2 59 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 504 75 1
"1403" "exp1" 2 60 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 625 35 1
"1403" "exp1" 3 1 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 583 65 1
"1403" "exp1" 3 2 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 466 25 1
"1403" "exp1" 3 3 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 389 0 0
"1403" "exp1" 3 4 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 450 75 1
"1403" "exp1" 3 5 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 574 65 1
"1403" "exp1" 3 6 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 329 15 1
"1403" "exp1" 3 7 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 531 15 1
"1403" "exp1" 3 8 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 407 75 1
"1403" "exp1" 3 9 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 477 25 1
"1403" "exp1" 3 10 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 813 30 1
"1403" "exp1" 3 11 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 515 35 1
"1403" "exp1" 3 12 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 421 65 1
"1403" "exp1" 3 13 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 2 509 0 0
"1403" "exp1" 3 14 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 683 0 0
"1403" "exp1" 3 15 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 526 0 0
"1403" "exp1" 3 16 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 423 20 1
"1403" "exp1" 3 17 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 493 30 1
"1403" "exp1" 3 18 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 505 0 0
"1403" "exp1" 3 19 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 362 0 0
"1403" "exp1" 3 20 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 501 15 1
"1403" "exp1" 3 21 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 612 65 1
"1403" "exp1" 3 22 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 524 30 1
"1403" "exp1" 3 23 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 344 0 0
"1403" "exp1" 3 24 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 603 0 0
"1403" "exp1" 3 25 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 620 0 0
"1403" "exp1" 3 26 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 573 65 1
"1403" "exp1" 3 27 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 502 75 1
"1403" "exp1" 3 28 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 448 0 0
"1403" "exp1" 3 29 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 656 45 1
"1403" "exp1" 3 30 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 561 35 1
"1403" "exp1" 3 31 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 616 75 1
"1403" "exp1" 3 32 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 658 25 1
"1403" "exp1" 3 33 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 734 15 1
"1403" "exp1" 3 34 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 446 35 1
"1403" "exp1" 3 35 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 461 75 1
"1403" "exp1" 3 36 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 848 45 1
"1403" "exp1" 3 37 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 486 0 0
"1403" "exp1" 3 38 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 547 45 1
"1403" "exp1" 3 39 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 545 85 1
"1403" "exp1" 3 40 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 523 35 1
"1403" "exp1" 3 41 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 455 25 1
"1403" "exp1" 3 42 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 473 0 0
"1403" "exp1" 3 43 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 542 25 1
"1403" "exp1" 3 44 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 937 20 1
"1403" "exp1" 3 45 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 390 25 1
"1403" "exp1" 3 46 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 2 634 0 0
"1403" "exp1" 3 47 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 526 30 1
"1403" "exp1" 3 48 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 569 45 1
"1403" "exp1" 3 49 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 617 45 1
"1403" "exp1" 3 50 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 747 45 1
"1403" "exp1" 3 51 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 601 35 1
"1403" "exp1" 3 52 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 420 75 1
"1403" "exp1" 3 53 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 471 75 1
"1403" "exp1" 3 54 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 2 480 35 1
"1403" "exp1" 3 55 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 859 45 1
"1403" "exp1" 3 56 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 582 35 1
"1403" "exp1" 3 57 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 439 0 0
"1403" "exp1" 3 58 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 536 35 1
"1403" "exp1" 3 59 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 697 0 0
"1403" "exp1" 3 60 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 491 85 1
"1403" "exp1" 4 1 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 1108 65 1
"1403" "exp1" 4 2 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 546 15 1
"1403" "exp1" 4 3 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 686 0 0
"1403" "exp1" 4 4 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 633 20 1
"1403" "exp1" 4 5 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 509 0 0
"1403" "exp1" 4 6 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 547 45 1
"1403" "exp1" 4 7 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 886 25 1
"1403" "exp1" 4 8 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 522 0 0
"1403" "exp1" 4 9 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 664 75 1
"1403" "exp1" 4 10 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 820 75 1
"1403" "exp1" 4 11 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 796 0 0
"1403" "exp1" 4 12 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 651 40 1
"1403" "exp1" 4 13 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 492 35 1
"1403" "exp1" 4 14 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 492 30 1
"1403" "exp1" 4 15 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 529 45 1
"1403" "exp1" 4 16 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 524 0 0
"1403" "exp1" 4 17 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 549 0 0
"1403" "exp1" 4 18 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 478 20 1
"1403" "exp1" 4 19 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 696 25 1
"1403" "exp1" 4 20 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 502 0 0
"1403" "exp1" 4 21 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 458 0 0
"1403" "exp1" 4 22 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 488 75 1
"1403" "exp1" 4 23 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 491 65 1
"1403" "exp1" 4 24 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 692 0 0
"1403" "exp1" 4 25 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 526 65 1
"1403" "exp1" 4 26 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 440 65 1
"1403" "exp1" 4 27 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 667 0 0
"1403" "exp1" 4 28 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 465 75 1
"1403" "exp1" 4 29 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 409 0 0
"1403" "exp1" 4 30 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 541 75 1
"1403" "exp1" 4 31 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 407 0 0
"1403" "exp1" 4 32 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 586 25 1
"1403" "exp1" 4 33 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 765 65 1
"1403" "exp1" 4 34 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 910 45 1
"1403" "exp1" 4 35 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 645 25 1
"1403" "exp1" 4 36 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 551 25 1
"1403" "exp1" 4 37 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 497 75 1
"1403" "exp1" 4 38 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 585 35 1
"1403" "exp1" 4 39 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 540 30 1
"1403" "exp1" 4 40 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 1123 65 1
"1403" "exp1" 4 41 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 810 15 1
"1403" "exp1" 4 42 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 537 75 1
"1403" "exp1" 4 43 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 568 15 1
"1403" "exp1" 4 44 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 583 0 0
"1403" "exp1" 4 45 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 630 45 1
"1403" "exp1" 4 46 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 674 20 1
"1403" "exp1" 4 47 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 488 25 1
"1403" "exp1" 4 48 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 413 75 1
"1403" "exp1" 4 49 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 660 0 0
"1403" "exp1" 4 50 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 504 35 1
"1403" "exp1" 4 51 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 395 0 0
"1403" "exp1" 4 52 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 390 45 1
"1403" "exp1" 4 53 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 805 35 1
"1403" "exp1" 4 54 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 432 15 1
"1403" "exp1" 4 55 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 874 0 0
"1403" "exp1" 4 56 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 464 25 1
"1403" "exp1" 4 57 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 606 30 1
"1403" "exp1" 4 58 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 579 15 1
"1403" "exp1" 4 59 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 483 35 1
"1403" "exp1" 4 60 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 800 35 1
"1403" "exp1" 5 1 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 601 15 1
"1403" "exp1" 5 2 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 368 0 0
"1403" "exp1" 5 3 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 500 30 1
"1403" "exp1" 5 4 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 2 324 35 1
"1403" "exp1" 5 5 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 354 45 1
"1403" "exp1" 5 6 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 627 35 1
"1403" "exp1" 5 7 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 381 65 1
"1403" "exp1" 5 8 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 381 0 0
"1403" "exp1" 5 9 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 2 394 0 0
"1403" "exp1" 5 10 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 478 0 0
"1403" "exp1" 5 11 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 606 65 1
"1403" "exp1" 5 12 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 588 45 1
"1403" "exp1" 5 13 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 622 25 1
"1403" "exp1" 5 14 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 510 65 1
"1403" "exp1" 5 15 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 386 75 1
"1403" "exp1" 5 16 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 486 15 1
"1403" "exp1" 5 17 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 362 25 1
"1403" "exp1" 5 18 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 380 75 1
"1403" "exp1" 5 19 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 2 305 0 0
"1403" "exp1" 5 20 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 2 485 65 1
"1403" "exp1" 5 21 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 877 40 1
"1403" "exp1" 5 22 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 575 75 1
"1403" "exp1" 5 23 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 2 428 0 0
"1403" "exp1" 5 24 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 594 15 1
"1403" "exp1" 5 25 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 652 65 1
"1403" "exp1" 5 26 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 505 25 1
"1403" "exp1" 5 27 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 698 35 1
"1403" "exp1" 5 28 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 480 25 1
"1403" "exp1" 5 29 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 701 15 1
"1403" "exp1" 5 30 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 588 45 1
"1403" "exp1" 5 31 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 471 65 1
"1403" "exp1" 5 32 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 459 75 1
"1403" "exp1" 5 33 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 543 20 1
"1403" "exp1" 5 34 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 430 75 1
"1403" "exp1" 5 35 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 592 20 1
"1403" "exp1" 5 36 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 389 25 1
"1403" "exp1" 5 37 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 562 0 0
"1403" "exp1" 5 38 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 490 0 0
"1403" "exp1" 5 39 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 544 15 1
"1403" "exp1" 5 40 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 408 0 0
"1403" "exp1" 5 41 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 790 65 1
"1403" "exp1" 5 42 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 473 0 0
"1403" "exp1" 5 43 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 537 0 0
"1403" "exp1" 5 44 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 448 15 1
"1403" "exp1" 5 45 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 576 0 0
"1403" "exp1" 5 46 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 511 0 0
"1403" "exp1" 5 47 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 759 15 1
"1403" "exp1" 5 48 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 422 75 1
"1403" "exp1" 5 49 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 2 507 0 0
"1403" "exp1" 5 50 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 586 30 1
"1403" "exp1" 5 51 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 545 15 1
"1403" "exp1" 5 52 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 416 40 1
"1403" "exp1" 5 53 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 448 35 1
"1403" "exp1" 5 54 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 534 0 0
"1403" "exp1" 5 55 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 462 0 0
"1403" "exp1" 5 56 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 531 75 1
"1403" "exp1" 5 57 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 456 0 0
"1403" "exp1" 5 58 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 507 40 1
"1403" "exp1" 5 59 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 680 0 0
"1403" "exp1" 5 60 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 516 20 1
"1403" "exp1" 6 1 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 753 0 0
"1403" "exp1" 6 2 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 483 75 1
"1403" "exp1" 6 3 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 580 0 0
"1403" "exp1" 6 4 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 386 15 1
"1403" "exp1" 6 5 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 340 0 0
"1403" "exp1" 6 6 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 564 0 0
"1403" "exp1" 6 7 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 520 65 1
"1403" "exp1" 6 8 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 357 35 1
"1403" "exp1" 6 9 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 613 35 1
"1403" "exp1" 6 10 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 625 65 1
"1403" "exp1" 6 11 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 576 0 0
"1403" "exp1" 6 12 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 567 45 1
"1403" "exp1" 6 13 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 763 30 1
"1403" "exp1" 6 14 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 454 0 0
"1403" "exp1" 6 15 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 529 0 0
"1403" "exp1" 6 16 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 476 0 0
"1403" "exp1" 6 17 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 683 0 0
"1403" "exp1" 6 18 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 540 20 1
"1403" "exp1" 6 19 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 434 0 0
"1403" "exp1" 6 20 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 918 0 0
"1403" "exp1" 6 21 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 553 0 0
"1403" "exp1" 6 22 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 588 0 0
"1403" "exp1" 6 23 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 524 20 1
"1403" "exp1" 6 24 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 483 0 0
"1403" "exp1" 6 25 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 492 0 0
"1403" "exp1" 6 26 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 481 0 0
"1403" "exp1" 6 27 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 576 75 1
"1403" "exp1" 6 28 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 451 30 1
"1403" "exp1" 6 29 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 460 15 1
"1403" "exp1" 6 30 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 512 0 0
"1403" "exp1" 6 31 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 613 15 1
"1403" "exp1" 6 32 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 434 20 1
"1403" "exp1" 6 33 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 703 40 1
"1403" "exp1" 6 34 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 2 480 0 0
"1403" "exp1" 6 35 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 549 0 0
"1403" "exp1" 6 36 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 524 40 1
"1403" "exp1" 6 37 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 486 40 1
"1403" "exp1" 6 38 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 437 75 1
"1403" "exp1" 6 39 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 439 45 1
"1403" "exp1" 6 40 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 643 75 1
"1403" "exp1" 6 41 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 563 25 1
"1403" "exp1" 6 42 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 370 0 0
"1403" "exp1" 6 43 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 495 65 1
"1403" "exp1" 6 44 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 482 25 1
"1403" "exp1" 6 45 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 2 367 0 0
"1403" "exp1" 6 46 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 547 35 1
"1403" "exp1" 6 47 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 485 35 1
"1403" "exp1" 6 48 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 458 40 1
"1403" "exp1" 6 49 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 439 25 1
"1403" "exp1" 6 50 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 484 0 0
"1403" "exp1" 6 51 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 445 25 1
"1403" "exp1" 6 52 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 555 25 1
"1403" "exp1" 6 53 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 476 75 1
"1403" "exp1" 6 54 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 2 473 65 1
"1403" "exp1" 6 55 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 532 20 1
"1403" "exp1" 6 56 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 483 0 0
"1403" "exp1" 6 57 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 639 45 1
"1403" "exp1" 6 58 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 568 25 1
"1403" "exp1" 6 59 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 2 463 0 0
"1403" "exp1" 6 60 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 351 75 1
"1403" "exp1" 7 1 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 515 75 1
"1403" "exp1" 7 2 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 529 0 0
"1403" "exp1" 7 3 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 492 0 0
"1403" "exp1" 7 4 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 528 0 0
"1403" "exp1" 7 5 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 496 0 0
"1403" "exp1" 7 6 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 477 45 1
"1403" "exp1" 7 7 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 2 487 0 0
"1403" "exp1" 7 8 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 474 35 1
"1403" "exp1" 7 9 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 2 628 0 0
"1403" "exp1" 7 10 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 639 65 1
"1403" "exp1" 7 11 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 841 0 0
"1403" "exp1" 7 12 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 588 40 1
"1403" "exp1" 7 13 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 491 45 1
"1403" "exp1" 7 14 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 695 30 1
"1403" "exp1" 7 15 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 689 75 1
"1403" "exp1" 7 16 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 498 75 1
"1403" "exp1" 7 17 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 460 0 0
"1403" "exp1" 7 18 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 561 0 0
"1403" "exp1" 7 19 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 476 0 0
"1403" "exp1" 7 20 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 330 0 0
"1403" "exp1" 7 21 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 506 65 1
"1403" "exp1" 7 22 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 520 0 0
"1403" "exp1" 7 23 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 2 442 0 0
"1403" "exp1" 7 24 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 1048 75 1
"1403" "exp1" 7 25 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 478 20 1
"1403" "exp1" 7 26 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 669 20 1
"1403" "exp1" 7 27 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 843 25 1
"1403" "exp1" 7 28 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 765 20 1
"1403" "exp1" 7 29 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 627 85 1
"1403" "exp1" 7 30 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 481 65 1
"1403" "exp1" 7 31 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1364 0 0
"1403" "exp1" 7 32 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 457 75 1
"1403" "exp1" 7 33 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 462 45 1
"1403" "exp1" 7 34 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 629 15 1
"1403" "exp1" 7 35 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 693 0 0
"1403" "exp1" 7 36 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 542 45 1
"1403" "exp1" 7 37 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 565 75 1
"1403" "exp1" 7 38 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 588 15 1
"1403" "exp1" 7 39 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 564 0 0
"1403" "exp1" 7 40 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 522 65 1
"1403" "exp1" 7 41 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 2 633 85 1
"1403" "exp1" 7 42 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 827 75 1
"1403" "exp1" 7 43 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 645 0 0
"1403" "exp1" 7 44 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 422 85 1
"1403" "exp1" 7 45 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 717 35 1
"1403" "exp1" 7 46 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 616 65 1
"1403" "exp1" 7 47 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 506 0 0
"1403" "exp1" 7 48 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 551 15 1
"1403" "exp1" 7 49 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 458 25 1
"1403" "exp1" 7 50 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 703 65 1
"1403" "exp1" 7 51 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 594 15 1
"1403" "exp1" 7 52 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 516 35 1
"1403" "exp1" 7 53 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 492 30 1
"1403" "exp1" 7 54 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 489 30 1
"1403" "exp1" 7 55 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 592 65 1
"1403" "exp1" 7 56 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 569 0 0
"1403" "exp1" 7 57 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 605 25 1
"1403" "exp1" 7 58 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 577 15 1
"1403" "exp1" 7 59 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 592 0 0
"1403" "exp1" 7 60 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 534 65 1
"1403" "exp1" 8 1 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 508 0 0
"1403" "exp1" 8 2 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 565 25 1
"1403" "exp1" 8 3 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 516 0 0
"1403" "exp1" 8 4 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 428 0 0
"1403" "exp1" 8 5 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 562 15 1
"1403" "exp1" 8 6 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 609 15 1
"1403" "exp1" 8 7 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 462 0 0
"1403" "exp1" 8 8 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 462 0 0
"1403" "exp1" 8 9 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 453 15 1
"1403" "exp1" 8 10 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 387 65 1
"1403" "exp1" 8 11 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 533 20 1
"1403" "exp1" 8 12 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 440 45 1
"1403" "exp1" 8 13 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 2 431 35 1
"1403" "exp1" 8 14 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 519 45 1
"1403" "exp1" 8 15 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 622 0 0
"1403" "exp1" 8 16 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 610 0 0
"1403" "exp1" 8 17 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 356 65 1
"1403" "exp1" 8 18 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 469 75 1
"1403" "exp1" 8 19 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 609 75 1
"1403" "exp1" 8 20 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 601 30 1
"1403" "exp1" 8 21 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 492 45 1
"1403" "exp1" 8 22 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 409 75 1
"1403" "exp1" 8 23 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 543 30 1
"1403" "exp1" 8 24 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 336 0 0
"1403" "exp1" 8 25 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 656 0 0
"1403" "exp1" 8 26 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 678 20 1
"1403" "exp1" 8 27 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 565 30 1
"1403" "exp1" 8 28 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 719 25 1
"1403" "exp1" 8 29 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 534 0 0
"1403" "exp1" 8 30 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 2 512 0 0
"1403" "exp1" 8 31 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 528 0 0
"1403" "exp1" 8 32 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 495 40 1
"1403" "exp1" 8 33 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 438 0 0
"1403" "exp1" 8 34 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 575 0 0
"1403" "exp1" 8 35 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 746 75 1
"1403" "exp1" 8 36 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 613 0 0
"1403" "exp1" 8 37 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 506 0 0
"1403" "exp1" 8 38 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 476 20 1
"1403" "exp1" 8 39 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 600 15 1
"1403" "exp1" 8 40 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 564 0 0
"1403" "exp1" 8 41 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 853 65 1
"1403" "exp1" 8 42 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 391 0 0
"1403" "exp1" 8 43 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 946 15 1
"1403" "exp1" 8 44 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 652 0 0
"1403" "exp1" 8 45 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 698 15 1
"1403" "exp1" 8 46 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 2 426 0 0
"1403" "exp1" 8 47 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 458 45 1
"1403" "exp1" 8 48 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 555 25 1
"1403" "exp1" 8 49 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 626 25 1
"1403" "exp1" 8 50 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 590 45 1
"1403" "exp1" 8 51 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 516 35 1
"1403" "exp1" 8 52 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 565 25 1
"1403" "exp1" 8 53 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 431 35 1
"1403" "exp1" 8 54 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 573 15 1
"1403" "exp1" 8 55 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 615 65 1
"1403" "exp1" 8 56 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 734 65 1
"1403" "exp1" 8 57 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 482 80 1
"1403" "exp1" 8 58 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 422 75 1
"1403" "exp1" 8 59 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 738 75 1
"1403" "exp1" 8 60 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 529 75 1
"1403" "exp1" 9 1 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 511 75 1
"1403" "exp1" 9 2 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 529 45 1
"1403" "exp1" 9 3 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 719 75 1
"1403" "exp1" 9 4 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 433 15 1
"1403" "exp1" 9 5 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 585 0 0
"1403" "exp1" 9 6 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 330 0 0
"1403" "exp1" 9 7 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 557 0 0
"1403" "exp1" 9 8 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 520 35 1
"1403" "exp1" 9 9 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 782 0 0
"1403" "exp1" 9 10 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 394 0 0
"1403" "exp1" 9 11 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 767 35 1
"1403" "exp1" 9 12 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 487 30 1
"1403" "exp1" 9 13 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 479 30 1
"1403" "exp1" 9 14 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 449 0 0
"1403" "exp1" 9 15 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 511 20 1
"1403" "exp1" 9 16 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 421 45 1
"1403" "exp1" 9 17 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 466 15 1
"1403" "exp1" 9 18 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 414 0 0
"1403" "exp1" 9 19 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 415 0 0
"1403" "exp1" 9 20 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 580 20 1
"1403" "exp1" 9 21 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 370 25 1
"1403" "exp1" 9 22 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 369 45 1
"1403" "exp1" 9 23 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 396 0 0
"1403" "exp1" 9 24 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 414 25 1
"1403" "exp1" 9 25 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 431 65 1
"1403" "exp1" 9 26 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 514 0 0
"1403" "exp1" 9 27 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 374 25 1
"1403" "exp1" 9 28 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 462 45 1
"1403" "exp1" 9 29 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 489 0 0
"1403" "exp1" 9 30 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 461 75 1
"1403" "exp1" 9 31 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 530 25 1
"1403" "exp1" 9 32 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 529 60 1
"1403" "exp1" 9 33 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 487 0 0
"1403" "exp1" 9 34 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 446 15 1
"1403" "exp1" 9 35 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 532 25 1
"1403" "exp1" 9 36 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 481 40 1
"1403" "exp1" 9 37 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 482 0 0
"1403" "exp1" 9 38 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 620 15 1
"1403" "exp1" 9 39 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 408 0 0
"1403" "exp1" 9 40 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 818 0 0
"1403" "exp1" 9 41 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 494 0 0
"1403" "exp1" 9 42 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 444 15 1
"1403" "exp1" 9 43 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 489 0 0
"1403" "exp1" 9 44 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 442 45 1
"1403" "exp1" 9 45 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 2 385 0 0
"1403" "exp1" 9 46 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 452 65 1
"1403" "exp1" 9 47 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 586 65 1
"1403" "exp1" 9 48 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 454 0 0
"1403" "exp1" 9 49 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 517 30 1
"1403" "exp1" 9 50 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 459 0 0
"1403" "exp1" 9 51 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 597 0 0
"1403" "exp1" 9 52 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 462 40 1
"1403" "exp1" 9 53 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 498 0 0
"1403" "exp1" 9 54 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 465 45 1
"1403" "exp1" 9 55 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 508 0 0
"1403" "exp1" 9 56 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 580 0 0
"1403" "exp1" 9 57 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 498 15 1
"1403" "exp1" 9 58 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 1295 65 1
"1403" "exp1" 9 59 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 2 562 0 0
"1403" "exp1" 9 60 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 620 35 1
"1403" "exp1" 10 1 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 631 65 1
"1403" "exp1" 10 2 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 608 15 1
"1403" "exp1" 10 3 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 457 20 1
"1403" "exp1" 10 4 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 577 65 1
"1403" "exp1" 10 5 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 2 330 0 0
"1403" "exp1" 10 6 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 303 45 1
"1403" "exp1" 10 7 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 441 0 0
"1403" "exp1" 10 8 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 491 40 1
"1403" "exp1" 10 9 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 721 75 1
"1403" "exp1" 10 10 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 403 75 1
"1403" "exp1" 10 11 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 461 35 1
"1403" "exp1" 10 12 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 475 0 0
"1403" "exp1" 10 13 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 415 15 1
"1403" "exp1" 10 14 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 590 0 0
"1403" "exp1" 10 15 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 533 25 1
"1403" "exp1" 10 16 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 672 35 1
"1403" "exp1" 10 17 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 522 15 1
"1403" "exp1" 10 18 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 488 0 0
"1403" "exp1" 10 19 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 789 15 1
"1403" "exp1" 10 20 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 509 20 1
"1403" "exp1" 10 21 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 757 35 1
"1403" "exp1" 10 22 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 555 20 1
"1403" "exp1" 10 23 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1314 40 1
"1403" "exp1" 10 24 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 451 45 1
"1403" "exp1" 10 25 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 2 353 0 0
"1403" "exp1" 10 26 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 569 25 1
"1403" "exp1" 10 27 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 1654 0 0
"1403" "exp1" 10 28 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 862 35 1
"1403" "exp1" 10 29 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 558 30 1
"1403" "exp1" 10 30 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 868 75 1
"1403" "exp1" 10 31 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 539 0 0
"1403" "exp1" 10 32 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 545 30 1
"1403" "exp1" 10 33 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 502 40 1
"1403" "exp1" 10 34 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 443 45 1
"1403" "exp1" 10 35 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 528 65 1
"1403" "exp1" 10 36 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 653 45 1
"1403" "exp1" 10 37 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 729 45 1
"1403" "exp1" 10 38 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 536 20 1
"1403" "exp1" 10 39 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 475 45 1
"1403" "exp1" 10 40 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 532 25 1
"1403" "exp1" 10 41 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 821 75 1
"1403" "exp1" 10 42 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 595 0 0
"1403" "exp1" 10 43 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 565 0 0
"1403" "exp1" 10 44 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 513 65 1
"1403" "exp1" 10 45 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 578 0 0
"1403" "exp1" 10 46 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 504 30 1
"1403" "exp1" 10 47 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 746 75 1
"1403" "exp1" 10 48 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 508 45 1
"1403" "exp1" 10 49 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 584 0 0
"1403" "exp1" 10 50 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 407 0 0
"1403" "exp1" 10 51 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 402 15 1
"1403" "exp1" 10 52 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 441 25 1
"1403" "exp1" 10 53 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 644 65 1
"1403" "exp1" 10 54 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 539 75 1
"1403" "exp1" 10 55 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 2 477 0 0
"1403" "exp1" 10 56 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 602 0 0
"1403" "exp1" 10 57 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 515 75 1
"1403" "exp1" 10 58 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 529 0 0
"1403" "exp1" 10 59 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 483 0 0
"1403" "exp1" 10 60 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 594 0 0
"1403" "exp1" 11 1 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 830 35 1
"1403" "exp1" 11 2 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 721 15 1
"1403" "exp1" 11 3 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 568 0 0
"1403" "exp1" 11 4 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 592 0 0
"1403" "exp1" 11 5 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 686 0 0
"1403" "exp1" 11 6 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 383 65 1
"1403" "exp1" 11 7 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 366 75 1
"1403" "exp1" 11 8 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 565 30 1
"1403" "exp1" 11 9 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 497 0 0
"1403" "exp1" 11 10 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 517 30 1
"1403" "exp1" 11 11 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 409 65 1
"1403" "exp1" 11 12 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 2 532 35 1
"1403" "exp1" 11 13 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 2 456 0 0
"1403" "exp1" 11 14 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 511 65 1
"1403" "exp1" 11 15 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 472 45 1
"1403" "exp1" 11 16 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 501 0 0
"1403" "exp1" 11 17 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 437 45 1
"1403" "exp1" 11 18 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 468 15 1
"1403" "exp1" 11 19 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 423 35 1
"1403" "exp1" 11 20 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 558 25 1
"1403" "exp1" 11 21 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 424 45 1
"1403" "exp1" 11 22 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 279 80 1
"1403" "exp1" 11 23 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 465 0 0
"1403" "exp1" 11 24 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 545 25 1
"1403" "exp1" 11 25 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 653 0 0
"1403" "exp1" 11 26 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 695 0 0
"1403" "exp1" 11 27 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 521 75 1
"1403" "exp1" 11 28 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 416 45 1
"1403" "exp1" 11 29 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 463 75 1
"1403" "exp1" 11 30 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 412 75 1
"1403" "exp1" 11 31 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 363 0 0
"1403" "exp1" 11 32 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 2 448 0 0
"1403" "exp1" 11 33 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 488 35 1
"1403" "exp1" 11 34 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 347 0 0
"1403" "exp1" 11 35 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 374 0 0
"1403" "exp1" 11 36 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 440 15 1
"1403" "exp1" 11 37 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 437 85 1
"1403" "exp1" 11 38 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 501 65 1
"1403" "exp1" 11 39 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 353 20 1
"1403" "exp1" 11 40 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 472 0 0
"1403" "exp1" 11 41 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 404 65 1
"1403" "exp1" 11 42 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 628 45 1
"1403" "exp1" 11 43 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 424 40 1
"1403" "exp1" 11 44 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 2 378 0 0
"1403" "exp1" 11 45 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 423 45 1
"1403" "exp1" 11 46 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 488 65 1
"1403" "exp1" 11 47 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 2 410 0 0
"1403" "exp1" 11 48 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 497 65 1
"1403" "exp1" 11 49 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 579 20 1
"1403" "exp1" 11 50 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 417 20 1
"1403" "exp1" 11 51 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 515 0 0
"1403" "exp1" 11 52 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 543 40 1
"1403" "exp1" 11 53 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 385 0 0
"1403" "exp1" 11 54 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 443 0 0
"1403" "exp1" 11 55 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 520 75 1
"1403" "exp1" 11 56 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 428 0 0
"1403" "exp1" 11 57 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 404 35 1
"1403" "exp1" 11 58 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 373 45 1
"1403" "exp1" 11 59 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 2 523 0 0
"1403" "exp1" 11 60 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 559 30 1
"1403" "exp1" 12 1 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 816 0 0
"1403" "exp1" 12 2 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 417 45 1
"1403" "exp1" 12 3 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 474 0 0
"1403" "exp1" 12 4 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 440 45 1
"1403" "exp1" 12 5 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 467 30 1
"1403" "exp1" 12 6 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 615 45 1
"1403" "exp1" 12 7 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 457 0 0
"1403" "exp1" 12 8 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 594 15 1
"1403" "exp1" 12 9 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 492 40 1
"1403" "exp1" 12 10 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 343 0 0
"1403" "exp1" 12 11 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 509 35 1
"1403" "exp1" 12 12 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 2 349 25 1
"1403" "exp1" 12 13 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 2 376 25 1
"1403" "exp1" 12 14 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 501 35 1
"1403" "exp1" 12 15 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 523 25 1
"1403" "exp1" 12 16 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 540 0 0
"1403" "exp1" 12 17 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 507 65 1
"1403" "exp1" 12 18 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 551 0 0
"1403" "exp1" 12 19 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 497 15 1
"1403" "exp1" 12 20 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 459 65 1
"1403" "exp1" 12 21 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 516 75 1
"1403" "exp1" 12 22 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 446 20 1
"1403" "exp1" 12 23 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 529 45 1
"1403" "exp1" 12 24 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 779 15 1
"1403" "exp1" 12 25 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 503 0 0
"1403" "exp1" 12 26 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 472 0 0
"1403" "exp1" 12 27 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 514 40 1
"1403" "exp1" 12 28 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 692 0 0
"1403" "exp1" 12 29 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 458 25 1
"1403" "exp1" 12 30 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 761 15 1
"1403" "exp1" 12 31 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 538 25 1
"1403" "exp1" 12 32 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 686 0 0
"1403" "exp1" 12 33 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 516 35 1
"1403" "exp1" 12 34 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 362 85 1
"1403" "exp1" 12 35 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 429 75 1
"1403" "exp1" 12 36 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 375 65 1
"1403" "exp1" 12 37 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 410 0 0
"1403" "exp1" 12 38 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 451 40 1
"1403" "exp1" 12 39 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 402 65 1
"1403" "exp1" 12 40 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 383 15 1
"1403" "exp1" 12 41 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 375 25 1
"1403" "exp1" 12 42 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 449 65 1
"1403" "exp1" 12 43 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 434 0 0
"1403" "exp1" 12 44 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 2 398 0 0
"1403" "exp1" 12 45 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 436 35 1
"1403" "exp1" 12 46 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 627 35 1
"1403" "exp1" 12 47 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 581 0 0
"1403" "exp1" 12 48 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 444 0 0
"1403" "exp1" 12 49 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 395 15 1
"1403" "exp1" 12 50 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 506 45 1
"1403" "exp1" 12 51 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 438 0 0
"1403" "exp1" 12 52 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 355 20 1
"1403" "exp1" 12 53 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 376 75 1
"1403" "exp1" 12 54 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 414 45 1
"1403" "exp1" 12 55 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 618 0 0
"1403" "exp1" 12 56 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 412 75 1
"1403" "exp1" 12 57 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 552 0 0
"1403" "exp1" 12 58 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 689 25 1
"1403" "exp1" 12 59 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1040 0 0
"1403" "exp1" 12 60 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 381 25 1
"1403" "exp1" 13 1 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 523 45 1
"1403" "exp1" 13 2 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 2 533 35 1
"1403" "exp1" 13 3 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 400 75 1
"1403" "exp1" 13 4 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 466 75 1
"1403" "exp1" 13 5 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 905 75 1
"1403" "exp1" 13 6 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 995 0 0
"1403" "exp1" 13 7 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 418 45 1
"1403" "exp1" 13 8 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 482 0 0
"1403" "exp1" 13 9 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 441 0 0
"1403" "exp1" 13 10 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 419 75 1
"1403" "exp1" 13 11 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 418 0 0
"1403" "exp1" 13 12 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 30 25 1
"1403" "exp1" 13 13 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 455 0 0
"1403" "exp1" 13 14 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 338 0 0
"1403" "exp1" 13 15 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 751 0 0
"1403" "exp1" 13 16 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 916 0 0
"1403" "exp1" 13 17 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 566 0 0
"1403" "exp1" 13 18 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 788 0 0
"1403" "exp1" 13 19 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 377 0 0
"1403" "exp1" 13 20 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 288 0 0
"1403" "exp1" 13 21 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 469 65 1
"1403" "exp1" 13 22 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 405 75 1
"1403" "exp1" 13 23 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 463 25 1
"1403" "exp1" 13 24 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 324 20 1
"1403" "exp1" 13 25 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 340 25 1
"1403" "exp1" 13 26 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 435 0 0
"1403" "exp1" 13 27 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 370 0 0
"1403" "exp1" 13 28 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 334 35 1
"1403" "exp1" 13 29 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 544 0 0
"1403" "exp1" 13 30 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 425 0 0
"1403" "exp1" 13 31 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 384 30 1
"1403" "exp1" 13 32 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 507 65 1
"1403" "exp1" 13 33 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 496 15 1
"1403" "exp1" 13 34 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 567 75 1
"1403" "exp1" 13 35 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 2 388 25 1
"1403" "exp1" 13 36 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 435 15 1
"1403" "exp1" 13 37 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 317 0 0
"1403" "exp1" 13 38 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 573 35 1
"1403" "exp1" 13 39 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 399 35 1
"1403" "exp1" 13 40 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 439 20 1
"1403" "exp1" 13 41 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 688 25 1
"1403" "exp1" 13 42 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 526 0 0
"1403" "exp1" 13 43 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 538 0 0
"1403" "exp1" 13 44 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 450 0 0
"1403" "exp1" 13 45 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 382 15 1
"1403" "exp1" 13 46 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 379 25 1
"1403" "exp1" 13 47 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 360 20 1
"1403" "exp1" 13 48 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 647 40 1
"1403" "exp1" 13 49 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 662 65 1
"1403" "exp1" 13 50 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 448 65 1
"1403" "exp1" 13 51 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 2 357 0 0
"1403" "exp1" 13 52 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 497 0 0
"1403" "exp1" 13 53 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 571 60 1
"1403" "exp1" 13 54 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 2 415 0 0
"1403" "exp1" 13 55 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 520 65 1
"1403" "exp1" 13 56 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 485 0 0
"1403" "exp1" 13 57 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 2 479 55 1
"1403" "exp1" 13 58 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 630 0 0
"1403" "exp1" 13 59 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 400 45 1
"1403" "exp1" 13 60 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 501 25 1
"1403" "exp1" 14 1 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 595 0 0
"1403" "exp1" 14 2 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 457 0 0
"1403" "exp1" 14 3 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 461 0 0
"1403" "exp1" 14 4 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 396 30 1
"1403" "exp1" 14 5 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 513 15 1
"1403" "exp1" 14 6 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 456 75 1
"1403" "exp1" 14 7 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 493 75 1
"1403" "exp1" 14 8 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 470 65 1
"1403" "exp1" 14 9 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 379 0 0
"1403" "exp1" 14 10 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 446 75 1
"1403" "exp1" 14 11 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 318 65 1
"1403" "exp1" 14 12 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 381 0 0
"1403" "exp1" 14 13 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 466 75 1
"1403" "exp1" 14 14 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 2 384 0 0
"1403" "exp1" 14 15 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 462 0 0
"1403" "exp1" 14 16 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 469 0 0
"1403" "exp1" 14 17 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 593 20 1
"1403" "exp1" 14 18 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 732 0 0
"1403" "exp1" 14 19 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 628 30 1
"1403" "exp1" 14 20 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 2 352 0 0
"1403" "exp1" 14 21 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 559 45 1
"1403" "exp1" 14 22 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 526 20 1
"1403" "exp1" 14 23 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 396 25 1
"1403" "exp1" 14 24 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 558 35 1
"1403" "exp1" 14 25 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 447 25 1
"1403" "exp1" 14 26 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 575 15 1
"1403" "exp1" 14 27 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 621 35 1
"1403" "exp1" 14 28 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 2 404 0 0
"1403" "exp1" 14 29 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 2 528 0 0
"1403" "exp1" 14 30 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 651 20 1
"1403" "exp1" 14 31 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 753 35 1
"1403" "exp1" 14 32 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 567 25 1
"1403" "exp1" 14 33 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 419 0 0
"1403" "exp1" 14 34 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 2 575 0 0
"1403" "exp1" 14 35 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 639 0 0
"1403" "exp1" 14 36 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 729 0 0
"1403" "exp1" 14 37 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 465 0 0
"1403" "exp1" 14 38 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 562 55 1
"1403" "exp1" 14 39 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1034 35 1
"1403" "exp1" 14 40 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 416 40 1
"1403" "exp1" 14 41 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 464 75 1
"1403" "exp1" 14 42 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 478 65 1
"1403" "exp1" 14 43 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 740 25 1
"1403" "exp1" 14 44 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 476 15 1
"1403" "exp1" 14 45 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 2 433 75 1
"1403" "exp1" 14 46 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 492 0 0
"1403" "exp1" 14 47 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 2 437 0 0
"1403" "exp1" 14 48 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 667 20 1
"1403" "exp1" 14 49 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 618 40 1
"1403" "exp1" 14 50 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 410 30 1
"1403" "exp1" 14 51 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 380 45 1
"1403" "exp1" 14 52 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 563 15 1
"1403" "exp1" 14 53 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 790 40 1
"1403" "exp1" 14 54 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 426 65 1
"1403" "exp1" 14 55 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 553 35 1
"1403" "exp1" 14 56 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 518 65 1
"1403" "exp1" 14 57 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 575 15 1
"1403" "exp1" 14 58 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 358 35 1
"1403" "exp1" 14 59 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 367 25 1
"1403" "exp1" 14 60 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 518 0 0
"1403" "exp1" 15 1 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 492 65 1
"1403" "exp1" 15 2 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 796 45 1
"1403" "exp1" 15 3 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 638 0 0
"1403" "exp1" 15 4 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 527 0 0
"1403" "exp1" 15 5 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 561 45 1
"1403" "exp1" 15 6 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 488 25 1
"1403" "exp1" 15 7 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 465 30 1
"1403" "exp1" 15 8 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 840 15 1
"1403" "exp1" 15 9 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 470 15 1
"1403" "exp1" 15 10 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 940 75 1
"1403" "exp1" 15 11 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 513 65 1
"1403" "exp1" 15 12 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 539 20 1
"1403" "exp1" 15 13 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 570 0 0
"1403" "exp1" 15 14 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 576 25 1
"1403" "exp1" 15 15 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 2 455 25 1
"1403" "exp1" 15 16 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 595 65 1
"1403" "exp1" 15 17 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 826 35 1
"1403" "exp1" 15 18 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 464 0 0
"1403" "exp1" 15 19 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 640 0 0
"1403" "exp1" 15 20 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 598 0 0
"1403" "exp1" 15 21 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 521 15 1
"1403" "exp1" 15 22 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 648 30 1
"1403" "exp1" 15 23 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 692 0 0
"1403" "exp1" 15 24 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 419 20 1
"1403" "exp1" 15 25 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 573 35 1
"1403" "exp1" 15 26 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 433 0 0
"1403" "exp1" 15 27 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 565 0 0
"1403" "exp1" 15 28 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 443 45 1
"1403" "exp1" 15 29 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 427 75 1
"1403" "exp1" 15 30 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 588 75 1
"1403" "exp1" 15 31 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 470 75 1
"1403" "exp1" 15 32 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 371 0 0
"1403" "exp1" 15 33 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 376 35 1
"1403" "exp1" 15 34 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 514 0 0
"1403" "exp1" 15 35 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 423 0 0
"1403" "exp1" 15 36 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 440 0 0
"1403" "exp1" 15 37 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 412 40 1
"1403" "exp1" 15 38 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 457 45 1
"1403" "exp1" 15 39 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 385 0 0
"1403" "exp1" 15 40 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 553 0 0
"1403" "exp1" 15 41 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 488 65 1
"1403" "exp1" 15 42 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 482 25 1
"1403" "exp1" 15 43 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 442 35 1
"1403" "exp1" 15 44 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 436 65 1
"1403" "exp1" 15 45 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 400 15 1
"1403" "exp1" 15 46 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 516 0 0
"1403" "exp1" 15 47 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 527 20 1
"1403" "exp1" 15 48 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 321 0 0
"1403" "exp1" 15 49 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 487 25 1
"1403" "exp1" 15 50 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 604 45 1
"1403" "exp1" 15 51 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 726 15 1
"1403" "exp1" 15 52 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 471 75 1
"1403" "exp1" 15 53 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 526 25 1
"1403" "exp1" 15 54 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 485 20 1
"1403" "exp1" 15 55 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 525 0 0
"1403" "exp1" 15 56 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 2 415 0 0
"1403" "exp1" 15 57 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 331 30 1
"1403" "exp1" 15 58 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 2 510 35 1
"1403" "exp1" 15 59 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 395 40 1
"1403" "exp1" 15 60 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 418 0 0
"1403" "exp1" 16 1 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 730 25 1
"1403" "exp1" 16 2 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 506 25 1
"1403" "exp1" 16 3 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 700 75 1
"1403" "exp1" 16 4 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 428 0 0
"1403" "exp1" 16 5 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 448 35 1
"1403" "exp1" 16 6 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 461 40 1
"1403" "exp1" 16 7 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 452 30 1
"1403" "exp1" 16 8 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 391 75 1
"1403" "exp1" 16 9 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 447 0 0
"1403" "exp1" 16 10 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 560 25 1
"1403" "exp1" 16 11 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 496 65 1
"1403" "exp1" 16 12 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 527 0 0
"1403" "exp1" 16 13 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 547 35 1
"1403" "exp1" 16 14 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 525 65 1
"1403" "exp1" 16 15 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 928 0 0
"1403" "exp1" 16 16 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 475 40 1
"1403" "exp1" 16 17 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 511 15 1
"1403" "exp1" 16 18 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 475 15 1
"1403" "exp1" 16 19 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 558 25 1
"1403" "exp1" 16 20 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 448 75 1
"1403" "exp1" 16 21 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 425 75 1
"1403" "exp1" 16 22 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 424 30 1
"1403" "exp1" 16 23 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 643 20 1
"1403" "exp1" 16 24 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 521 75 1
"1403" "exp1" 16 25 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 496 20 1
"1403" "exp1" 16 26 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 528 0 0
"1403" "exp1" 16 27 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 478 40 1
"1403" "exp1" 16 28 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 2 437 0 0
"1403" "exp1" 16 29 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 434 65 1
"1403" "exp1" 16 30 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 531 0 0
"1403" "exp1" 16 31 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 868 0 0
"1403" "exp1" 16 32 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 390 0 0
"1403" "exp1" 16 33 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 419 0 0
"1403" "exp1" 16 34 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 385 45 1
"1403" "exp1" 16 35 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 459 75 1
"1403" "exp1" 16 36 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 427 0 0
"1403" "exp1" 16 37 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 2 401 35 1
"1403" "exp1" 16 38 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 502 25 1
"1403" "exp1" 16 39 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 828 65 1
"1403" "exp1" 16 40 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 495 75 1
"1403" "exp1" 16 41 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 425 45 1
"1403" "exp1" 16 42 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 524 65 1
"1403" "exp1" 16 43 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 557 0 0
"1403" "exp1" 16 44 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 577 0 0
"1403" "exp1" 16 45 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 1006 75 1
"1403" "exp1" 16 46 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 635 15 1
"1403" "exp1" 16 47 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 660 40 1
"1403" "exp1" 16 48 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 411 25 1
"1403" "exp1" 16 49 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 506 15 1
"1403" "exp1" 16 50 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 420 15 1
"1403" "exp1" 16 51 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 498 45 1
"1403" "exp1" 16 52 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 682 20 1
"1403" "exp1" 16 53 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 441 0 0
"1403" "exp1" 16 54 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 459 0 0
"1403" "exp1" 16 55 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 469 25 1
"1403" "exp1" 16 56 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 476 35 1
"1403" "exp1" 16 57 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 551 45 1
"1403" "exp1" 16 58 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 396 0 0
"1403" "exp1" 16 59 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 696 35 1
"1403" "exp1" 16 60 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 643 15 1
"1403" "exp1" 17 1 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 651 30 1
"1403" "exp1" 17 2 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 558 15 1
"1403" "exp1" 17 3 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 562 30 1
"1403" "exp1" 17 4 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 509 45 1
"1403" "exp1" 17 5 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 2 361 0 0
"1403" "exp1" 17 6 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 527 15 1
"1403" "exp1" 17 7 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 463 75 1
"1403" "exp1" 17 8 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 2 494 55 1
"1403" "exp1" 17 9 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 631 0 0
"1403" "exp1" 17 10 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 549 75 1
"1403" "exp1" 17 11 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 472 75 1
"1403" "exp1" 17 12 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 420 75 1
"1403" "exp1" 17 13 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 684 0 0
"1403" "exp1" 17 14 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 519 40 1
"1403" "exp1" 17 15 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 472 0 0
"1403" "exp1" 17 16 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 450 35 1
"1403" "exp1" 17 17 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 737 65 1
"1403" "exp1" 17 18 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 572 0 0
"1403" "exp1" 17 19 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 507 20 1
"1403" "exp1" 17 20 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 491 15 1
"1403" "exp1" 17 21 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 522 0 0
"1403" "exp1" 17 22 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 463 25 1
"1403" "exp1" 17 23 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 534 35 1
"1403" "exp1" 17 24 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 382 30 1
"1403" "exp1" 17 25 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 392 15 1
"1403" "exp1" 17 26 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 389 20 1
"1403" "exp1" 17 27 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 389 0 0
"1403" "exp1" 17 28 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 604 0 0
"1403" "exp1" 17 29 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 480 25 1
"1403" "exp1" 17 30 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 408 0 0
"1403" "exp1" 17 31 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 354 0 0
"1403" "exp1" 17 32 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 548 35 1
"1403" "exp1" 17 33 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 487 0 0
"1403" "exp1" 17 34 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 386 15 1
"1403" "exp1" 17 35 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 516 15 1
"1403" "exp1" 17 36 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 561 0 0
"1403" "exp1" 17 37 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 482 35 1
"1403" "exp1" 17 38 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 515 30 1
"1403" "exp1" 17 39 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 407 0 0
"1403" "exp1" 17 40 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 469 0 0
"1403" "exp1" 17 41 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 559 75 1
"1403" "exp1" 17 42 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 452 45 1
"1403" "exp1" 17 43 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 400 25 1
"1403" "exp1" 17 44 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 341 45 1
"1403" "exp1" 17 45 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 2 407 0 0
"1403" "exp1" 17 46 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 507 0 0
"1403" "exp1" 17 47 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 485 0 0
"1403" "exp1" 17 48 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 444 0 0
"1403" "exp1" 17 49 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 680 45 1
"1403" "exp1" 17 50 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 588 25 1
"1403" "exp1" 17 51 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 490 35 1
"1403" "exp1" 17 52 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 502 0 0
"1403" "exp1" 17 53 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 467 75 1
"1403" "exp1" 17 54 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 466 0 0
"1403" "exp1" 17 55 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 1001 0 0
"1403" "exp1" 17 56 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 481 25 1
"1403" "exp1" 17 57 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 473 65 1
"1403" "exp1" 17 58 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 461 0 0
"1403" "exp1" 17 59 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 459 0 0
"1403" "exp1" 17 60 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 557 75 1
"1403" "exp1" 18 1 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 621 15 1
"1403" "exp1" 18 2 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 572 0 0
"1403" "exp1" 18 3 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 406 0 0
"1403" "exp1" 18 4 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 745 20 1
"1403" "exp1" 18 5 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 816 35 1
"1403" "exp1" 18 6 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 451 15 1
"1403" "exp1" 18 7 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 434 25 1
"1403" "exp1" 18 8 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 446 0 0
"1403" "exp1" 18 9 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 469 0 0
"1403" "exp1" 18 10 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 534 25 1
"1403" "exp1" 18 11 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 543 20 1
"1403" "exp1" 18 12 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 393 0 0
"1403" "exp1" 18 13 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 513 40 1
"1403" "exp1" 18 14 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 616 45 1
"1403" "exp1" 18 15 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 439 0 0
"1403" "exp1" 18 16 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 647 0 0
"1403" "exp1" 18 17 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 539 75 1
"1403" "exp1" 18 18 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 399 25 1
"1403" "exp1" 18 19 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 858 45 1
"1403" "exp1" 18 20 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 468 65 1
"1403" "exp1" 18 21 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 552 0 0
"1403" "exp1" 18 22 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 432 30 1
"1403" "exp1" 18 23 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 410 65 1
"1403" "exp1" 18 24 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 743 0 0
"1403" "exp1" 18 25 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 592 0 0
"1403" "exp1" 18 26 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 486 30 1
"1403" "exp1" 18 27 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 513 25 1
"1403" "exp1" 18 28 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 459 15 1
"1403" "exp1" 18 29 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 568 0 0
"1403" "exp1" 18 30 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 702 0 0
"1403" "exp1" 18 31 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 597 0 0
"1403" "exp1" 18 32 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 400 40 1
"1403" "exp1" 18 33 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 440 75 1
"1403" "exp1" 18 34 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 2 385 65 1
"1403" "exp1" 18 35 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 977 0 0
"1403" "exp1" 18 36 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 492 45 1
"1403" "exp1" 18 37 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 430 0 0
"1403" "exp1" 18 38 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 450 20 1
"1403" "exp1" 18 39 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 376 0 0
"1403" "exp1" 18 40 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 576 0 0
"1403" "exp1" 18 41 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 426 75 1
"1403" "exp1" 18 42 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 444 65 1
"1403" "exp1" 18 43 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 525 65 1
"1403" "exp1" 18 44 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 751 35 1
"1403" "exp1" 18 45 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 587 25 1
"1403" "exp1" 18 46 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 802 15 1
"1403" "exp1" 18 47 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 514 0 0
"1403" "exp1" 18 48 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 542 15 1
"1403" "exp1" 18 49 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 617 35 1
"1403" "exp1" 18 50 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 549 45 1
"1403" "exp1" 18 51 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 422 35 1
"1403" "exp1" 18 52 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 594 0 0
"1403" "exp1" 18 53 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 499 75 1
"1403" "exp1" 18 54 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 420 0 0
"1403" "exp1" 18 55 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 479 30 1
"1403" "exp1" 18 56 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 579 0 0
"1403" "exp1" 18 57 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 407 75 1
"1403" "exp1" 18 58 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 362 45 1
"1403" "exp1" 18 59 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 473 45 1
"1403" "exp1" 18 60 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 791 45 1
"1403" "exp1" 19 1 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 594 45 1
"1403" "exp1" 19 2 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 527 65 1
"1403" "exp1" 19 3 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 403 75 1
"1403" "exp1" 19 4 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 451 45 1
"1403" "exp1" 19 5 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 511 0 0
"1403" "exp1" 19 6 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 378 35 1
"1403" "exp1" 19 7 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 445 15 1
"1403" "exp1" 19 8 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 468 45 1
"1403" "exp1" 19 9 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 434 25 1
"1403" "exp1" 19 10 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 503 0 0
"1403" "exp1" 19 11 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 397 25 1
"1403" "exp1" 19 12 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 459 0 0
"1403" "exp1" 19 13 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 366 75 1
"1403" "exp1" 19 14 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 2 402 0 0
"1403" "exp1" 19 15 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 2 469 35 1
"1403" "exp1" 19 16 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 485 35 1
"1403" "exp1" 19 17 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 486 0 0
"1403" "exp1" 19 18 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 501 0 0
"1403" "exp1" 19 19 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 580 40 1
"1403" "exp1" 19 20 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 476 75 1
"1403" "exp1" 19 21 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 534 30 1
"1403" "exp1" 19 22 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 389 0 0
"1403" "exp1" 19 23 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 442 75 1
"1403" "exp1" 19 24 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 2 494 85 1
"1403" "exp1" 19 25 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 882 0 0
"1403" "exp1" 19 26 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 461 40 1
"1403" "exp1" 19 27 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 626 15 1
"1403" "exp1" 19 28 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 478 65 1
"1403" "exp1" 19 29 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 482 45 1
"1403" "exp1" 19 30 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 447 40 1
"1403" "exp1" 19 31 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 2 438 0 0
"1403" "exp1" 19 32 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 511 20 1
"1403" "exp1" 19 33 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 553 15 1
"1403" "exp1" 19 34 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 449 0 0
"1403" "exp1" 19 35 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 568 45 1
"1403" "exp1" 19 36 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1207 30 1
"1403" "exp1" 19 37 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1040 0 0
"1403" "exp1" 19 38 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 632 15 1
"1403" "exp1" 19 39 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 2 605 25 1
"1403" "exp1" 19 40 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 985 0 0
"1403" "exp1" 19 41 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 446 35 1
"1403" "exp1" 19 42 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 419 45 1
"1403" "exp1" 19 43 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 627 65 1
"1403" "exp1" 19 44 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 442 0 0
"1403" "exp1" 19 45 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 735 20 1
"1403" "exp1" 19 46 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 560 25 1
"1403" "exp1" 19 47 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 495 75 1
"1403" "exp1" 19 48 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 494 65 1
"1403" "exp1" 19 49 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 929 0 0
"1403" "exp1" 19 50 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 452 0 0
"1403" "exp1" 19 51 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 475 30 1
"1403" "exp1" 19 52 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 581 65 1
"1403" "exp1" 19 53 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 679 75 1
"1403" "exp1" 19 54 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 666 25 1
"1403" "exp1" 19 55 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 464 35 1
"1403" "exp1" 19 56 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 465 15 1
"1403" "exp1" 19 57 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 612 65 1
"1403" "exp1" 19 58 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 466 0 0
"1403" "exp1" 19 59 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 354 0 0
"1403" "exp1" 19 60 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 395 0 0
"1403" "exp1" 20 1 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 604 15 1
"1403" "exp1" 20 2 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 772 15 1
"1403" "exp1" 20 3 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 741 30 1
"1403" "exp1" 20 4 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 433 0 0
"1403" "exp1" 20 5 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 469 40 1
"1403" "exp1" 20 6 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 430 65 1
"1403" "exp1" 20 7 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 446 65 1
"1403" "exp1" 20 8 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 613 65 1
"1403" "exp1" 20 9 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 575 25 1
"1403" "exp1" 20 10 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 559 75 1
"1403" "exp1" 20 11 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 553 45 1
"1403" "exp1" 20 12 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 518 0 0
"1403" "exp1" 20 13 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 482 0 0
"1403" "exp1" 20 14 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 595 25 1
"1403" "exp1" 20 15 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 642 35 1
"1403" "exp1" 20 16 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 607 35 1
"1403" "exp1" 20 17 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 478 0 0
"1403" "exp1" 20 18 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 424 55 1
"1403" "exp1" 20 19 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 640 20 1
"1403" "exp1" 20 20 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 558 15 1
"1403" "exp1" 20 21 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 477 30 1
"1403" "exp1" 20 22 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 663 45 1
"1403" "exp1" 20 23 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 565 0 0
"1403" "exp1" 20 24 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 609 0 0
"1403" "exp1" 20 25 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 431 75 1
"1403" "exp1" 20 26 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 398 65 1
"1403" "exp1" 20 27 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 590 0 0
"1403" "exp1" 20 28 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 416 15 1
"1403" "exp1" 20 29 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 661 25 1
"1403" "exp1" 20 30 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 471 35 1
"1403" "exp1" 20 31 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 587 25 1
"1403" "exp1" 20 32 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 429 0 0
"1403" "exp1" 20 33 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 493 45 1
"1403" "exp1" 20 34 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 500 45 1
"1403" "exp1" 20 35 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 414 25 1
"1403" "exp1" 20 36 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 408 0 0
"1403" "exp1" 20 37 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 628 15 1
"1403" "exp1" 20 38 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 763 40 1
"1403" "exp1" 20 39 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 390 45 1
"1403" "exp1" 20 40 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 509 30 1
"1403" "exp1" 20 41 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 631 75 1
"1403" "exp1" 20 42 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 572 35 1
"1403" "exp1" 20 43 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 439 75 1
"1403" "exp1" 20 44 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 512 75 1
"1403" "exp1" 20 45 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 621 20 1
"1403" "exp1" 20 46 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 478 0 0
"1403" "exp1" 20 47 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 722 25 1
"1403" "exp1" 20 48 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 473 30 1
"1403" "exp1" 20 49 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 443 0 0
"1403" "exp1" 20 50 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 622 25 1
"1403" "exp1" 20 51 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 441 65 1
"1403" "exp1" 20 52 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 2 397 0 0
"1403" "exp1" 20 53 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 539 85 1
"1403" "exp1" 20 54 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 1213 0 0
"1403" "exp1" 20 55 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 476 20 1
"1403" "exp1" 20 56 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 885 65 1
"1403" "exp1" 20 57 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 523 0 0
"1403" "exp1" 20 58 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 635 0 0
"1403" "exp1" 20 59 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 2 462 0 0
"1403" "exp1" 20 60 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 661 75 1
"1404" "exp1" 1 1 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 738 0 0
"1404" "exp1" 1 2 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 1289 45 1
"1404" "exp1" 1 3 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 1093 0 0
"1404" "exp1" 1 4 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 1455 0 0
"1404" "exp1" 1 5 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1048 0 0
"1404" "exp1" 1 6 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1766 0 0
"1404" "exp1" 1 7 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 964 45 1
"1404" "exp1" 1 8 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1064 65 1
"1404" "exp1" 1 9 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 863 0 0
"1404" "exp1" 1 10 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 629 15 1
"1404" "exp1" 1 11 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 675 30 1
"1404" "exp1" 1 12 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1026 65 1
"1404" "exp1" 1 13 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 623 0 0
"1404" "exp1" 1 14 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 569 35 1
"1404" "exp1" 1 15 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 860 45 1
"1404" "exp1" 1 16 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 560 25 1
"1404" "exp1" 1 17 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 477 65 1
"1404" "exp1" 1 18 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 583 35 1
"1404" "exp1" 1 19 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 600 30 1
"1404" "exp1" 1 20 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 474 20 1
"1404" "exp1" 1 21 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 628 15 1
"1404" "exp1" 1 22 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 909 15 1
"1404" "exp1" 1 23 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1772 0 0
"1404" "exp1" 1 24 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1102 0 0
"1404" "exp1" 1 25 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 747 75 1
"1404" "exp1" 1 26 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 940 25 1
"1404" "exp1" 1 27 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 1380 35 1
"1404" "exp1" 1 28 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 1356 75 1
"1404" "exp1" 1 29 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1551 30 1
"1404" "exp1" 1 30 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1100 40 1
"1404" "exp1" 1 31 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1440 45 1
"1404" "exp1" 1 32 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 605 0 0
"1404" "exp1" 1 33 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 804 40 1
"1404" "exp1" 1 34 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 1964 75 1
"1404" "exp1" 1 35 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 1162 75 1
"1404" "exp1" 1 36 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 2326 45 1
"1404" "exp1" 1 37 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 2 2184 0 0
"1404" "exp1" 1 38 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 662 0 0
"1404" "exp1" 1 39 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 1521 25 1
"1404" "exp1" 1 40 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 1469 75 1
"1404" "exp1" 1 41 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1956 0 0
"1404" "exp1" 1 42 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1989 0 0
"1404" "exp1" 1 43 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 974 0 0
"1404" "exp1" 1 44 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 2008 35 1
"1404" "exp1" 1 45 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 624 0 0
"1404" "exp1" 1 46 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1061 20 1
"1404" "exp1" 1 47 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 2646 0 0
"1404" "exp1" 1 48 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1609 25 1
"1404" "exp1" 1 49 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1324 0 0
"1404" "exp1" 1 50 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 1170 65 1
"1404" "exp1" 1 51 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 1569 35 1
"1404" "exp1" 1 52 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 2 1334 0 0
"1404" "exp1" 1 53 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1861 0 0
"1404" "exp1" 1 54 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1721 0 0
"1404" "exp1" 1 55 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 1913 75 1
"1404" "exp1" 1 56 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1778 0 0
"1404" "exp1" 1 57 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 1233 15 1
"1404" "exp1" 1 58 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1717 65 1
"1404" "exp1" 1 59 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 812 75 1
"1404" "exp1" 1 60 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 890 25 1
"1404" "exp1" 2 1 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 668 45 1
"1404" "exp1" 2 2 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 2 1616 0 0
"1404" "exp1" 2 3 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 756 25 1
"1404" "exp1" 2 4 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 682 25 1
"1404" "exp1" 2 5 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 982 0 0
"1404" "exp1" 2 6 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 2 1087 0 0
"1404" "exp1" 2 7 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 390 15 1
"1404" "exp1" 2 8 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 1030 15 1
"1404" "exp1" 2 9 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 1105 65 1
"1404" "exp1" 2 10 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 1238 65 1
"1404" "exp1" 2 11 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 1391 75 1
"1404" "exp1" 2 12 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1132 0 0
"1404" "exp1" 2 13 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 851 45 1
"1404" "exp1" 2 14 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 847 25 1
"1404" "exp1" 2 15 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1089 15 1
"1404" "exp1" 2 16 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1097 30 1
"1404" "exp1" 2 17 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1910 0 0
"1404" "exp1" 2 18 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 857 0 0
"1404" "exp1" 2 19 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 1178 35 1
"1404" "exp1" 2 20 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 749 20 1
"1404" "exp1" 2 21 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 629 75 1
"1404" "exp1" 2 22 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 1562 0 0
"1404" "exp1" 2 23 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1393 0 0
"1404" "exp1" 2 24 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 740 65 1
"1404" "exp1" 2 25 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 658 25 1
"1404" "exp1" 2 26 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 877 65 1
"1404" "exp1" 2 27 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 741 40 1
"1404" "exp1" 2 28 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 957 40 1
"1404" "exp1" 2 29 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 2 992 55 1
"1404" "exp1" 2 30 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 901 25 1
"1404" "exp1" 2 31 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1339 0 0
"1404" "exp1" 2 32 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 654 0 0
"1404" "exp1" 2 33 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 588 75 1
"1404" "exp1" 2 34 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 622 45 1
"1404" "exp1" 2 35 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 793 0 0
"1404" "exp1" 2 36 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 2067 0 0
"1404" "exp1" 2 37 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 2403 20 1
"1404" "exp1" 2 38 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1512 40 1
"1404" "exp1" 2 39 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 919 30 1
"1404" "exp1" 2 40 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 773 15 1
"1404" "exp1" 2 41 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1180 45 1
"1404" "exp1" 2 42 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1178 0 0
"1404" "exp1" 2 43 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 540 75 1
"1404" "exp1" 2 44 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 696 15 1
"1404" "exp1" 2 45 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 655 15 1
"1404" "exp1" 2 46 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 804 15 1
"1404" "exp1" 2 47 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 756 20 1
"1404" "exp1" 2 48 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 639 0 0
"1404" "exp1" 2 49 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 1142 25 1
"1404" "exp1" 2 50 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1393 25 1
"1404" "exp1" 2 51 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 598 30 1
"1404" "exp1" 2 52 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 1205 0 0
"1404" "exp1" 2 53 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 711 0 0
"1404" "exp1" 2 54 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 709 35 1
"1404" "exp1" 2 55 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 673 35 1
"1404" "exp1" 2 56 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 574 35 1
"1404" "exp1" 2 57 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 2 666 0 0
"1404" "exp1" 2 58 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 1147 45 1
"1404" "exp1" 2 59 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 614 65 1
"1404" "exp1" 2 60 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1547 0 0
"1404" "exp1" 3 1 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 670 20 1
"1404" "exp1" 3 2 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 588 45 1
"1404" "exp1" 3 3 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 420 15 1
"1404" "exp1" 3 4 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 646 75 1
"1404" "exp1" 3 5 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 690 30 1
"1404" "exp1" 3 6 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 2 822 0 0
"1404" "exp1" 3 7 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 594 20 1
"1404" "exp1" 3 8 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 1145 0 0
"1404" "exp1" 3 9 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 534 15 1
"1404" "exp1" 3 10 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 699 45 1
"1404" "exp1" 3 11 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1115 60 1
"1404" "exp1" 3 12 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 864 0 0
"1404" "exp1" 3 13 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 654 45 1
"1404" "exp1" 3 14 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1287 0 0
"1404" "exp1" 3 15 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 994 0 0
"1404" "exp1" 3 16 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 666 0 0
"1404" "exp1" 3 17 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 1316 75 1
"1404" "exp1" 3 18 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 2 3164 0 0
"1404" "exp1" 3 19 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1199 40 1
"1404" "exp1" 3 20 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 1208 45 1
"1404" "exp1" 3 21 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 1541 0 0
"1404" "exp1" 3 22 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 2127 0 0
"1404" "exp1" 3 23 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1407 30 1
"1404" "exp1" 3 24 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 1478 75 1
"1404" "exp1" 3 25 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 2012 0 0
"1404" "exp1" 3 26 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1221 30 1
"1404" "exp1" 3 27 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 1435 75 1
"1404" "exp1" 3 28 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 566 75 1
"1404" "exp1" 3 29 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 2493 35 1
"1404" "exp1" 3 30 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 1266 65 1
"1404" "exp1" 3 31 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 674 0 0
"1404" "exp1" 3 32 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 957 0 0
"1404" "exp1" 3 33 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 1122 80 1
"1404" "exp1" 3 34 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 1732 70 1
"1404" "exp1" 3 35 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 1058 65 1
"1404" "exp1" 3 36 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 1407 65 1
"1404" "exp1" 3 37 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 626 25 1
"1404" "exp1" 3 38 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1890 0 0
"1404" "exp1" 3 39 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 824 35 1
"1404" "exp1" 3 40 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1177 25 1
"1404" "exp1" 3 41 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1447 45 1
"1404" "exp1" 3 42 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1052 0 0
"1404" "exp1" 3 43 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 2049 35 1
"1404" "exp1" 3 44 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1485 15 1
"1404" "exp1" 3 45 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 922 0 0
"1404" "exp1" 3 46 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1607 0 0
"1404" "exp1" 3 47 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 653 0 0
"1404" "exp1" 3 48 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 508 15 1
"1404" "exp1" 3 49 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 851 45 1
"1404" "exp1" 3 50 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 812 25 1
"1404" "exp1" 3 51 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 1108 0 0
"1404" "exp1" 3 52 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 587 0 0
"1404" "exp1" 3 53 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 1489 0 0
"1404" "exp1" 3 54 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 738 65 1
"1404" "exp1" 3 55 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 695 65 1
"1404" "exp1" 3 56 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 399 0 0
"1404" "exp1" 3 57 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1055 35 1
"1404" "exp1" 3 58 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 596 25 1
"1404" "exp1" 3 59 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 1163 75 1
"1404" "exp1" 3 60 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1188 60 1
"1404" "exp1" 4 1 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 1140 0 0
"1404" "exp1" 4 2 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1310 35 1
"1404" "exp1" 4 3 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 399 0 0
"1404" "exp1" 4 4 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 1313 0 0
"1404" "exp1" 4 5 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 968 35 1
"1404" "exp1" 4 6 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 2 1445 0 0
"1404" "exp1" 4 7 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 693 25 1
"1404" "exp1" 4 8 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 982 20 1
"1404" "exp1" 4 9 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 525 65 1
"1404" "exp1" 4 10 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 1809 25 1
"1404" "exp1" 4 11 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 773 0 0
"1404" "exp1" 4 12 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 581 75 1
"1404" "exp1" 4 13 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 543 30 1
"1404" "exp1" 4 14 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 405 15 1
"1404" "exp1" 4 15 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 2160 30 1
"1404" "exp1" 4 16 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 748 0 0
"1404" "exp1" 4 17 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 1112 45 1
"1404" "exp1" 4 18 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 575 30 1
"1404" "exp1" 4 19 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1182 0 0
"1404" "exp1" 4 20 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1603 0 0
"1404" "exp1" 4 21 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 447 45 1
"1404" "exp1" 4 22 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 694 15 1
"1404" "exp1" 4 23 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 625 35 1
"1404" "exp1" 4 24 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 853 45 1
"1404" "exp1" 4 25 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 558 65 1
"1404" "exp1" 4 26 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1018 35 1
"1404" "exp1" 4 27 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 1127 0 0
"1404" "exp1" 4 28 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 662 0 0
"1404" "exp1" 4 29 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1002 25 1
"1404" "exp1" 4 30 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 472 75 1
"1404" "exp1" 4 31 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 608 0 0
"1404" "exp1" 4 32 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1334 65 1
"1404" "exp1" 4 33 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 2261 35 1
"1404" "exp1" 4 34 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 882 0 0
"1404" "exp1" 4 35 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 550 30 1
"1404" "exp1" 4 36 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 609 15 1
"1404" "exp1" 4 37 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 2 656 0 0
"1404" "exp1" 4 38 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1365 35 1
"1404" "exp1" 4 39 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 609 0 0
"1404" "exp1" 4 40 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 1040 0 0
"1404" "exp1" 4 41 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 903 75 1
"1404" "exp1" 4 42 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1028 0 0
"1404" "exp1" 4 43 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1211 85 1
"1404" "exp1" 4 44 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 679 0 0
"1404" "exp1" 4 45 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 616 15 1
"1404" "exp1" 4 46 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 2202 35 1
"1404" "exp1" 4 47 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 1383 75 1
"1404" "exp1" 4 48 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 538 0 0
"1404" "exp1" 4 49 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 929 25 1
"1404" "exp1" 4 50 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 845 25 1
"1404" "exp1" 4 51 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 694 40 1
"1404" "exp1" 4 52 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 530 40 1
"1404" "exp1" 4 53 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 2638 65 1
"1404" "exp1" 4 54 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 640 0 0
"1404" "exp1" 4 55 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 650 20 1
"1404" "exp1" 4 56 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 545 0 0
"1404" "exp1" 4 57 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 842 15 1
"1404" "exp1" 4 58 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 1237 0 0
"1404" "exp1" 4 59 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1654 65 1
"1404" "exp1" 4 60 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 656 0 0
"1404" "exp1" 5 1 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 569 0 0
"1404" "exp1" 5 2 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 459 25 1
"1404" "exp1" 5 3 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 478 35 1
"1404" "exp1" 5 4 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 579 0 0
"1404" "exp1" 5 5 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 591 0 0
"1404" "exp1" 5 6 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 555 35 1
"1404" "exp1" 5 7 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 661 0 0
"1404" "exp1" 5 8 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 599 15 1
"1404" "exp1" 5 9 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 663 25 1
"1404" "exp1" 5 10 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 2 541 0 0
"1404" "exp1" 5 11 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 544 25 1
"1404" "exp1" 5 12 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 483 0 0
"1404" "exp1" 5 13 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1621 0 0
"1404" "exp1" 5 14 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 530 15 1
"1404" "exp1" 5 15 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 644 75 1
"1404" "exp1" 5 16 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 523 75 1
"1404" "exp1" 5 17 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 369 0 0
"1404" "exp1" 5 18 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 529 0 0
"1404" "exp1" 5 19 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 2 1748 0 0
"1404" "exp1" 5 20 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 444 0 0
"1404" "exp1" 5 21 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1210 25 1
"1404" "exp1" 5 22 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 665 35 1
"1404" "exp1" 5 23 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 554 15 1
"1404" "exp1" 5 24 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 507 0 0
"1404" "exp1" 5 25 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 968 30 1
"1404" "exp1" 5 26 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 667 0 0
"1404" "exp1" 5 27 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 407 0 0
"1404" "exp1" 5 28 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 2487 45 1
"1404" "exp1" 5 29 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1155 0 0
"1404" "exp1" 5 30 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 716 25 1
"1404" "exp1" 5 31 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 827 45 1
"1404" "exp1" 5 32 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 608 15 1
"1404" "exp1" 5 33 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 439 0 0
"1404" "exp1" 5 34 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 1541 75 1
"1404" "exp1" 5 35 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 717 35 1
"1404" "exp1" 5 36 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 912 0 0
"1404" "exp1" 5 37 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 2 552 0 0
"1404" "exp1" 5 38 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 1091 0 0
"1404" "exp1" 5 39 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 1950 80 1
"1404" "exp1" 5 40 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 594 0 0
"1404" "exp1" 5 41 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 480 40 1
"1404" "exp1" 5 42 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 442 35 1
"1404" "exp1" 5 43 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 1044 65 1
"1404" "exp1" 5 44 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1278 20 1
"1404" "exp1" 5 45 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 726 30 1
"1404" "exp1" 5 46 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1199 20 1
"1404" "exp1" 5 47 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 1358 75 1
"1404" "exp1" 5 48 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2076 0 0
"1404" "exp1" 5 49 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 658 0 0
"1404" "exp1" 5 50 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 591 65 1
"1404" "exp1" 5 51 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 641 0 0
"1404" "exp1" 5 52 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1815 20 1
"1404" "exp1" 5 53 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 904 0 0
"1404" "exp1" 5 54 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1141 45 1
"1404" "exp1" 5 55 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 2056 30 1
"1404" "exp1" 5 56 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 587 75 1
"1404" "exp1" 5 57 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 2 1683 0 0
"1404" "exp1" 5 58 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 566 65 1
"1404" "exp1" 5 59 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1447 0 0
"1404" "exp1" 5 60 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1014 0 0
"1404" "exp1" 6 1 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 473 45 1
"1404" "exp1" 6 2 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 918 35 1
"1404" "exp1" 6 3 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 403 35 1
"1404" "exp1" 6 4 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 442 45 1
"1404" "exp1" 6 5 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 722 0 0
"1404" "exp1" 6 6 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 1240 0 0
"1404" "exp1" 6 7 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 448 25 1
"1404" "exp1" 6 8 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 687 0 0
"1404" "exp1" 6 9 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1407 15 1
"1404" "exp1" 6 10 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 584 65 1
"1404" "exp1" 6 11 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 537 75 1
"1404" "exp1" 6 12 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 675 35 1
"1404" "exp1" 6 13 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 2 1607 0 0
"1404" "exp1" 6 14 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1042 20 1
"1404" "exp1" 6 15 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 724 65 1
"1404" "exp1" 6 16 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 876 0 0
"1404" "exp1" 6 17 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 466 25 1
"1404" "exp1" 6 18 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 447 45 1
"1404" "exp1" 6 19 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 1164 75 1
"1404" "exp1" 6 20 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 597 65 1
"1404" "exp1" 6 21 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 520 0 0
"1404" "exp1" 6 22 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1075 20 1
"1404" "exp1" 6 23 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 640 15 1
"1404" "exp1" 6 24 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 660 75 1
"1404" "exp1" 6 25 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 744 15 1
"1404" "exp1" 6 26 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 1822 15 1
"1404" "exp1" 6 27 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 806 0 0
"1404" "exp1" 6 28 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1883 35 1
"1404" "exp1" 6 29 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1226 0 0
"1404" "exp1" 6 30 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1247 0 0
"1404" "exp1" 6 31 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1836 25 1
"1404" "exp1" 6 32 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 1061 75 1
"1404" "exp1" 6 33 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 688 0 0
"1404" "exp1" 6 34 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 604 0 0
"1404" "exp1" 6 35 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 1365 75 1
"1404" "exp1" 6 36 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 997 0 0
"1404" "exp1" 6 37 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 2 1865 75 1
"1404" "exp1" 6 38 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1421 40 1
"1404" "exp1" 6 39 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 605 25 1
"1404" "exp1" 6 40 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1491 65 1
"1404" "exp1" 6 41 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 2 776 0 0
"1404" "exp1" 6 42 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 575 0 0
"1404" "exp1" 6 43 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 603 0 0
"1404" "exp1" 6 44 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 710 30 1
"1404" "exp1" 6 45 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 2156 0 0
"1404" "exp1" 6 46 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1296 15 1
"1404" "exp1" 6 47 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1564 0 0
"1404" "exp1" 6 48 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1671 40 1
"1404" "exp1" 6 49 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 424 75 1
"1404" "exp1" 6 50 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 1133 45 1
"1404" "exp1" 6 51 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 881 0 0
"1404" "exp1" 6 52 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 759 0 0
"1404" "exp1" 6 53 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 851 45 1
"1404" "exp1" 6 54 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 560 65 1
"1404" "exp1" 6 55 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 684 40 1
"1404" "exp1" 6 56 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 546 0 0
"1404" "exp1" 6 57 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1520 20 1
"1404" "exp1" 6 58 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 560 0 0
"1404" "exp1" 6 59 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 845 30 1
"1404" "exp1" 6 60 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 2005 0 0
"1404" "exp1" 7 1 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1565 40 1
"1404" "exp1" 7 2 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1596 85 1
"1404" "exp1" 7 3 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 887 45 1
"1404" "exp1" 7 4 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 757 0 0
"1404" "exp1" 7 5 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 818 65 1
"1404" "exp1" 7 6 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 1471 0 0
"1404" "exp1" 7 7 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 950 25 1
"1404" "exp1" 7 8 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 838 75 1
"1404" "exp1" 7 9 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1105 0 0
"1404" "exp1" 7 10 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 706 65 1
"1404" "exp1" 7 11 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 1074 25 1
"1404" "exp1" 7 12 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 591 20 1
"1404" "exp1" 7 13 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 510 30 1
"1404" "exp1" 7 14 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 566 0 0
"1404" "exp1" 7 15 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 535 30 1
"1404" "exp1" 7 16 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 726 0 0
"1404" "exp1" 7 17 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1179 0 0
"1404" "exp1" 7 18 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 891 45 1
"1404" "exp1" 7 19 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 981 40 1
"1404" "exp1" 7 20 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 640 65 1
"1404" "exp1" 7 21 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 1111 0 0
"1404" "exp1" 7 22 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 750 35 1
"1404" "exp1" 7 23 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 1799 55 1
"1404" "exp1" 7 24 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 711 0 0
"1404" "exp1" 7 25 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 840 45 1
"1404" "exp1" 7 26 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 599 25 1
"1404" "exp1" 7 27 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 488 75 1
"1404" "exp1" 7 28 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 685 65 1
"1404" "exp1" 7 29 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 2 1824 0 0
"1404" "exp1" 7 30 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1010 15 1
"1404" "exp1" 7 31 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1032 0 0
"1404" "exp1" 7 32 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1068 15 1
"1404" "exp1" 7 33 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1859 0 0
"1404" "exp1" 7 34 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 725 30 1
"1404" "exp1" 7 35 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 1267 65 1
"1404" "exp1" 7 36 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 943 0 0
"1404" "exp1" 7 37 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1221 20 1
"1404" "exp1" 7 38 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 688 35 1
"1404" "exp1" 7 39 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 1178 0 0
"1404" "exp1" 7 40 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1878 45 1
"1404" "exp1" 7 41 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 926 75 1
"1404" "exp1" 7 42 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 902 65 1
"1404" "exp1" 7 43 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 606 35 1
"1404" "exp1" 7 44 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 980 25 1
"1404" "exp1" 7 45 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 646 0 0
"1404" "exp1" 7 46 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 397 35 1
"1404" "exp1" 7 47 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1447 20 1
"1404" "exp1" 7 48 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 609 15 1
"1404" "exp1" 7 49 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 933 25 1
"1404" "exp1" 7 50 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 2379 0 0
"1404" "exp1" 7 51 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 834 0 0
"1404" "exp1" 7 52 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 466 0 0
"1404" "exp1" 7 53 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 668 25 1
"1404" "exp1" 7 54 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 837 60 1
"1404" "exp1" 7 55 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 518 0 0
"1404" "exp1" 7 56 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 829 0 0
"1404" "exp1" 7 57 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 935 60 1
"1404" "exp1" 7 58 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 386 25 1
"1404" "exp1" 7 59 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 619 45 1
"1404" "exp1" 7 60 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 2 487 0 0
"1404" "exp1" 8 1 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 429 40 1
"1404" "exp1" 8 2 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 682 0 0
"1404" "exp1" 8 3 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 611 35 1
"1404" "exp1" 8 4 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 1240 25 1
"1404" "exp1" 8 5 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 2 1334 0 0
"1404" "exp1" 8 6 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 618 25 1
"1404" "exp1" 8 7 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 505 0 0
"1404" "exp1" 8 8 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 1165 25 1
"1404" "exp1" 8 9 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1487 0 0
"1404" "exp1" 8 10 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 1067 75 1
"1404" "exp1" 8 11 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 640 0 0
"1404" "exp1" 8 12 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 566 65 1
"1404" "exp1" 8 13 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1781 35 1
"1404" "exp1" 8 14 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 509 35 1
"1404" "exp1" 8 15 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1753 60 1
"1404" "exp1" 8 16 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 787 75 1
"1404" "exp1" 8 17 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 792 0 0
"1404" "exp1" 8 18 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 2 937 0 0
"1404" "exp1" 8 19 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 537 0 0
"1404" "exp1" 8 20 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 556 0 0
"1404" "exp1" 8 21 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 444 15 1
"1404" "exp1" 8 22 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 448 0 0
"1404" "exp1" 8 23 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1735 15 1
"1404" "exp1" 8 24 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1447 20 1
"1404" "exp1" 8 25 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 476 45 1
"1404" "exp1" 8 26 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 627 65 1
"1404" "exp1" 8 27 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 842 45 1
"1404" "exp1" 8 28 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 887 85 1
"1404" "exp1" 8 29 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 741 30 1
"1404" "exp1" 8 30 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 840 25 1
"1404" "exp1" 8 31 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 2075 75 1
"1404" "exp1" 8 32 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 636 35 1
"1404" "exp1" 8 33 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 496 45 1
"1404" "exp1" 8 34 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 516 0 0
"1404" "exp1" 8 35 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1794 45 1
"1404" "exp1" 8 36 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1525 15 1
"1404" "exp1" 8 37 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 493 0 0
"1404" "exp1" 8 38 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 1089 0 0
"1404" "exp1" 8 39 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 669 0 0
"1404" "exp1" 8 40 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 561 65 1
"1404" "exp1" 8 41 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 2 650 0 0
"1404" "exp1" 8 42 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 480 65 1
"1404" "exp1" 8 43 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 548 75 1
"1404" "exp1" 8 44 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 853 45 1
"1404" "exp1" 8 45 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 1069 75 1
"1404" "exp1" 8 46 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 502 75 1
"1404" "exp1" 8 47 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 801 25 1
"1404" "exp1" 8 48 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1124 0 0
"1404" "exp1" 8 49 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 936 25 1
"1404" "exp1" 8 50 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 411 0 0
"1404" "exp1" 8 51 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 429 0 0
"1404" "exp1" 8 52 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 652 40 1
"1404" "exp1" 8 53 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 800 40 1
"1404" "exp1" 8 54 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 637 75 1
"1404" "exp1" 8 55 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 769 35 1
"1404" "exp1" 8 56 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1101 20 1
"1404" "exp1" 8 57 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 2 1500 0 0
"1404" "exp1" 8 58 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 2013 25 1
"1404" "exp1" 8 59 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 1219 0 0
"1404" "exp1" 8 60 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 610 0 0
"1404" "exp1" 9 1 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 919 30 1
"1404" "exp1" 9 2 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 668 0 0
"1404" "exp1" 9 3 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 823 15 1
"1404" "exp1" 9 4 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 1075 0 0
"1404" "exp1" 9 5 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 839 75 1
"1404" "exp1" 9 6 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 933 75 1
"1404" "exp1" 9 7 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 2 1115 0 0
"1404" "exp1" 9 8 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 904 0 0
"1404" "exp1" 9 9 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 898 0 0
"1404" "exp1" 9 10 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 626 35 1
"1404" "exp1" 9 11 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1024 0 0
"1404" "exp1" 9 12 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 609 65 1
"1404" "exp1" 9 13 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 947 25 1
"1404" "exp1" 9 14 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 525 65 1
"1404" "exp1" 9 15 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 615 0 0
"1404" "exp1" 9 16 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 1582 15 1
"1404" "exp1" 9 17 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 1036 0 0
"1404" "exp1" 9 18 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 840 25 1
"1404" "exp1" 9 19 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 796 0 0
"1404" "exp1" 9 20 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 570 65 1
"1404" "exp1" 9 21 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 1022 25 1
"1404" "exp1" 9 22 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 800 20 1
"1404" "exp1" 9 23 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 560 75 1
"1404" "exp1" 9 24 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 508 15 1
"1404" "exp1" 9 25 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1259 0 0
"1404" "exp1" 9 26 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 854 15 1
"1404" "exp1" 9 27 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 913 25 1
"1404" "exp1" 9 28 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 582 40 1
"1404" "exp1" 9 29 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 537 0 0
"1404" "exp1" 9 30 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 637 75 1
"1404" "exp1" 9 31 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 735 65 1
"1404" "exp1" 9 32 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 1125 25 1
"1404" "exp1" 9 33 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 620 0 0
"1404" "exp1" 9 34 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 1276 15 1
"1404" "exp1" 9 35 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 551 0 0
"1404" "exp1" 9 36 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 1115 75 1
"1404" "exp1" 9 37 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 726 45 1
"1404" "exp1" 9 38 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 1461 15 1
"1404" "exp1" 9 39 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 746 75 1
"1404" "exp1" 9 40 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 735 25 1
"1404" "exp1" 9 41 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 854 15 1
"1404" "exp1" 9 42 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1348 20 1
"1404" "exp1" 9 43 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 654 45 1
"1404" "exp1" 9 44 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1117 35 1
"1404" "exp1" 9 45 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 522 35 1
"1404" "exp1" 9 46 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 899 20 1
"1404" "exp1" 9 47 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 2326 35 1
"1404" "exp1" 9 48 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 459 45 1
"1404" "exp1" 9 49 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 952 0 0
"1404" "exp1" 9 50 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 2404 75 1
"1404" "exp1" 9 51 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1274 65 1
"1404" "exp1" 9 52 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 1560 35 1
"1404" "exp1" 9 53 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 566 0 0
"1404" "exp1" 9 54 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1202 15 1
"1404" "exp1" 9 55 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 2667 0 0
"1404" "exp1" 9 56 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 628 75 1
"1404" "exp1" 9 57 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 526 0 0
"1404" "exp1" 9 58 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 2 555 0 0
"1404" "exp1" 9 59 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 879 0 0
"1404" "exp1" 9 60 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 579 65 1
"1404" "exp1" 10 1 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1228 0 0
"1404" "exp1" 10 2 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 854 0 0
"1404" "exp1" 10 3 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 468 75 1
"1404" "exp1" 10 4 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 744 0 0
"1404" "exp1" 10 5 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 622 0 0
"1404" "exp1" 10 6 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 925 20 1
"1404" "exp1" 10 7 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 898 35 1
"1404" "exp1" 10 8 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 587 65 1
"1404" "exp1" 10 9 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 866 0 0
"1404" "exp1" 10 10 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 862 0 0
"1404" "exp1" 10 11 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 481 0 0
"1404" "exp1" 10 12 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 850 0 0
"1404" "exp1" 10 13 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 746 20 1
"1404" "exp1" 10 14 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 804 25 1
"1404" "exp1" 10 15 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 633 0 0
"1404" "exp1" 10 16 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 666 0 0
"1404" "exp1" 10 17 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 475 0 0
"1404" "exp1" 10 18 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 406 25 1
"1404" "exp1" 10 19 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 937 0 0
"1404" "exp1" 10 20 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 974 65 1
"1404" "exp1" 10 21 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 570 0 0
"1404" "exp1" 10 22 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1235 0 0
"1404" "exp1" 10 23 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 1106 75 1
"1404" "exp1" 10 24 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1094 0 0
"1404" "exp1" 10 25 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 480 25 1
"1404" "exp1" 10 26 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 1359 75 1
"1404" "exp1" 10 27 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 968 0 0
"1404" "exp1" 10 28 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 702 75 1
"1404" "exp1" 10 29 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 785 75 1
"1404" "exp1" 10 30 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 827 0 0
"1404" "exp1" 10 31 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 1029 25 1
"1404" "exp1" 10 32 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 1808 35 1
"1404" "exp1" 10 33 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 581 65 1
"1404" "exp1" 10 34 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 643 20 1
"1404" "exp1" 10 35 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 881 25 1
"1404" "exp1" 10 36 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 2 532 0 0
"1404" "exp1" 10 37 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1009 20 1
"1404" "exp1" 10 38 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1070 30 1
"1404" "exp1" 10 39 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 841 35 1
"1404" "exp1" 10 40 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 558 0 0
"1404" "exp1" 10 41 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1175 60 1
"1404" "exp1" 10 42 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 589 35 1
"1404" "exp1" 10 43 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 959 15 1
"1404" "exp1" 10 44 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1068 45 1
"1404" "exp1" 10 45 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 997 0 0
"1404" "exp1" 10 46 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 2 1317 0 0
"1404" "exp1" 10 47 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 1161 75 1
"1404" "exp1" 10 48 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 786 30 1
"1404" "exp1" 10 49 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 848 25 1
"1404" "exp1" 10 50 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 793 0 0
"1404" "exp1" 10 51 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 518 25 1
"1404" "exp1" 10 52 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1119 25 1
"1404" "exp1" 10 53 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 819 30 1
"1404" "exp1" 10 54 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 478 0 0
"1404" "exp1" 10 55 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 2 667 25 1
"1404" "exp1" 10 56 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1984 65 1
"1404" "exp1" 10 57 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 684 45 1
"1404" "exp1" 10 58 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1091 45 1
"1404" "exp1" 10 59 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 816 45 1
"1404" "exp1" 10 60 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 833 15 1
"1404" "exp1" 11 1 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 523 15 1
"1404" "exp1" 11 2 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 808 25 1
"1404" "exp1" 11 3 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 908 65 1
"1404" "exp1" 11 4 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 703 0 0
"1404" "exp1" 11 5 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 731 25 1
"1404" "exp1" 11 6 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 541 0 0
"1404" "exp1" 11 7 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 593 75 1
"1404" "exp1" 11 8 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 460 75 1
"1404" "exp1" 11 9 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 798 45 1
"1404" "exp1" 11 10 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 609 25 1
"1404" "exp1" 11 11 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 789 45 1
"1404" "exp1" 11 12 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 479 0 0
"1404" "exp1" 11 13 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 786 75 1
"1404" "exp1" 11 14 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 531 25 1
"1404" "exp1" 11 15 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 695 40 1
"1404" "exp1" 11 16 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 782 0 0
"1404" "exp1" 11 17 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 718 20 1
"1404" "exp1" 11 18 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 660 25 1
"1404" "exp1" 11 19 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 856 25 1
"1404" "exp1" 11 20 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 555 20 1
"1404" "exp1" 11 21 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 512 65 1
"1404" "exp1" 11 22 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 672 25 1
"1404" "exp1" 11 23 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 694 15 1
"1404" "exp1" 11 24 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 440 30 1
"1404" "exp1" 11 25 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 520 75 1
"1404" "exp1" 11 26 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 625 75 1
"1404" "exp1" 11 27 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 999 0 0
"1404" "exp1" 11 28 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 605 15 1
"1404" "exp1" 11 29 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 591 35 1
"1404" "exp1" 11 30 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 632 30 1
"1404" "exp1" 11 31 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 764 15 1
"1404" "exp1" 11 32 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 840 65 1
"1404" "exp1" 11 33 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 662 75 1
"1404" "exp1" 11 34 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 1407 0 0
"1404" "exp1" 11 35 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 641 30 1
"1404" "exp1" 11 36 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1069 30 1
"1404" "exp1" 11 37 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 1234 35 1
"1404" "exp1" 11 38 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 956 65 1
"1404" "exp1" 11 39 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1417 20 1
"1404" "exp1" 11 40 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 700 65 1
"1404" "exp1" 11 41 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 550 45 1
"1404" "exp1" 11 42 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1247 0 0
"1404" "exp1" 11 43 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 805 0 0
"1404" "exp1" 11 44 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 919 35 1
"1404" "exp1" 11 45 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 943 45 1
"1404" "exp1" 11 46 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 649 45 1
"1404" "exp1" 11 47 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 817 0 0
"1404" "exp1" 11 48 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 563 65 1
"1404" "exp1" 11 49 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 484 15 1
"1404" "exp1" 11 50 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 462 35 1
"1404" "exp1" 11 51 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 2 1118 0 0
"1404" "exp1" 11 52 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1587 65 1
"1404" "exp1" 11 53 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1216 35 1
"1404" "exp1" 11 54 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 592 0 0
"1404" "exp1" 11 55 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 580 15 1
"1404" "exp1" 11 56 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 478 35 1
"1404" "exp1" 11 57 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 558 0 0
"1404" "exp1" 11 58 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1324 15 1
"1404" "exp1" 11 59 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 720 40 1
"1404" "exp1" 11 60 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 670 25 1
"1404" "exp1" 12 1 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 544 0 0
"1404" "exp1" 12 2 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 356 0 0
"1404" "exp1" 12 3 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 335 0 0
"1404" "exp1" 12 4 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 2 2006 0 0
"1404" "exp1" 12 5 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 630 0 0
"1404" "exp1" 12 6 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 430 45 1
"1404" "exp1" 12 7 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 731 0 0
"1404" "exp1" 12 8 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 1201 75 1
"1404" "exp1" 12 9 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 591 25 1
"1404" "exp1" 12 10 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 539 25 1
"1404" "exp1" 12 11 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 1386 0 0
"1404" "exp1" 12 12 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1082 40 1
"1404" "exp1" 12 13 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1228 25 1
"1404" "exp1" 12 14 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 776 15 1
"1404" "exp1" 12 15 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 633 20 1
"1404" "exp1" 12 16 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 674 20 1
"1404" "exp1" 12 17 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 816 35 1
"1404" "exp1" 12 18 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 695 0 0
"1404" "exp1" 12 19 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 481 65 1
"1404" "exp1" 12 20 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 458 45 1
"1404" "exp1" 12 21 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 810 15 1
"1404" "exp1" 12 22 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 986 35 1
"1404" "exp1" 12 23 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1194 45 1
"1404" "exp1" 12 24 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 568 45 1
"1404" "exp1" 12 25 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 1604 15 1
"1404" "exp1" 12 26 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 807 65 1
"1404" "exp1" 12 27 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 770 65 1
"1404" "exp1" 12 28 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 463 0 0
"1404" "exp1" 12 29 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 422 0 0
"1404" "exp1" 12 30 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 570 15 1
"1404" "exp1" 12 31 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 545 30 1
"1404" "exp1" 12 32 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 942 30 1
"1404" "exp1" 12 33 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 592 25 1
"1404" "exp1" 12 34 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 453 0 0
"1404" "exp1" 12 35 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 450 25 1
"1404" "exp1" 12 36 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 891 15 1
"1404" "exp1" 12 37 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 727 65 1
"1404" "exp1" 12 38 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 448 0 0
"1404" "exp1" 12 39 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 940 75 1
"1404" "exp1" 12 40 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 971 35 1
"1404" "exp1" 12 41 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 509 0 0
"1404" "exp1" 12 42 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 533 60 1
"1404" "exp1" 12 43 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1343 15 1
"1404" "exp1" 12 44 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 596 0 0
"1404" "exp1" 12 45 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 626 75 1
"1404" "exp1" 12 46 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 1025 0 0
"1404" "exp1" 12 47 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 863 45 1
"1404" "exp1" 12 48 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 551 0 0
"1404" "exp1" 12 49 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 655 25 1
"1404" "exp1" 12 50 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 483 20 1
"1404" "exp1" 12 51 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 1164 25 1
"1404" "exp1" 12 52 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 2219 25 1
"1404" "exp1" 12 53 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 1666 0 0
"1404" "exp1" 12 54 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 1068 55 1
"1404" "exp1" 12 55 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 963 75 1
"1404" "exp1" 12 56 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 634 40 1
"1404" "exp1" 12 57 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1548 35 1
"1404" "exp1" 12 58 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 606 0 0
"1404" "exp1" 12 59 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 423 75 1
"1404" "exp1" 12 60 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 595 15 1
"1404" "exp1" 13 1 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 841 75 1
"1404" "exp1" 13 2 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 546 25 1
"1404" "exp1" 13 3 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 355 75 1
"1404" "exp1" 13 4 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 2 558 35 1
"1404" "exp1" 13 5 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1348 0 0
"1404" "exp1" 13 6 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 854 25 1
"1404" "exp1" 13 7 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1091 0 0
"1404" "exp1" 13 8 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 1287 45 1
"1404" "exp1" 13 9 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 656 0 0
"1404" "exp1" 13 10 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 767 30 1
"1404" "exp1" 13 11 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 866 30 1
"1404" "exp1" 13 12 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 539 30 1
"1404" "exp1" 13 13 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 1213 0 0
"1404" "exp1" 13 14 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 607 25 1
"1404" "exp1" 13 15 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 1083 0 0
"1404" "exp1" 13 16 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1005 0 0
"1404" "exp1" 13 17 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 908 15 1
"1404" "exp1" 13 18 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 522 15 1
"1404" "exp1" 13 19 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 563 0 0
"1404" "exp1" 13 20 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 2916 85 1
"1404" "exp1" 13 21 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 594 30 1
"1404" "exp1" 13 22 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1057 0 0
"1404" "exp1" 13 23 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 2 2213 0 0
"1404" "exp1" 13 24 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 782 20 1
"1404" "exp1" 13 25 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 539 0 0
"1404" "exp1" 13 26 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 816 20 1
"1404" "exp1" 13 27 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 462 0 0
"1404" "exp1" 13 28 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 600 45 1
"1404" "exp1" 13 29 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 915 75 1
"1404" "exp1" 13 30 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 569 15 1
"1404" "exp1" 13 31 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 426 0 0
"1404" "exp1" 13 32 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 471 25 1
"1404" "exp1" 13 33 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 622 25 1
"1404" "exp1" 13 34 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 429 0 0
"1404" "exp1" 13 35 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 2458 0 0
"1404" "exp1" 13 36 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 643 65 1
"1404" "exp1" 13 37 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 1431 0 0
"1404" "exp1" 13 38 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 592 35 1
"1404" "exp1" 13 39 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 661 0 0
"1404" "exp1" 13 40 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 1209 15 1
"1404" "exp1" 13 41 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 774 25 1
"1404" "exp1" 13 42 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 644 45 1
"1404" "exp1" 13 43 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 985 75 1
"1404" "exp1" 13 44 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 492 35 1
"1404" "exp1" 13 45 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 603 15 1
"1404" "exp1" 13 46 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 557 0 0
"1404" "exp1" 13 47 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1344 0 0
"1404" "exp1" 13 48 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 553 65 1
"1404" "exp1" 13 49 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 844 45 1
"1404" "exp1" 13 50 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 1126 65 1
"1404" "exp1" 13 51 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 2 1384 0 0
"1404" "exp1" 13 52 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 862 35 1
"1404" "exp1" 13 53 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 711 65 1
"1404" "exp1" 13 54 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 849 65 1
"1404" "exp1" 13 55 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1756 65 1
"1404" "exp1" 13 56 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 827 25 1
"1404" "exp1" 13 57 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 676 65 1
"1404" "exp1" 13 58 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 540 75 1
"1404" "exp1" 13 59 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 2310 60 1
"1404" "exp1" 13 60 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 417 35 1
"1404" "exp1" 14 1 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 806 75 1
"1404" "exp1" 14 2 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 883 0 0
"1404" "exp1" 14 3 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 920 15 1
"1404" "exp1" 14 4 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 846 20 1
"1404" "exp1" 14 5 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 678 45 1
"1404" "exp1" 14 6 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 585 40 1
"1404" "exp1" 14 7 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 573 45 1
"1404" "exp1" 14 8 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 647 35 1
"1404" "exp1" 14 9 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 514 65 1
"1404" "exp1" 14 10 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 694 0 0
"1404" "exp1" 14 11 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 505 25 1
"1404" "exp1" 14 12 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 950 30 1
"1404" "exp1" 14 13 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 728 0 0
"1404" "exp1" 14 14 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 497 0 0
"1404" "exp1" 14 15 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 429 75 1
"1404" "exp1" 14 16 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 1007 0 0
"1404" "exp1" 14 17 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 663 75 1
"1404" "exp1" 14 18 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 775 45 1
"1404" "exp1" 14 19 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 643 0 0
"1404" "exp1" 14 20 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 999 0 0
"1404" "exp1" 14 21 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 1518 25 1
"1404" "exp1" 14 22 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 516 75 1
"1404" "exp1" 14 23 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 1097 0 0
"1404" "exp1" 14 24 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 810 35 1
"1404" "exp1" 14 25 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 2 1880 35 1
"1404" "exp1" 14 26 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 1265 25 1
"1404" "exp1" 14 27 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 898 30 1
"1404" "exp1" 14 28 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 616 0 0
"1404" "exp1" 14 29 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 695 30 1
"1404" "exp1" 14 30 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 416 0 0
"1404" "exp1" 14 31 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 583 75 1
"1404" "exp1" 14 32 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 832 45 1
"1404" "exp1" 14 33 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 480 0 0
"1404" "exp1" 14 34 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 781 40 1
"1404" "exp1" 14 35 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 812 25 1
"1404" "exp1" 14 36 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 1780 65 1
"1404" "exp1" 14 37 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 1278 35 1
"1404" "exp1" 14 38 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1306 0 0
"1404" "exp1" 14 39 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 1577 65 1
"1404" "exp1" 14 40 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 692 25 1
"1404" "exp1" 14 41 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 1115 65 1
"1404" "exp1" 14 42 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 717 45 1
"1404" "exp1" 14 43 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 1501 65 1
"1404" "exp1" 14 44 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1024 15 1
"1404" "exp1" 14 45 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 599 75 1
"1404" "exp1" 14 46 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 1461 25 1
"1404" "exp1" 14 47 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 629 0 0
"1404" "exp1" 14 48 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 612 65 1
"1404" "exp1" 14 49 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 432 0 0
"1404" "exp1" 14 50 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 671 15 1
"1404" "exp1" 14 51 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 805 75 1
"1404" "exp1" 14 52 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 734 45 1
"1404" "exp1" 14 53 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 2039 85 1
"1404" "exp1" 14 54 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 855 75 1
"1404" "exp1" 14 55 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1102 20 1
"1404" "exp1" 14 56 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 611 25 1
"1404" "exp1" 14 57 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 909 0 0
"1404" "exp1" 14 58 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1288 40 1
"1404" "exp1" 14 59 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 598 0 0
"1404" "exp1" 14 60 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1693 35 1
"1404" "exp1" 15 1 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 642 75 1
"1404" "exp1" 15 2 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 518 45 1
"1404" "exp1" 15 3 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 529 20 1
"1404" "exp1" 15 4 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 370 0 0
"1404" "exp1" 15 5 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 833 0 0
"1404" "exp1" 15 6 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 672 25 1
"1404" "exp1" 15 7 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 601 30 1
"1404" "exp1" 15 8 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 459 30 1
"1404" "exp1" 15 9 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 423 35 1
"1404" "exp1" 15 10 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 895 15 1
"1404" "exp1" 15 11 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 669 0 0
"1404" "exp1" 15 12 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 543 40 1
"1404" "exp1" 15 13 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 864 25 1
"1404" "exp1" 15 14 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 903 75 1
"1404" "exp1" 15 15 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 568 0 0
"1404" "exp1" 15 16 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 993 0 0
"1404" "exp1" 15 17 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 650 45 1
"1404" "exp1" 15 18 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 670 0 0
"1404" "exp1" 15 19 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1353 85 1
"1404" "exp1" 15 20 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 500 0 0
"1404" "exp1" 15 21 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 678 65 1
"1404" "exp1" 15 22 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 557 0 0
"1404" "exp1" 15 23 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 487 0 0
"1404" "exp1" 15 24 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 579 35 1
"1404" "exp1" 15 25 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 434 65 1
"1404" "exp1" 15 26 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1385 35 1
"1404" "exp1" 15 27 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 1129 0 0
"1404" "exp1" 15 28 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 816 15 1
"1404" "exp1" 15 29 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 727 0 0
"1404" "exp1" 15 30 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 1698 0 0
"1404" "exp1" 15 31 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1396 20 1
"1404" "exp1" 15 32 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 621 0 0
"1404" "exp1" 15 33 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 497 45 1
"1404" "exp1" 15 34 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 513 30 1
"1404" "exp1" 15 35 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 587 75 1
"1404" "exp1" 15 36 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 449 65 1
"1404" "exp1" 15 37 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 828 75 1
"1404" "exp1" 15 38 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1111 45 1
"1404" "exp1" 15 39 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 539 0 0
"1404" "exp1" 15 40 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 592 25 1
"1404" "exp1" 15 41 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 2 2326 0 0
"1404" "exp1" 15 42 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 618 75 1
"1404" "exp1" 15 43 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 908 0 0
"1404" "exp1" 15 44 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 721 0 0
"1404" "exp1" 15 45 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 960 65 1
"1404" "exp1" 15 46 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 636 65 1
"1404" "exp1" 15 47 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 483 15 1
"1404" "exp1" 15 48 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 759 45 1
"1404" "exp1" 15 49 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 1916 45 1
"1404" "exp1" 15 50 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 503 20 1
"1404" "exp1" 15 51 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 468 35 1
"1404" "exp1" 15 52 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 430 0 0
"1404" "exp1" 15 53 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 534 0 0
"1404" "exp1" 15 54 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 669 25 1
"1404" "exp1" 15 55 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 575 0 0
"1404" "exp1" 15 56 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 2292 35 1
"1404" "exp1" 15 57 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1134 30 1
"1404" "exp1" 15 58 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 441 75 1
"1404" "exp1" 15 59 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 1124 15 1
"1404" "exp1" 15 60 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 2 2870 0 0
"1404" "exp1" 16 1 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 690 25 1
"1404" "exp1" 16 2 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1634 20 1
"1404" "exp1" 16 3 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 590 0 0
"1404" "exp1" 16 4 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 390 75 1
"1404" "exp1" 16 5 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 517 0 0
"1404" "exp1" 16 6 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 364 40 1
"1404" "exp1" 16 7 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 345 65 1
"1404" "exp1" 16 8 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 853 25 1
"1404" "exp1" 16 9 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 550 0 0
"1404" "exp1" 16 10 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 427 0 0
"1404" "exp1" 16 11 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 602 0 0
"1404" "exp1" 16 12 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 470 65 1
"1404" "exp1" 16 13 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 798 45 1
"1404" "exp1" 16 14 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 646 15 1
"1404" "exp1" 16 15 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 730 0 0
"1404" "exp1" 16 16 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1447 30 1
"1404" "exp1" 16 17 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 520 45 1
"1404" "exp1" 16 18 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 428 40 1
"1404" "exp1" 16 19 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 339 0 0
"1404" "exp1" 16 20 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 984 35 1
"1404" "exp1" 16 21 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 913 15 1
"1404" "exp1" 16 22 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 497 0 0
"1404" "exp1" 16 23 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1200 45 1
"1404" "exp1" 16 24 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 481 25 1
"1404" "exp1" 16 25 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 570 75 1
"1404" "exp1" 16 26 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 615 35 1
"1404" "exp1" 16 27 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 942 0 0
"1404" "exp1" 16 28 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 795 20 1
"1404" "exp1" 16 29 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1047 15 1
"1404" "exp1" 16 30 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1211 0 0
"1404" "exp1" 16 31 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 732 65 1
"1404" "exp1" 16 32 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 856 35 1
"1404" "exp1" 16 33 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1287 65 1
"1404" "exp1" 16 34 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 791 20 1
"1404" "exp1" 16 35 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 843 75 1
"1404" "exp1" 16 36 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 876 60 1
"1404" "exp1" 16 37 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 589 25 1
"1404" "exp1" 16 38 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 2 979 0 0
"1404" "exp1" 16 39 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 694 75 1
"1404" "exp1" 16 40 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 776 30 1
"1404" "exp1" 16 41 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 2 1742 0 0
"1404" "exp1" 16 42 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 523 45 1
"1404" "exp1" 16 43 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 427 25 1
"1404" "exp1" 16 44 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 789 15 1
"1404" "exp1" 16 45 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 502 45 1
"1404" "exp1" 16 46 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 1916 0 0
"1404" "exp1" 16 47 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 753 35 1
"1404" "exp1" 16 48 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 618 40 1
"1404" "exp1" 16 49 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 918 25 1
"1404" "exp1" 16 50 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 474 35 1
"1404" "exp1" 16 51 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 774 0 0
"1404" "exp1" 16 52 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 543 75 1
"1404" "exp1" 16 53 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 532 35 1
"1404" "exp1" 16 54 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 725 65 1
"1404" "exp1" 16 55 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 483 30 1
"1404" "exp1" 16 56 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 639 25 1
"1404" "exp1" 16 57 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 827 45 1
"1404" "exp1" 16 58 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 512 0 0
"1404" "exp1" 16 59 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 853 20 1
"1404" "exp1" 16 60 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1002 45 1
"1404" "exp1" 17 1 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 760 75 1
"1404" "exp1" 17 2 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 446 0 0
"1404" "exp1" 17 3 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 865 0 0
"1404" "exp1" 17 4 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 745 25 1
"1404" "exp1" 17 5 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 575 0 0
"1404" "exp1" 17 6 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 797 25 1
"1404" "exp1" 17 7 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 853 35 1
"1404" "exp1" 17 8 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 669 15 1
"1404" "exp1" 17 9 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 436 0 0
"1404" "exp1" 17 10 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 931 15 1
"1404" "exp1" 17 11 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 752 45 1
"1404" "exp1" 17 12 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 444 35 1
"1404" "exp1" 17 13 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 473 0 0
"1404" "exp1" 17 14 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 444 0 0
"1404" "exp1" 17 15 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 652 45 1
"1404" "exp1" 17 16 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 386 15 1
"1404" "exp1" 17 17 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 2 387 0 0
"1404" "exp1" 17 18 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 480 40 1
"1404" "exp1" 17 19 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 659 0 0
"1404" "exp1" 17 20 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 539 0 0
"1404" "exp1" 17 21 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 2 903 0 0
"1404" "exp1" 17 22 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 713 0 0
"1404" "exp1" 17 23 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 472 0 0
"1404" "exp1" 17 24 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 585 35 1
"1404" "exp1" 17 25 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 820 55 1
"1404" "exp1" 17 26 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 565 20 1
"1404" "exp1" 17 27 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 762 75 1
"1404" "exp1" 17 28 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 971 60 1
"1404" "exp1" 17 29 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 481 0 0
"1404" "exp1" 17 30 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 2 1005 0 0
"1404" "exp1" 17 31 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 743 0 0
"1404" "exp1" 17 32 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 2560 0 0
"1404" "exp1" 17 33 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 837 65 1
"1404" "exp1" 17 34 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 992 0 0
"1404" "exp1" 17 35 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 2 912 0 0
"1404" "exp1" 17 36 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 2 932 55 1
"1404" "exp1" 17 37 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 746 0 0
"1404" "exp1" 17 38 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 530 30 1
"1404" "exp1" 17 39 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 843 25 1
"1404" "exp1" 17 40 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 1181 75 1
"1404" "exp1" 17 41 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 607 75 1
"1404" "exp1" 17 42 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 856 0 0
"1404" "exp1" 17 43 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 435 30 1
"1404" "exp1" 17 44 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 885 0 0
"1404" "exp1" 17 45 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 776 25 1
"1404" "exp1" 17 46 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 980 0 0
"1404" "exp1" 17 47 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1032 25 1
"1404" "exp1" 17 48 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 949 30 1
"1404" "exp1" 17 49 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 445 0 0
"1404" "exp1" 17 50 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 514 20 1
"1404" "exp1" 17 51 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 2 2048 0 0
"1404" "exp1" 17 52 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 2177 45 1
"1404" "exp1" 17 53 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 626 0 0
"1404" "exp1" 17 54 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 1129 45 1
"1404" "exp1" 17 55 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 477 20 1
"1404" "exp1" 17 56 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 1020 0 0
"1404" "exp1" 17 57 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 844 0 0
"1404" "exp1" 17 58 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1603 0 0
"1404" "exp1" 17 59 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 529 75 1
"1404" "exp1" 17 60 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 974 20 1
"1404" "exp1" 18 1 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 765 20 1
"1404" "exp1" 18 2 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 470 0 0
"1404" "exp1" 18 3 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 527 20 1
"1404" "exp1" 18 4 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 419 75 1
"1404" "exp1" 18 5 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 748 0 0
"1404" "exp1" 18 6 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 605 15 1
"1404" "exp1" 18 7 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 676 25 1
"1404" "exp1" 18 8 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1067 45 1
"1404" "exp1" 18 9 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 677 75 1
"1404" "exp1" 18 10 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 483 75 1
"1404" "exp1" 18 11 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1088 45 1
"1404" "exp1" 18 12 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 359 30 1
"1404" "exp1" 18 13 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 477 15 1
"1404" "exp1" 18 14 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 2 420 0 0
"1404" "exp1" 18 15 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 442 30 1
"1404" "exp1" 18 16 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 735 0 0
"1404" "exp1" 18 17 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 624 75 1
"1404" "exp1" 18 18 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 448 35 1
"1404" "exp1" 18 19 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 413 75 1
"1404" "exp1" 18 20 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 1034 15 1
"1404" "exp1" 18 21 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 475 15 1
"1404" "exp1" 18 22 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 757 0 0
"1404" "exp1" 18 23 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 472 0 0
"1404" "exp1" 18 24 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 742 35 1
"1404" "exp1" 18 25 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 963 65 1
"1404" "exp1" 18 26 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 588 75 1
"1404" "exp1" 18 27 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 426 0 0
"1404" "exp1" 18 28 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 426 0 0
"1404" "exp1" 18 29 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 438 0 0
"1404" "exp1" 18 30 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 635 65 1
"1404" "exp1" 18 31 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 907 15 1
"1404" "exp1" 18 32 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 427 0 0
"1404" "exp1" 18 33 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 685 25 1
"1404" "exp1" 18 34 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 502 75 1
"1404" "exp1" 18 35 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 687 45 1
"1404" "exp1" 18 36 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 682 15 1
"1404" "exp1" 18 37 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 435 40 1
"1404" "exp1" 18 38 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 699 0 0
"1404" "exp1" 18 39 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 432 45 1
"1404" "exp1" 18 40 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 752 0 0
"1404" "exp1" 18 41 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 503 40 1
"1404" "exp1" 18 42 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 523 15 1
"1404" "exp1" 18 43 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 683 0 0
"1404" "exp1" 18 44 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 503 0 0
"1404" "exp1" 18 45 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 401 35 1
"1404" "exp1" 18 46 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 366 40 1
"1404" "exp1" 18 47 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 883 65 1
"1404" "exp1" 18 48 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 385 20 1
"1404" "exp1" 18 49 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 699 0 0
"1404" "exp1" 18 50 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 1027 35 1
"1404" "exp1" 18 51 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 632 0 0
"1404" "exp1" 18 52 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 577 45 1
"1404" "exp1" 18 53 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 663 0 0
"1404" "exp1" 18 54 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1703 25 1
"1404" "exp1" 18 55 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 689 25 1
"1404" "exp1" 18 56 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 625 35 1
"1404" "exp1" 18 57 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 921 0 0
"1404" "exp1" 18 58 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 886 35 1
"1404" "exp1" 18 59 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 864 65 1
"1404" "exp1" 18 60 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 547 35 1
"1404" "exp1" 19 1 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 440 75 1
"1404" "exp1" 19 2 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 351 70 1
"1404" "exp1" 19 3 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 498 0 0
"1404" "exp1" 19 4 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 553 65 1
"1404" "exp1" 19 5 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 393 35 1
"1404" "exp1" 19 6 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 409 25 1
"1404" "exp1" 19 7 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 441 45 1
"1404" "exp1" 19 8 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 528 0 0
"1404" "exp1" 19 9 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 1215 55 1
"1404" "exp1" 19 10 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 533 0 0
"1404" "exp1" 19 11 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 684 35 1
"1404" "exp1" 19 12 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 603 0 0
"1404" "exp1" 19 13 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 422 0 0
"1404" "exp1" 19 14 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 481 30 1
"1404" "exp1" 19 15 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 526 75 1
"1404" "exp1" 19 16 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 621 20 1
"1404" "exp1" 19 17 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 329 45 1
"1404" "exp1" 19 18 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 534 35 1
"1404" "exp1" 19 19 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 868 0 0
"1404" "exp1" 19 20 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 572 0 0
"1404" "exp1" 19 21 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 668 15 1
"1404" "exp1" 19 22 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 487 65 1
"1404" "exp1" 19 23 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 684 45 1
"1404" "exp1" 19 24 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 584 0 0
"1404" "exp1" 19 25 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 572 45 1
"1404" "exp1" 19 26 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 1490 75 1
"1404" "exp1" 19 27 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 471 0 0
"1404" "exp1" 19 28 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 955 75 1
"1404" "exp1" 19 29 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 637 45 1
"1404" "exp1" 19 30 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 710 65 1
"1404" "exp1" 19 31 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 539 75 1
"1404" "exp1" 19 32 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 824 0 0
"1404" "exp1" 19 33 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 604 0 0
"1404" "exp1" 19 34 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 813 35 1
"1404" "exp1" 19 35 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 613 20 1
"1404" "exp1" 19 36 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 647 65 1
"1404" "exp1" 19 37 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 512 0 0
"1404" "exp1" 19 38 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 423 75 1
"1404" "exp1" 19 39 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 599 75 1
"1404" "exp1" 19 40 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 510 35 1
"1404" "exp1" 19 41 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 599 25 1
"1404" "exp1" 19 42 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 449 0 0
"1404" "exp1" 19 43 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 367 25 1
"1404" "exp1" 19 44 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 420 15 1
"1404" "exp1" 19 45 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 906 25 1
"1404" "exp1" 19 46 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 467 40 1
"1404" "exp1" 19 47 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 448 0 0
"1404" "exp1" 19 48 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 507 30 1
"1404" "exp1" 19 49 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 423 40 1
"1404" "exp1" 19 50 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 2660 75 1
"1404" "exp1" 19 51 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 540 0 0
"1404" "exp1" 19 52 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1016 85 1
"1404" "exp1" 19 53 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 1034 65 1
"1404" "exp1" 19 54 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 575 0 0
"1404" "exp1" 19 55 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 540 0 0
"1404" "exp1" 19 56 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 978 15 1
"1404" "exp1" 19 57 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 567 25 1
"1404" "exp1" 19 58 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 516 35 1
"1404" "exp1" 19 59 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 936 20 1
"1404" "exp1" 19 60 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 590 15 1
"1404" "exp1" 20 1 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 595 0 0
"1404" "exp1" 20 2 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 555 0 0
"1404" "exp1" 20 3 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 865 65 1
"1404" "exp1" 20 4 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 528 75 1
"1404" "exp1" 20 5 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 620 35 1
"1404" "exp1" 20 6 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 861 65 1
"1404" "exp1" 20 7 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 467 20 1
"1404" "exp1" 20 8 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 659 30 1
"1404" "exp1" 20 9 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 634 0 0
"1404" "exp1" 20 10 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 517 0 0
"1404" "exp1" 20 11 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 407 75 1
"1404" "exp1" 20 12 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 514 0 0
"1404" "exp1" 20 13 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 721 35 1
"1404" "exp1" 20 14 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 1547 0 0
"1404" "exp1" 20 15 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 1500 15 1
"1404" "exp1" 20 16 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 543 35 1
"1404" "exp1" 20 17 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 962 85 1
"1404" "exp1" 20 18 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 639 65 1
"1404" "exp1" 20 19 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 982 65 1
"1404" "exp1" 20 20 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 683 0 0
"1404" "exp1" 20 21 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 537 0 0
"1404" "exp1" 20 22 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 570 75 1
"1404" "exp1" 20 23 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 652 15 1
"1404" "exp1" 20 24 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 821 35 1
"1404" "exp1" 20 25 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 474 20 1
"1404" "exp1" 20 26 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 542 0 0
"1404" "exp1" 20 27 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 445 75 1
"1404" "exp1" 20 28 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 553 15 1
"1404" "exp1" 20 29 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 650 15 1
"1404" "exp1" 20 30 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 523 75 1
"1404" "exp1" 20 31 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 482 75 1
"1404" "exp1" 20 32 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 2 470 0 0
"1404" "exp1" 20 33 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 689 30 1
"1404" "exp1" 20 34 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 501 40 1
"1404" "exp1" 20 35 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 687 45 1
"1404" "exp1" 20 36 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 502 0 0
"1404" "exp1" 20 37 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 507 0 0
"1404" "exp1" 20 38 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 566 15 1
"1404" "exp1" 20 39 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 2 434 0 0
"1404" "exp1" 20 40 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 442 45 1
"1404" "exp1" 20 41 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 643 30 1
"1404" "exp1" 20 42 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 610 25 1
"1404" "exp1" 20 43 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 895 0 0
"1404" "exp1" 20 44 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 559 0 0
"1404" "exp1" 20 45 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 569 40 1
"1404" "exp1" 20 46 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 783 45 1
"1404" "exp1" 20 47 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 710 25 1
"1404" "exp1" 20 48 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 567 0 0
"1404" "exp1" 20 49 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 517 75 1
"1404" "exp1" 20 50 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 849 0 0
"1404" "exp1" 20 51 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1366 25 1
"1404" "exp1" 20 52 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 983 25 1
"1404" "exp1" 20 53 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 928 35 1
"1404" "exp1" 20 54 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 866 25 1
"1404" "exp1" 20 55 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 554 0 0
"1404" "exp1" 20 56 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 835 25 1
"1404" "exp1" 20 57 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 614 20 1
"1404" "exp1" 20 58 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 857 25 1
"1404" "exp1" 20 59 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 706 45 1
"1404" "exp1" 20 60 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 682 45 1
"1406" "exp1" 1 1 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1070 20 1
"1406" "exp1" 1 2 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 581 65 1
"1406" "exp1" 1 3 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 553 20 1
"1406" "exp1" 1 4 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 692 25 1
"1406" "exp1" 1 5 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 645 65 1
"1406" "exp1" 1 6 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 762 0 0
"1406" "exp1" 1 7 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 811 75 1
"1406" "exp1" 1 8 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 686 45 1
"1406" "exp1" 1 9 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 708 65 1
"1406" "exp1" 1 10 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 2 1048 55 1
"1406" "exp1" 1 11 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1491 65 1
"1406" "exp1" 1 12 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1693 45 1
"1406" "exp1" 1 13 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1591 25 1
"1406" "exp1" 1 14 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 1072 45 1
"1406" "exp1" 1 15 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 898 35 1
"1406" "exp1" 1 16 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 1167 15 1
"1406" "exp1" 1 17 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1389 30 1
"1406" "exp1" 1 18 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 910 30 1
"1406" "exp1" 1 19 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 961 15 1
"1406" "exp1" 1 20 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 759 0 0
"1406" "exp1" 1 21 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 894 65 1
"1406" "exp1" 1 22 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 943 35 1
"1406" "exp1" 1 23 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 1159 0 0
"1406" "exp1" 1 24 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 683 0 0
"1406" "exp1" 1 25 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 2 655 0 0
"1406" "exp1" 1 26 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 1472 15 1
"1406" "exp1" 1 27 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1270 20 1
"1406" "exp1" 1 28 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1860 40 1
"1406" "exp1" 1 29 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1105 20 1
"1406" "exp1" 1 30 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 968 0 0
"1406" "exp1" 1 31 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 978 0 0
"1406" "exp1" 1 32 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 1042 75 1
"1406" "exp1" 1 33 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 1054 0 0
"1406" "exp1" 1 34 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1125 0 0
"1406" "exp1" 1 35 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 1144 0 0
"1406" "exp1" 1 36 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1453 40 1
"1406" "exp1" 1 37 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 882 15 1
"1406" "exp1" 1 38 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1022 40 1
"1406" "exp1" 1 39 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 921 75 1
"1406" "exp1" 1 40 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 1325 35 1
"1406" "exp1" 1 41 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 963 25 1
"1406" "exp1" 1 42 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 704 30 1
"1406" "exp1" 1 43 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1012 0 0
"1406" "exp1" 1 44 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 619 0 0
"1406" "exp1" 1 45 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 786 30 1
"1406" "exp1" 1 46 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 880 45 1
"1406" "exp1" 1 47 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 1007 0 0
"1406" "exp1" 1 48 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 839 35 1
"1406" "exp1" 1 49 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 555 75 1
"1406" "exp1" 1 50 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 952 35 1
"1406" "exp1" 1 51 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 886 25 1
"1406" "exp1" 1 52 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 474 35 1
"1406" "exp1" 1 53 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 867 0 0
"1406" "exp1" 1 54 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 515 15 1
"1406" "exp1" 1 55 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 536 25 1
"1406" "exp1" 1 56 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 485 65 1
"1406" "exp1" 1 57 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 919 25 1
"1406" "exp1" 1 58 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 1135 15 1
"1406" "exp1" 1 59 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 712 0 0
"1406" "exp1" 1 60 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 1011 65 1
"1406" "exp1" 2 1 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 745 65 1
"1406" "exp1" 2 2 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 590 45 1
"1406" "exp1" 2 3 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 563 0 0
"1406" "exp1" 2 4 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 574 20 1
"1406" "exp1" 2 5 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 704 0 0
"1406" "exp1" 2 6 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 720 0 0
"1406" "exp1" 2 7 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 577 45 1
"1406" "exp1" 2 8 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 687 75 1
"1406" "exp1" 2 9 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 670 25 1
"1406" "exp1" 2 10 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 925 0 0
"1406" "exp1" 2 11 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 690 0 0
"1406" "exp1" 2 12 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 849 30 1
"1406" "exp1" 2 13 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 671 30 1
"1406" "exp1" 2 14 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 662 35 1
"1406" "exp1" 2 15 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 944 15 1
"1406" "exp1" 2 16 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 816 35 1
"1406" "exp1" 2 17 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 533 75 1
"1406" "exp1" 2 18 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 868 0 0
"1406" "exp1" 2 19 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 551 65 1
"1406" "exp1" 2 20 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 534 75 1
"1406" "exp1" 2 21 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 653 65 1
"1406" "exp1" 2 22 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 690 0 0
"1406" "exp1" 2 23 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 741 75 1
"1406" "exp1" 2 24 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 766 0 0
"1406" "exp1" 2 25 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 793 65 1
"1406" "exp1" 2 26 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 754 40 1
"1406" "exp1" 2 27 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 668 45 1
"1406" "exp1" 2 28 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 740 25 1
"1406" "exp1" 2 29 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 507 75 1
"1406" "exp1" 2 30 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 1160 25 1
"1406" "exp1" 2 31 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 714 0 0
"1406" "exp1" 2 32 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 632 25 1
"1406" "exp1" 2 33 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 639 15 1
"1406" "exp1" 2 34 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 565 65 1
"1406" "exp1" 2 35 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 665 0 0
"1406" "exp1" 2 36 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 562 0 0
"1406" "exp1" 2 37 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 792 25 1
"1406" "exp1" 2 38 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 651 0 0
"1406" "exp1" 2 39 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 615 0 0
"1406" "exp1" 2 40 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 747 15 1
"1406" "exp1" 2 41 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 934 45 1
"1406" "exp1" 2 42 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 862 15 1
"1406" "exp1" 2 43 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 649 0 0
"1406" "exp1" 2 44 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 690 25 1
"1406" "exp1" 2 45 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 606 45 1
"1406" "exp1" 2 46 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 521 45 1
"1406" "exp1" 2 47 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 836 35 1
"1406" "exp1" 2 48 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 717 0 0
"1406" "exp1" 2 49 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 704 15 1
"1406" "exp1" 2 50 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 697 20 1
"1406" "exp1" 2 51 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 564 0 0
"1406" "exp1" 2 52 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 689 0 0
"1406" "exp1" 2 53 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 607 0 0
"1406" "exp1" 2 54 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 620 35 1
"1406" "exp1" 2 55 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 703 0 0
"1406" "exp1" 2 56 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 720 65 1
"1406" "exp1" 2 57 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1129 0 0
"1406" "exp1" 2 58 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 608 0 0
"1406" "exp1" 2 59 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 549 0 0
"1406" "exp1" 2 60 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 829 15 1
"1406" "exp1" 3 1 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 795 0 0
"1406" "exp1" 3 2 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 494 20 1
"1406" "exp1" 3 3 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 646 30 1
"1406" "exp1" 3 4 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 441 0 0
"1406" "exp1" 3 5 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 445 0 0
"1406" "exp1" 3 6 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 573 20 1
"1406" "exp1" 3 7 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 537 65 1
"1406" "exp1" 3 8 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 645 75 1
"1406" "exp1" 3 9 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 597 15 1
"1406" "exp1" 3 10 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 574 25 1
"1406" "exp1" 3 11 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 517 0 0
"1406" "exp1" 3 12 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 518 45 1
"1406" "exp1" 3 13 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 624 45 1
"1406" "exp1" 3 14 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 761 20 1
"1406" "exp1" 3 15 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 972 65 1
"1406" "exp1" 3 16 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 951 40 1
"1406" "exp1" 3 17 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 703 35 1
"1406" "exp1" 3 18 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 557 0 0
"1406" "exp1" 3 19 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 535 25 1
"1406" "exp1" 3 20 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1191 45 1
"1406" "exp1" 3 21 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 507 75 1
"1406" "exp1" 3 22 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 522 0 0
"1406" "exp1" 3 23 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 733 0 0
"1406" "exp1" 3 24 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 663 35 1
"1406" "exp1" 3 25 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 517 25 1
"1406" "exp1" 3 26 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 644 0 0
"1406" "exp1" 3 27 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 778 25 1
"1406" "exp1" 3 28 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 1079 0 0
"1406" "exp1" 3 29 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 687 0 0
"1406" "exp1" 3 30 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 768 0 0
"1406" "exp1" 3 31 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 632 20 1
"1406" "exp1" 3 32 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 555 75 1
"1406" "exp1" 3 33 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 854 15 1
"1406" "exp1" 3 34 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1254 30 1
"1406" "exp1" 3 35 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 667 35 1
"1406" "exp1" 3 36 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 596 15 1
"1406" "exp1" 3 37 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 514 0 0
"1406" "exp1" 3 38 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 836 45 1
"1406" "exp1" 3 39 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 660 75 1
"1406" "exp1" 3 40 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 690 40 1
"1406" "exp1" 3 41 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 702 35 1
"1406" "exp1" 3 42 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 744 65 1
"1406" "exp1" 3 43 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 474 25 1
"1406" "exp1" 3 44 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 574 15 1
"1406" "exp1" 3 45 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 926 45 1
"1406" "exp1" 3 46 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 494 65 1
"1406" "exp1" 3 47 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 513 0 0
"1406" "exp1" 3 48 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 667 15 1
"1406" "exp1" 3 49 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 626 0 0
"1406" "exp1" 3 50 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 670 35 1
"1406" "exp1" 3 51 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 682 0 0
"1406" "exp1" 3 52 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 492 25 1
"1406" "exp1" 3 53 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 478 75 1
"1406" "exp1" 3 54 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 727 0 0
"1406" "exp1" 3 55 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 566 0 0
"1406" "exp1" 3 56 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 526 15 1
"1406" "exp1" 3 57 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 807 0 0
"1406" "exp1" 3 58 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 917 0 0
"1406" "exp1" 3 59 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1175 0 0
"1406" "exp1" 3 60 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 558 0 0
"1406" "exp1" 4 1 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 722 0 0
"1406" "exp1" 4 2 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 731 15 1
"1406" "exp1" 4 3 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 687 25 1
"1406" "exp1" 4 4 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 505 35 1
"1406" "exp1" 4 5 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 571 75 1
"1406" "exp1" 4 6 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 508 0 0
"1406" "exp1" 4 7 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 596 0 0
"1406" "exp1" 4 8 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 542 30 1
"1406" "exp1" 4 9 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 469 65 1
"1406" "exp1" 4 10 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 493 0 0
"1406" "exp1" 4 11 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 511 25 1
"1406" "exp1" 4 12 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 537 15 1
"1406" "exp1" 4 13 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 508 0 0
"1406" "exp1" 4 14 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 573 25 1
"1406" "exp1" 4 15 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 669 15 1
"1406" "exp1" 4 16 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 740 75 1
"1406" "exp1" 4 17 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 617 65 1
"1406" "exp1" 4 18 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 743 25 1
"1406" "exp1" 4 19 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 891 45 1
"1406" "exp1" 4 20 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 657 30 1
"1406" "exp1" 4 21 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 519 20 1
"1406" "exp1" 4 22 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 463 45 1
"1406" "exp1" 4 23 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 748 0 0
"1406" "exp1" 4 24 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1272 35 1
"1406" "exp1" 4 25 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 639 0 0
"1406" "exp1" 4 26 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 842 15 1
"1406" "exp1" 4 27 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 571 0 0
"1406" "exp1" 4 28 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 741 0 0
"1406" "exp1" 4 29 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 684 35 1
"1406" "exp1" 4 30 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 770 45 1
"1406" "exp1" 4 31 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 471 65 1
"1406" "exp1" 4 32 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 784 0 0
"1406" "exp1" 4 33 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 630 0 0
"1406" "exp1" 4 34 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 551 40 1
"1406" "exp1" 4 35 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 688 0 0
"1406" "exp1" 4 36 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 646 20 1
"1406" "exp1" 4 37 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 730 25 1
"1406" "exp1" 4 38 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 765 35 1
"1406" "exp1" 4 39 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 878 15 1
"1406" "exp1" 4 40 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 475 30 1
"1406" "exp1" 4 41 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 655 35 1
"1406" "exp1" 4 42 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 1131 0 0
"1406" "exp1" 4 43 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 659 0 0
"1406" "exp1" 4 44 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 921 15 1
"1406" "exp1" 4 45 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 603 0 0
"1406" "exp1" 4 46 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 451 25 1
"1406" "exp1" 4 47 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 530 35 1
"1406" "exp1" 4 48 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 502 30 1
"1406" "exp1" 4 49 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 542 75 1
"1406" "exp1" 4 50 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 506 0 0
"1406" "exp1" 4 51 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 625 0 0
"1406" "exp1" 4 52 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 569 0 0
"1406" "exp1" 4 53 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 794 75 1
"1406" "exp1" 4 54 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 717 15 1
"1406" "exp1" 4 55 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 726 65 1
"1406" "exp1" 4 56 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 919 0 0
"1406" "exp1" 4 57 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1095 25 1
"1406" "exp1" 4 58 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1508 65 1
"1406" "exp1" 4 59 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 609 65 1
"1406" "exp1" 4 60 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 634 0 0
"1406" "exp1" 5 1 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1081 40 1
"1406" "exp1" 5 2 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 698 15 1
"1406" "exp1" 5 3 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 912 0 0
"1406" "exp1" 5 4 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 547 65 1
"1406" "exp1" 5 5 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 796 0 0
"1406" "exp1" 5 6 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 714 20 1
"1406" "exp1" 5 7 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 808 0 0
"1406" "exp1" 5 8 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 702 35 1
"1406" "exp1" 5 9 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 1144 15 1
"1406" "exp1" 5 10 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 606 0 0
"1406" "exp1" 5 11 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1035 40 1
"1406" "exp1" 5 12 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 732 65 1
"1406" "exp1" 5 13 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 917 0 0
"1406" "exp1" 5 14 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 817 40 1
"1406" "exp1" 5 15 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 936 25 1
"1406" "exp1" 5 16 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 738 75 1
"1406" "exp1" 5 17 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 1008 25 1
"1406" "exp1" 5 18 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 703 25 1
"1406" "exp1" 5 19 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 720 45 1
"1406" "exp1" 5 20 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 865 0 0
"1406" "exp1" 5 21 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 661 0 0
"1406" "exp1" 5 22 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 674 40 1
"1406" "exp1" 5 23 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 631 30 1
"1406" "exp1" 5 24 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 673 0 0
"1406" "exp1" 5 25 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 656 35 1
"1406" "exp1" 5 26 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 693 35 1
"1406" "exp1" 5 27 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 547 0 0
"1406" "exp1" 5 28 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 745 35 1
"1406" "exp1" 5 29 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 481 65 1
"1406" "exp1" 5 30 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 424 45 1
"1406" "exp1" 5 31 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 512 65 1
"1406" "exp1" 5 32 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 495 75 1
"1406" "exp1" 5 33 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 477 65 1
"1406" "exp1" 5 34 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 558 30 1
"1406" "exp1" 5 35 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 566 25 1
"1406" "exp1" 5 36 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 412 45 1
"1406" "exp1" 5 37 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 646 30 1
"1406" "exp1" 5 38 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 534 0 0
"1406" "exp1" 5 39 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 666 0 0
"1406" "exp1" 5 40 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 656 0 0
"1406" "exp1" 5 41 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 778 75 1
"1406" "exp1" 5 42 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 526 0 0
"1406" "exp1" 5 43 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 466 0 0
"1406" "exp1" 5 44 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 450 45 1
"1406" "exp1" 5 45 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 522 65 1
"1406" "exp1" 5 46 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 488 0 0
"1406" "exp1" 5 47 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 547 0 0
"1406" "exp1" 5 48 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 489 75 1
"1406" "exp1" 5 49 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 440 0 0
"1406" "exp1" 5 50 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 540 0 0
"1406" "exp1" 5 51 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 625 25 1
"1406" "exp1" 5 52 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 551 75 1
"1406" "exp1" 5 53 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 663 15 1
"1406" "exp1" 5 54 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 1129 15 1
"1406" "exp1" 5 55 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 541 15 1
"1406" "exp1" 5 56 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1107 0 0
"1406" "exp1" 5 57 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1387 20 1
"1406" "exp1" 5 58 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 764 20 1
"1406" "exp1" 5 59 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 1824 15 1
"1406" "exp1" 5 60 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 1106 45 1
"1406" "exp1" 6 1 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 804 65 1
"1406" "exp1" 6 2 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 510 65 1
"1406" "exp1" 6 3 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 428 65 1
"1406" "exp1" 6 4 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 513 65 1
"1406" "exp1" 6 5 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 424 75 1
"1406" "exp1" 6 6 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 477 65 1
"1406" "exp1" 6 7 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 444 35 1
"1406" "exp1" 6 8 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 2 776 0 0
"1406" "exp1" 6 9 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 788 35 1
"1406" "exp1" 6 10 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 606 45 1
"1406" "exp1" 6 11 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 783 0 0
"1406" "exp1" 6 12 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 759 65 1
"1406" "exp1" 6 13 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 672 20 1
"1406" "exp1" 6 14 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1080 0 0
"1406" "exp1" 6 15 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 693 40 1
"1406" "exp1" 6 16 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 801 0 0
"1406" "exp1" 6 17 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 476 0 0
"1406" "exp1" 6 18 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 529 75 1
"1406" "exp1" 6 19 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 656 0 0
"1406" "exp1" 6 20 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 688 45 1
"1406" "exp1" 6 21 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 462 15 1
"1406" "exp1" 6 22 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 478 35 1
"1406" "exp1" 6 23 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 547 15 1
"1406" "exp1" 6 24 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 571 25 1
"1406" "exp1" 6 25 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 522 0 0
"1406" "exp1" 6 26 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 492 45 1
"1406" "exp1" 6 27 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 510 25 1
"1406" "exp1" 6 28 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 554 20 1
"1406" "exp1" 6 29 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 553 75 1
"1406" "exp1" 6 30 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 573 25 1
"1406" "exp1" 6 31 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 582 85 1
"1406" "exp1" 6 32 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1811 20 1
"1406" "exp1" 6 33 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 577 75 1
"1406" "exp1" 6 34 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 850 0 0
"1406" "exp1" 6 35 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 509 0 0
"1406" "exp1" 6 36 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1519 35 1
"1406" "exp1" 6 37 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 734 65 1
"1406" "exp1" 6 38 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 681 35 1
"1406" "exp1" 6 39 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1109 25 1
"1406" "exp1" 6 40 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 622 0 0
"1406" "exp1" 6 41 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 851 15 1
"1406" "exp1" 6 42 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 528 75 1
"1406" "exp1" 6 43 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1046 15 1
"1406" "exp1" 6 44 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 525 0 0
"1406" "exp1" 6 45 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1282 40 1
"1406" "exp1" 6 46 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 891 30 1
"1406" "exp1" 6 47 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 728 0 0
"1406" "exp1" 6 48 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 612 25 1
"1406" "exp1" 6 49 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 748 20 1
"1406" "exp1" 6 50 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 782 45 1
"1406" "exp1" 6 51 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 511 75 1
"1406" "exp1" 6 52 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 675 30 1
"1406" "exp1" 6 53 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 881 0 0
"1406" "exp1" 6 54 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 553 35 1
"1406" "exp1" 6 55 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 453 30 1
"1406" "exp1" 6 56 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 492 0 0
"1406" "exp1" 6 57 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 523 0 0
"1406" "exp1" 6 58 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 492 0 0
"1406" "exp1" 6 59 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 524 35 1
"1406" "exp1" 6 60 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 499 75 1
"1406" "exp1" 7 1 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 575 0 0
"1406" "exp1" 7 2 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 460 45 1
"1406" "exp1" 7 3 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 547 65 1
"1406" "exp1" 7 4 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 671 0 0
"1406" "exp1" 7 5 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 806 15 1
"1406" "exp1" 7 6 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 489 0 0
"1406" "exp1" 7 7 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 633 15 1
"1406" "exp1" 7 8 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 436 0 0
"1406" "exp1" 7 9 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 481 0 0
"1406" "exp1" 7 10 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 492 15 1
"1406" "exp1" 7 11 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 551 0 0
"1406" "exp1" 7 12 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 534 0 0
"1406" "exp1" 7 13 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 473 45 1
"1406" "exp1" 7 14 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 582 0 0
"1406" "exp1" 7 15 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 505 20 1
"1406" "exp1" 7 16 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 767 0 0
"1406" "exp1" 7 17 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 680 30 1
"1406" "exp1" 7 18 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 570 75 1
"1406" "exp1" 7 19 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 437 65 1
"1406" "exp1" 7 20 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 506 0 0
"1406" "exp1" 7 21 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 565 35 1
"1406" "exp1" 7 22 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 791 65 1
"1406" "exp1" 7 23 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 857 40 1
"1406" "exp1" 7 24 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 545 0 0
"1406" "exp1" 7 25 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 490 25 1
"1406" "exp1" 7 26 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 523 30 1
"1406" "exp1" 7 27 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 539 0 0
"1406" "exp1" 7 28 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 575 45 1
"1406" "exp1" 7 29 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 486 25 1
"1406" "exp1" 7 30 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 582 25 1
"1406" "exp1" 7 31 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 584 0 0
"1406" "exp1" 7 32 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 972 0 0
"1406" "exp1" 7 33 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 555 0 0
"1406" "exp1" 7 34 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 657 0 0
"1406" "exp1" 7 35 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 636 30 1
"1406" "exp1" 7 36 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 549 35 1
"1406" "exp1" 7 37 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 401 0 0
"1406" "exp1" 7 38 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 416 15 1
"1406" "exp1" 7 39 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 391 75 1
"1406" "exp1" 7 40 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 501 65 1
"1406" "exp1" 7 41 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 423 20 1
"1406" "exp1" 7 42 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 559 20 1
"1406" "exp1" 7 43 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 447 75 1
"1406" "exp1" 7 44 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 918 65 1
"1406" "exp1" 7 45 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 993 25 1
"1406" "exp1" 7 46 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 528 0 0
"1406" "exp1" 7 47 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 569 75 1
"1406" "exp1" 7 48 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 815 0 0
"1406" "exp1" 7 49 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 838 60 1
"1406" "exp1" 7 50 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1299 35 1
"1406" "exp1" 7 51 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 831 0 0
"1406" "exp1" 7 52 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 680 0 0
"1406" "exp1" 7 53 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 496 0 0
"1406" "exp1" 7 54 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 649 75 1
"1406" "exp1" 7 55 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 799 35 1
"1406" "exp1" 7 56 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 619 65 1
"1406" "exp1" 7 57 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 833 0 0
"1406" "exp1" 7 58 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 817 0 0
"1406" "exp1" 7 59 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 719 0 0
"1406" "exp1" 7 60 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 708 0 0
"1406" "exp1" 8 1 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 575 0 0
"1406" "exp1" 8 2 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 500 0 0
"1406" "exp1" 8 3 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 592 75 1
"1406" "exp1" 8 4 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 533 0 0
"1406" "exp1" 8 5 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 412 30 1
"1406" "exp1" 8 6 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 513 45 1
"1406" "exp1" 8 7 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 421 0 0
"1406" "exp1" 8 8 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 592 30 1
"1406" "exp1" 8 9 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 817 0 0
"1406" "exp1" 8 10 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 945 15 1
"1406" "exp1" 8 11 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 432 15 1
"1406" "exp1" 8 12 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 402 15 1
"1406" "exp1" 8 13 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 541 40 1
"1406" "exp1" 8 14 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 477 0 0
"1406" "exp1" 8 15 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 508 25 1
"1406" "exp1" 8 16 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 531 65 1
"1406" "exp1" 8 17 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 583 0 0
"1406" "exp1" 8 18 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 683 35 1
"1406" "exp1" 8 19 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 537 65 1
"1406" "exp1" 8 20 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 483 35 1
"1406" "exp1" 8 21 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 491 65 1
"1406" "exp1" 8 22 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 538 0 0
"1406" "exp1" 8 23 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 480 25 1
"1406" "exp1" 8 24 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 802 0 0
"1406" "exp1" 8 25 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 408 25 1
"1406" "exp1" 8 26 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 509 0 0
"1406" "exp1" 8 27 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 685 0 0
"1406" "exp1" 8 28 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 782 30 1
"1406" "exp1" 8 29 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 498 25 1
"1406" "exp1" 8 30 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 436 0 0
"1406" "exp1" 8 31 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 355 25 1
"1406" "exp1" 8 32 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 604 45 1
"1406" "exp1" 8 33 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 456 20 1
"1406" "exp1" 8 34 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 1015 65 1
"1406" "exp1" 8 35 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 481 75 1
"1406" "exp1" 8 36 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 659 45 1
"1406" "exp1" 8 37 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 496 0 0
"1406" "exp1" 8 38 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 399 45 1
"1406" "exp1" 8 39 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 532 0 0
"1406" "exp1" 8 40 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 504 0 0
"1406" "exp1" 8 41 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 508 35 1
"1406" "exp1" 8 42 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 877 25 1
"1406" "exp1" 8 43 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 657 0 0
"1406" "exp1" 8 44 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 800 35 1
"1406" "exp1" 8 45 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 491 45 1
"1406" "exp1" 8 46 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 416 25 1
"1406" "exp1" 8 47 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 373 15 1
"1406" "exp1" 8 48 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 601 15 1
"1406" "exp1" 8 49 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 613 75 1
"1406" "exp1" 8 50 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 545 75 1
"1406" "exp1" 8 51 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 719 35 1
"1406" "exp1" 8 52 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 618 35 1
"1406" "exp1" 8 53 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1051 0 0
"1406" "exp1" 8 54 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 805 15 1
"1406" "exp1" 8 55 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 773 20 1
"1406" "exp1" 8 56 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 454 0 0
"1406" "exp1" 8 57 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1183 0 0
"1406" "exp1" 8 58 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1252 20 1
"1406" "exp1" 8 59 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 986 15 1
"1406" "exp1" 8 60 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 665 20 1
"1406" "exp1" 9 1 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 480 0 0
"1406" "exp1" 9 2 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 736 15 1
"1406" "exp1" 9 3 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 611 25 1
"1406" "exp1" 9 4 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 648 30 1
"1406" "exp1" 9 5 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 398 15 1
"1406" "exp1" 9 6 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 616 0 0
"1406" "exp1" 9 7 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 716 65 1
"1406" "exp1" 9 8 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 672 0 0
"1406" "exp1" 9 9 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 880 0 0
"1406" "exp1" 9 10 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 589 0 0
"1406" "exp1" 9 11 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 529 35 1
"1406" "exp1" 9 12 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 549 0 0
"1406" "exp1" 9 13 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 525 65 1
"1406" "exp1" 9 14 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 476 35 1
"1406" "exp1" 9 15 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 579 75 1
"1406" "exp1" 9 16 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 530 0 0
"1406" "exp1" 9 17 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 587 0 0
"1406" "exp1" 9 18 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 716 15 1
"1406" "exp1" 9 19 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 656 0 0
"1406" "exp1" 9 20 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 664 35 1
"1406" "exp1" 9 21 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 635 0 0
"1406" "exp1" 9 22 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 597 0 0
"1406" "exp1" 9 23 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 550 0 0
"1406" "exp1" 9 24 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 575 25 1
"1406" "exp1" 9 25 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 510 40 1
"1406" "exp1" 9 26 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 507 65 1
"1406" "exp1" 9 27 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 416 45 1
"1406" "exp1" 9 28 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 562 75 1
"1406" "exp1" 9 29 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 405 45 1
"1406" "exp1" 9 30 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 532 20 1
"1406" "exp1" 9 31 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 592 75 1
"1406" "exp1" 9 32 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 548 75 1
"1406" "exp1" 9 33 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 649 0 0
"1406" "exp1" 9 34 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 520 0 0
"1406" "exp1" 9 35 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 444 0 0
"1406" "exp1" 9 36 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 377 0 0
"1406" "exp1" 9 37 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 542 25 1
"1406" "exp1" 9 38 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 523 45 1
"1406" "exp1" 9 39 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 639 0 0
"1406" "exp1" 9 40 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 487 0 0
"1406" "exp1" 9 41 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 358 0 0
"1406" "exp1" 9 42 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 448 65 1
"1406" "exp1" 9 43 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 486 20 1
"1406" "exp1" 9 44 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 490 0 0
"1406" "exp1" 9 45 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 644 35 1
"1406" "exp1" 9 46 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 651 0 0
"1406" "exp1" 9 47 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 538 0 0
"1406" "exp1" 9 48 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 460 0 0
"1406" "exp1" 9 49 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 787 20 1
"1406" "exp1" 9 50 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 519 75 1
"1406" "exp1" 9 51 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 568 80 1
"1406" "exp1" 9 52 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 761 25 1
"1406" "exp1" 9 53 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 466 75 1
"1406" "exp1" 9 54 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 387 0 0
"1406" "exp1" 9 55 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 468 30 1
"1406" "exp1" 9 56 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 470 15 1
"1406" "exp1" 9 57 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 427 25 1
"1406" "exp1" 9 58 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 570 15 1
"1406" "exp1" 9 59 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 676 35 1
"1406" "exp1" 9 60 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 537 75 1
"1406" "exp1" 10 1 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 526 35 1
"1406" "exp1" 10 2 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 527 0 0
"1406" "exp1" 10 3 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 555 0 0
"1406" "exp1" 10 4 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 566 25 1
"1406" "exp1" 10 5 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 495 0 0
"1406" "exp1" 10 6 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 518 25 1
"1406" "exp1" 10 7 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 694 0 0
"1406" "exp1" 10 8 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 618 15 1
"1406" "exp1" 10 9 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 426 0 0
"1406" "exp1" 10 10 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 461 0 0
"1406" "exp1" 10 11 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1016 15 1
"1406" "exp1" 10 12 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 447 20 1
"1406" "exp1" 10 13 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 596 15 1
"1406" "exp1" 10 14 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 566 45 1
"1406" "exp1" 10 15 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 524 40 1
"1406" "exp1" 10 16 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 560 25 1
"1406" "exp1" 10 17 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 769 75 1
"1406" "exp1" 10 18 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 506 65 1
"1406" "exp1" 10 19 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 582 75 1
"1406" "exp1" 10 20 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 638 40 1
"1406" "exp1" 10 21 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 685 0 0
"1406" "exp1" 10 22 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 499 15 1
"1406" "exp1" 10 23 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 511 0 0
"1406" "exp1" 10 24 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 468 75 1
"1406" "exp1" 10 25 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 758 35 1
"1406" "exp1" 10 26 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 639 0 0
"1406" "exp1" 10 27 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 716 65 1
"1406" "exp1" 10 28 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 698 35 1
"1406" "exp1" 10 29 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 925 25 1
"1406" "exp1" 10 30 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 634 0 0
"1406" "exp1" 10 31 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 654 0 0
"1406" "exp1" 10 32 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 514 20 1
"1406" "exp1" 10 33 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 836 65 1
"1406" "exp1" 10 34 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1025 40 1
"1406" "exp1" 10 35 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 557 0 0
"1406" "exp1" 10 36 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 441 0 0
"1406" "exp1" 10 37 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 455 45 1
"1406" "exp1" 10 38 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 469 0 0
"1406" "exp1" 10 39 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 498 0 0
"1406" "exp1" 10 40 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 685 30 1
"1406" "exp1" 10 41 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 509 0 0
"1406" "exp1" 10 42 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 516 0 0
"1406" "exp1" 10 43 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 435 75 1
"1406" "exp1" 10 44 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 541 45 1
"1406" "exp1" 10 45 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 632 35 1
"1406" "exp1" 10 46 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 797 0 0
"1406" "exp1" 10 47 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 579 0 0
"1406" "exp1" 10 48 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 477 45 1
"1406" "exp1" 10 49 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 818 15 1
"1406" "exp1" 10 50 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 475 0 0
"1406" "exp1" 10 51 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 723 30 1
"1406" "exp1" 10 52 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 557 35 1
"1406" "exp1" 10 53 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 529 15 1
"1406" "exp1" 10 54 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 472 75 1
"1406" "exp1" 10 55 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 484 25 1
"1406" "exp1" 10 56 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 659 75 1
"1406" "exp1" 10 57 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 433 0 0
"1406" "exp1" 10 58 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 560 0 0
"1406" "exp1" 10 59 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 607 65 1
"1406" "exp1" 10 60 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 523 0 0
"1406" "exp1" 11 1 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 553 0 0
"1406" "exp1" 11 2 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 486 75 1
"1406" "exp1" 11 3 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 567 45 1
"1406" "exp1" 11 4 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 474 25 1
"1406" "exp1" 11 5 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 569 0 0
"1406" "exp1" 11 6 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 608 35 1
"1406" "exp1" 11 7 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 479 45 1
"1406" "exp1" 11 8 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 483 0 0
"1406" "exp1" 11 9 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 492 0 0
"1406" "exp1" 11 10 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 641 0 0
"1406" "exp1" 11 11 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 465 75 1
"1406" "exp1" 11 12 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 446 45 1
"1406" "exp1" 11 13 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 486 65 1
"1406" "exp1" 11 14 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 485 65 1
"1406" "exp1" 11 15 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 433 0 0
"1406" "exp1" 11 16 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 2 594 55 1
"1406" "exp1" 11 17 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 500 75 1
"1406" "exp1" 11 18 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 596 0 0
"1406" "exp1" 11 19 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 498 75 1
"1406" "exp1" 11 20 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 616 75 1
"1406" "exp1" 11 21 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 663 65 1
"1406" "exp1" 11 22 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 797 15 1
"1406" "exp1" 11 23 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 478 25 1
"1406" "exp1" 11 24 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 651 0 0
"1406" "exp1" 11 25 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 964 25 1
"1406" "exp1" 11 26 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 688 25 1
"1406" "exp1" 11 27 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 499 0 0
"1406" "exp1" 11 28 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 1010 45 1
"1406" "exp1" 11 29 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 1316 35 1
"1406" "exp1" 11 30 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 570 15 1
"1406" "exp1" 11 31 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 555 0 0
"1406" "exp1" 11 32 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 486 0 0
"1406" "exp1" 11 33 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 597 65 1
"1406" "exp1" 11 34 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 548 45 1
"1406" "exp1" 11 35 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 670 0 0
"1406" "exp1" 11 36 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1121 0 0
"1406" "exp1" 11 37 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 616 0 0
"1406" "exp1" 11 38 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 794 0 0
"1406" "exp1" 11 39 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 821 15 1
"1406" "exp1" 11 40 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 661 15 1
"1406" "exp1" 11 41 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 492 65 1
"1406" "exp1" 11 42 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 485 25 1
"1406" "exp1" 11 43 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 541 20 1
"1406" "exp1" 11 44 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 748 15 1
"1406" "exp1" 11 45 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 813 40 1
"1406" "exp1" 11 46 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 580 35 1
"1406" "exp1" 11 47 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 600 25 1
"1406" "exp1" 11 48 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 575 15 1
"1406" "exp1" 11 49 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 519 15 1
"1406" "exp1" 11 50 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 519 20 1
"1406" "exp1" 11 51 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 681 65 1
"1406" "exp1" 11 52 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 451 0 0
"1406" "exp1" 11 53 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 432 65 1
"1406" "exp1" 11 54 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 423 25 1
"1406" "exp1" 11 55 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 555 40 1
"1406" "exp1" 11 56 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 422 75 1
"1406" "exp1" 11 57 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 525 35 1
"1406" "exp1" 11 58 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 910 0 0
"1406" "exp1" 11 59 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 511 35 1
"1406" "exp1" 11 60 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 697 20 1
"1406" "exp1" 12 1 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 678 65 1
"1406" "exp1" 12 2 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 715 25 1
"1406" "exp1" 12 3 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 903 0 0
"1406" "exp1" 12 4 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 640 45 1
"1406" "exp1" 12 5 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 519 30 1
"1406" "exp1" 12 6 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 920 45 1
"1406" "exp1" 12 7 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 867 75 1
"1406" "exp1" 12 8 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 733 35 1
"1406" "exp1" 12 9 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 505 65 1
"1406" "exp1" 12 10 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 564 20 1
"1406" "exp1" 12 11 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 747 25 1
"1406" "exp1" 12 12 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 1099 65 1
"1406" "exp1" 12 13 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 2 1020 35 1
"1406" "exp1" 12 14 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1589 30 1
"1406" "exp1" 12 15 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 1153 35 1
"1406" "exp1" 12 16 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 613 0 0
"1406" "exp1" 12 17 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1954 85 1
"1406" "exp1" 12 18 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 950 75 1
"1406" "exp1" 12 19 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 1001 45 1
"1406" "exp1" 12 20 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 542 0 0
"1406" "exp1" 12 21 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1335 15 1
"1406" "exp1" 12 22 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 547 35 1
"1406" "exp1" 12 23 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 797 25 1
"1406" "exp1" 12 24 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 631 0 0
"1406" "exp1" 12 25 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 448 40 1
"1406" "exp1" 12 26 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 449 45 1
"1406" "exp1" 12 27 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1374 45 1
"1406" "exp1" 12 28 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1148 0 0
"1406" "exp1" 12 29 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 1171 75 1
"1406" "exp1" 12 30 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 662 75 1
"1406" "exp1" 12 31 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 628 80 1
"1406" "exp1" 12 32 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 1112 25 1
"1406" "exp1" 12 33 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 576 45 1
"1406" "exp1" 12 34 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 1482 0 0
"1406" "exp1" 12 35 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 619 45 1
"1406" "exp1" 12 36 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 529 25 1
"1406" "exp1" 12 37 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 742 0 0
"1406" "exp1" 12 38 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 1427 0 0
"1406" "exp1" 12 39 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1131 15 1
"1406" "exp1" 12 40 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 851 45 1
"1406" "exp1" 12 41 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 976 65 1
"1406" "exp1" 12 42 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1075 15 1
"1406" "exp1" 12 43 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 795 15 1
"1406" "exp1" 12 44 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 1162 15 1
"1406" "exp1" 12 45 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 677 75 1
"1406" "exp1" 12 46 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 948 75 1
"1406" "exp1" 12 47 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 2074 35 1
"1406" "exp1" 12 48 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 522 0 0
"1406" "exp1" 12 49 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1012 40 1
"1406" "exp1" 12 50 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1246 0 0
"1406" "exp1" 12 51 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 1287 0 0
"1406" "exp1" 12 52 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 871 25 1
"1406" "exp1" 12 53 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 1140 65 1
"1406" "exp1" 12 54 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 1040 15 1
"1406" "exp1" 12 55 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1223 0 0
"1406" "exp1" 12 56 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 700 75 1
"1406" "exp1" 12 57 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 816 65 1
"1406" "exp1" 12 58 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 851 20 1
"1406" "exp1" 12 59 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 897 35 1
"1406" "exp1" 12 60 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1049 0 0
"1406" "exp1" 13 1 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 638 0 0
"1406" "exp1" 13 2 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 830 0 0
"1406" "exp1" 13 3 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 540 35 1
"1406" "exp1" 13 4 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 432 25 1
"1406" "exp1" 13 5 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 540 0 0
"1406" "exp1" 13 6 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 636 0 0
"1406" "exp1" 13 7 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 840 75 1
"1406" "exp1" 13 8 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 637 75 1
"1406" "exp1" 13 9 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1156 30 1
"1406" "exp1" 13 10 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 683 45 1
"1406" "exp1" 13 11 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 862 35 1
"1406" "exp1" 13 12 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 777 65 1
"1406" "exp1" 13 13 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 687 75 1
"1406" "exp1" 13 14 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 717 25 1
"1406" "exp1" 13 15 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 726 15 1
"1406" "exp1" 13 16 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 1454 0 0
"1406" "exp1" 13 17 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1387 0 0
"1406" "exp1" 13 18 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 838 45 1
"1406" "exp1" 13 19 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 1022 65 1
"1406" "exp1" 13 20 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 2496 75 1
"1406" "exp1" 13 21 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1874 25 1
"1406" "exp1" 13 22 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1791 30 1
"1406" "exp1" 13 23 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 737 15 1
"1406" "exp1" 13 24 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 896 0 0
"1406" "exp1" 13 25 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 674 35 1
"1406" "exp1" 13 26 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 804 25 1
"1406" "exp1" 13 27 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 850 45 1
"1406" "exp1" 13 28 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1461 0 0
"1406" "exp1" 13 29 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 682 65 1
"1406" "exp1" 13 30 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 556 35 1
"1406" "exp1" 13 31 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 447 35 1
"1406" "exp1" 13 32 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 1057 65 1
"1406" "exp1" 13 33 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 599 25 1
"1406" "exp1" 13 34 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 1157 0 0
"1406" "exp1" 13 35 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 708 35 1
"1406" "exp1" 13 36 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 694 25 1
"1406" "exp1" 13 37 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 1041 35 1
"1406" "exp1" 13 38 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 541 0 0
"1406" "exp1" 13 39 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 725 65 1
"1406" "exp1" 13 40 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 669 45 1
"1406" "exp1" 13 41 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 796 0 0
"1406" "exp1" 13 42 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 708 45 1
"1406" "exp1" 13 43 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 600 0 0
"1406" "exp1" 13 44 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 483 45 1
"1406" "exp1" 13 45 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 733 30 1
"1406" "exp1" 13 46 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 579 20 1
"1406" "exp1" 13 47 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 842 0 0
"1406" "exp1" 13 48 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 543 65 1
"1406" "exp1" 13 49 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 455 75 1
"1406" "exp1" 13 50 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 599 40 1
"1406" "exp1" 13 51 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 585 15 1
"1406" "exp1" 13 52 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 696 40 1
"1406" "exp1" 13 53 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 537 20 1
"1406" "exp1" 13 54 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 717 0 0
"1406" "exp1" 13 55 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 591 0 0
"1406" "exp1" 13 56 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 560 40 1
"1406" "exp1" 13 57 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 699 0 0
"1406" "exp1" 13 58 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 610 15 1
"1406" "exp1" 13 59 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 468 0 0
"1406" "exp1" 13 60 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 557 65 1
"1406" "exp1" 14 1 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 901 0 0
"1406" "exp1" 14 2 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 504 15 1
"1406" "exp1" 14 3 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 492 65 1
"1406" "exp1" 14 4 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 500 15 1
"1406" "exp1" 14 5 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 471 75 1
"1406" "exp1" 14 6 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 749 15 1
"1406" "exp1" 14 7 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 552 20 1
"1406" "exp1" 14 8 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 695 20 1
"1406" "exp1" 14 9 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 650 0 0
"1406" "exp1" 14 10 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 609 75 1
"1406" "exp1" 14 11 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 778 0 0
"1406" "exp1" 14 12 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 549 40 1
"1406" "exp1" 14 13 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 508 25 1
"1406" "exp1" 14 14 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 546 0 0
"1406" "exp1" 14 15 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 537 0 0
"1406" "exp1" 14 16 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 798 45 1
"1406" "exp1" 14 17 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 481 75 1
"1406" "exp1" 14 18 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 445 40 1
"1406" "exp1" 14 19 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 686 0 0
"1406" "exp1" 14 20 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 522 0 0
"1406" "exp1" 14 21 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 486 30 1
"1406" "exp1" 14 22 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 594 0 0
"1406" "exp1" 14 23 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 445 65 1
"1406" "exp1" 14 24 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 542 25 1
"1406" "exp1" 14 25 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 702 65 1
"1406" "exp1" 14 26 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 2 532 0 0
"1406" "exp1" 14 27 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 1075 65 1
"1406" "exp1" 14 28 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 604 0 0
"1406" "exp1" 14 29 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 2 805 0 0
"1406" "exp1" 14 30 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 672 0 0
"1406" "exp1" 14 31 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1088 0 0
"1406" "exp1" 14 32 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 660 45 1
"1406" "exp1" 14 33 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 927 45 1
"1406" "exp1" 14 34 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 830 35 1
"1406" "exp1" 14 35 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1153 65 1
"1406" "exp1" 14 36 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 865 15 1
"1406" "exp1" 14 37 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 777 0 0
"1406" "exp1" 14 38 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 612 0 0
"1406" "exp1" 14 39 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 627 35 1
"1406" "exp1" 14 40 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 686 20 1
"1406" "exp1" 14 41 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 802 75 1
"1406" "exp1" 14 42 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 545 25 1
"1406" "exp1" 14 43 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 565 25 1
"1406" "exp1" 14 44 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 804 65 1
"1406" "exp1" 14 45 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 655 25 1
"1406" "exp1" 14 46 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 637 45 1
"1406" "exp1" 14 47 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 873 0 0
"1406" "exp1" 14 48 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 647 15 1
"1406" "exp1" 14 49 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 405 25 1
"1406" "exp1" 14 50 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 599 75 1
"1406" "exp1" 14 51 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 923 75 1
"1406" "exp1" 14 52 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 779 25 1
"1406" "exp1" 14 53 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 746 35 1
"1406" "exp1" 14 54 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 666 35 1
"1406" "exp1" 14 55 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 664 0 0
"1406" "exp1" 14 56 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 658 0 0
"1406" "exp1" 14 57 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 642 20 1
"1406" "exp1" 14 58 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 993 40 1
"1406" "exp1" 14 59 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 542 25 1
"1406" "exp1" 14 60 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 644 15 1
"1406" "exp1" 15 1 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 626 45 1
"1406" "exp1" 15 2 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 1041 0 0
"1406" "exp1" 15 3 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 702 0 0
"1406" "exp1" 15 4 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 650 30 1
"1406" "exp1" 15 5 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 924 0 0
"1406" "exp1" 15 6 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 607 0 0
"1406" "exp1" 15 7 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 531 20 1
"1406" "exp1" 15 8 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 628 0 0
"1406" "exp1" 15 9 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 420 0 0
"1406" "exp1" 15 10 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 430 35 1
"1406" "exp1" 15 11 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 496 75 1
"1406" "exp1" 15 12 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 711 15 1
"1406" "exp1" 15 13 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 445 70 1
"1406" "exp1" 15 14 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 580 45 1
"1406" "exp1" 15 15 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 616 20 1
"1406" "exp1" 15 16 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 790 25 1
"1406" "exp1" 15 17 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 825 0 0
"1406" "exp1" 15 18 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1078 0 0
"1406" "exp1" 15 19 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 836 75 1
"1406" "exp1" 15 20 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 571 45 1
"1406" "exp1" 15 21 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 676 35 1
"1406" "exp1" 15 22 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 799 40 1
"1406" "exp1" 15 23 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 671 75 1
"1406" "exp1" 15 24 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 887 75 1
"1406" "exp1" 15 25 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 605 65 1
"1406" "exp1" 15 26 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 592 85 1
"1406" "exp1" 15 27 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1511 0 0
"1406" "exp1" 15 28 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1506 25 1
"1406" "exp1" 15 29 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 731 35 1
"1406" "exp1" 15 30 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1516 35 1
"1406" "exp1" 15 31 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 919 15 1
"1406" "exp1" 15 32 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 674 40 1
"1406" "exp1" 15 33 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 685 15 1
"1406" "exp1" 15 34 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 601 20 1
"1406" "exp1" 15 35 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 1098 25 1
"1406" "exp1" 15 36 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 537 75 1
"1406" "exp1" 15 37 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 550 75 1
"1406" "exp1" 15 38 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 765 0 0
"1406" "exp1" 15 39 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 538 65 1
"1406" "exp1" 15 40 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 724 35 1
"1406" "exp1" 15 41 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 2 594 0 0
"1406" "exp1" 15 42 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1153 0 0
"1406" "exp1" 15 43 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1095 0 0
"1406" "exp1" 15 44 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 926 20 1
"1406" "exp1" 15 45 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 778 0 0
"1406" "exp1" 15 46 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 1428 25 1
"1406" "exp1" 15 47 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 549 65 1
"1406" "exp1" 15 48 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 734 15 1
"1406" "exp1" 15 49 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 589 0 0
"1406" "exp1" 15 50 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 753 65 1
"1406" "exp1" 15 51 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1465 0 0
"1406" "exp1" 15 52 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 625 15 1
"1406" "exp1" 15 53 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 527 0 0
"1406" "exp1" 15 54 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 801 45 1
"1406" "exp1" 15 55 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 591 75 1
"1406" "exp1" 15 56 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 990 65 1
"1406" "exp1" 15 57 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 625 45 1
"1406" "exp1" 15 58 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 853 35 1
"1406" "exp1" 15 59 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 562 25 1
"1406" "exp1" 15 60 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 628 45 1
"1406" "exp1" 16 1 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 787 65 1
"1406" "exp1" 16 2 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 590 25 1
"1406" "exp1" 16 3 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 1426 15 1
"1406" "exp1" 16 4 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 579 30 1
"1406" "exp1" 16 5 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 717 0 0
"1406" "exp1" 16 6 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 705 0 0
"1406" "exp1" 16 7 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 1349 0 0
"1406" "exp1" 16 8 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1379 20 1
"1406" "exp1" 16 9 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 702 35 1
"1406" "exp1" 16 10 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 725 0 0
"1406" "exp1" 16 11 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 565 75 1
"1406" "exp1" 16 12 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 600 65 1
"1406" "exp1" 16 13 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 924 25 1
"1406" "exp1" 16 14 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 716 40 1
"1406" "exp1" 16 15 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 525 65 1
"1406" "exp1" 16 16 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 478 65 1
"1406" "exp1" 16 17 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 624 25 1
"1406" "exp1" 16 18 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 509 45 1
"1406" "exp1" 16 19 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 662 75 1
"1406" "exp1" 16 20 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 834 65 1
"1406" "exp1" 16 21 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 996 0 0
"1406" "exp1" 16 22 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 910 25 1
"1406" "exp1" 16 23 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 1316 45 1
"1406" "exp1" 16 24 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1086 40 1
"1406" "exp1" 16 25 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 883 25 1
"1406" "exp1" 16 26 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1030 40 1
"1406" "exp1" 16 27 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 763 30 1
"1406" "exp1" 16 28 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 894 0 0
"1406" "exp1" 16 29 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 907 0 0
"1406" "exp1" 16 30 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1470 35 1
"1406" "exp1" 16 31 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 679 45 1
"1406" "exp1" 16 32 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 748 0 0
"1406" "exp1" 16 33 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 594 20 1
"1406" "exp1" 16 34 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 2 563 0 0
"1406" "exp1" 16 35 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1677 40 1
"1406" "exp1" 16 36 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 649 0 0
"1406" "exp1" 16 37 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 776 75 1
"1406" "exp1" 16 38 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 749 0 0
"1406" "exp1" 16 39 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 600 35 1
"1406" "exp1" 16 40 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 729 15 1
"1406" "exp1" 16 41 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 576 45 1
"1406" "exp1" 16 42 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 657 35 1
"1406" "exp1" 16 43 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 837 75 1
"1406" "exp1" 16 44 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 805 20 1
"1406" "exp1" 16 45 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1408 65 1
"1406" "exp1" 16 46 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 552 65 1
"1406" "exp1" 16 47 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 743 75 1
"1406" "exp1" 16 48 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 972 15 1
"1406" "exp1" 16 49 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 537 25 1
"1406" "exp1" 16 50 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 533 65 1
"1406" "exp1" 16 51 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 584 0 0
"1406" "exp1" 16 52 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 604 15 1
"1406" "exp1" 16 53 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 593 25 1
"1406" "exp1" 16 54 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 594 0 0
"1406" "exp1" 16 55 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 987 75 1
"1406" "exp1" 16 56 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 642 75 1
"1406" "exp1" 16 57 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 833 0 0
"1406" "exp1" 16 58 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 985 45 1
"1406" "exp1" 16 59 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 928 25 1
"1406" "exp1" 16 60 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 961 75 1
"1406" "exp1" 17 1 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 832 15 1
"1406" "exp1" 17 2 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1107 30 1
"1406" "exp1" 17 3 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 683 20 1
"1406" "exp1" 17 4 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 769 0 0
"1406" "exp1" 17 5 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 470 25 1
"1406" "exp1" 17 6 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 674 0 0
"1406" "exp1" 17 7 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1007 65 1
"1406" "exp1" 17 8 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 636 25 1
"1406" "exp1" 17 9 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 514 0 0
"1406" "exp1" 17 10 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 624 45 1
"1406" "exp1" 17 11 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 857 15 1
"1406" "exp1" 17 12 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 711 15 1
"1406" "exp1" 17 13 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 629 0 0
"1406" "exp1" 17 14 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 2 613 0 0
"1406" "exp1" 17 15 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 932 65 1
"1406" "exp1" 17 16 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1489 0 0
"1406" "exp1" 17 17 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 779 40 1
"1406" "exp1" 17 18 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 502 75 1
"1406" "exp1" 17 19 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 625 75 1
"1406" "exp1" 17 20 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 772 20 1
"1406" "exp1" 17 21 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1063 35 1
"1406" "exp1" 17 22 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 601 0 0
"1406" "exp1" 17 23 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 557 0 0
"1406" "exp1" 17 24 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 829 40 1
"1406" "exp1" 17 25 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 579 45 1
"1406" "exp1" 17 26 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 591 75 1
"1406" "exp1" 17 27 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 548 45 1
"1406" "exp1" 17 28 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 560 0 0
"1406" "exp1" 17 29 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 772 75 1
"1406" "exp1" 17 30 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 757 25 1
"1406" "exp1" 17 31 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 603 65 1
"1406" "exp1" 17 32 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 616 0 0
"1406" "exp1" 17 33 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 823 25 1
"1406" "exp1" 17 34 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 853 45 1
"1406" "exp1" 17 35 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 650 30 1
"1406" "exp1" 17 36 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 804 15 1
"1406" "exp1" 17 37 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 762 0 0
"1406" "exp1" 17 38 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 760 35 1
"1406" "exp1" 17 39 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 593 75 1
"1406" "exp1" 17 40 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 676 0 0
"1406" "exp1" 17 41 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 632 15 1
"1406" "exp1" 17 42 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 628 15 1
"1406" "exp1" 17 43 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 680 0 0
"1406" "exp1" 17 44 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 763 0 0
"1406" "exp1" 17 45 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 628 75 1
"1406" "exp1" 17 46 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 573 35 1
"1406" "exp1" 17 47 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 772 15 1
"1406" "exp1" 17 48 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 892 25 1
"1406" "exp1" 17 49 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 801 0 0
"1406" "exp1" 17 50 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 648 45 1
"1406" "exp1" 17 51 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 620 0 0
"1406" "exp1" 17 52 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 783 75 1
"1406" "exp1" 17 53 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 504 20 1
"1406" "exp1" 17 54 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 551 0 0
"1406" "exp1" 17 55 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 619 0 0
"1406" "exp1" 17 56 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 494 65 1
"1406" "exp1" 17 57 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 540 75 1
"1406" "exp1" 17 58 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 557 45 1
"1406" "exp1" 17 59 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 604 45 1
"1406" "exp1" 17 60 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 790 0 0
"1406" "exp1" 18 1 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 960 0 0
"1406" "exp1" 18 2 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 574 0 0
"1406" "exp1" 18 3 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 538 0 0
"1406" "exp1" 18 4 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 524 15 1
"1406" "exp1" 18 5 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 384 65 1
"1406" "exp1" 18 6 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 421 75 1
"1406" "exp1" 18 7 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 444 75 1
"1406" "exp1" 18 8 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 473 75 1
"1406" "exp1" 18 9 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 537 25 1
"1406" "exp1" 18 10 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 509 35 1
"1406" "exp1" 18 11 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 742 35 1
"1406" "exp1" 18 12 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 511 75 1
"1406" "exp1" 18 13 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 494 25 1
"1406" "exp1" 18 14 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 718 15 1
"1406" "exp1" 18 15 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 2 763 0 0
"1406" "exp1" 18 16 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 822 0 0
"1406" "exp1" 18 17 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 711 20 1
"1406" "exp1" 18 18 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 571 35 1
"1406" "exp1" 18 19 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 699 85 1
"1406" "exp1" 18 20 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 827 20 1
"1406" "exp1" 18 21 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1243 65 1
"1406" "exp1" 18 22 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 718 75 1
"1406" "exp1" 18 23 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1099 35 1
"1406" "exp1" 18 24 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 1316 25 1
"1406" "exp1" 18 25 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 971 0 0
"1406" "exp1" 18 26 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1579 25 1
"1406" "exp1" 18 27 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 547 0 0
"1406" "exp1" 18 28 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 544 25 1
"1406" "exp1" 18 29 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 522 65 1
"1406" "exp1" 18 30 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 517 30 1
"1406" "exp1" 18 31 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 546 0 0
"1406" "exp1" 18 32 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 583 30 1
"1406" "exp1" 18 33 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 524 0 0
"1406" "exp1" 18 34 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 604 0 0
"1406" "exp1" 18 35 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 522 30 1
"1406" "exp1" 18 36 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 534 35 1
"1406" "exp1" 18 37 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 887 40 1
"1406" "exp1" 18 38 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 474 0 0
"1406" "exp1" 18 39 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 607 15 1
"1406" "exp1" 18 40 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 526 20 1
"1406" "exp1" 18 41 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 437 20 1
"1406" "exp1" 18 42 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 466 0 0
"1406" "exp1" 18 43 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 609 75 1
"1406" "exp1" 18 44 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 560 15 1
"1406" "exp1" 18 45 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 549 0 0
"1406" "exp1" 18 46 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 588 45 1
"1406" "exp1" 18 47 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 538 45 1
"1406" "exp1" 18 48 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 497 0 0
"1406" "exp1" 18 49 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 454 15 1
"1406" "exp1" 18 50 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 483 0 0
"1406" "exp1" 18 51 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 592 65 1
"1406" "exp1" 18 52 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 625 25 1
"1406" "exp1" 18 53 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 526 0 0
"1406" "exp1" 18 54 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 478 40 1
"1406" "exp1" 18 55 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 439 40 1
"1406" "exp1" 18 56 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 599 0 0
"1406" "exp1" 18 57 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 667 45 1
"1406" "exp1" 18 58 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 832 0 0
"1406" "exp1" 18 59 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 587 40 1
"1406" "exp1" 18 60 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 641 0 0
"1406" "exp1" 19 1 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 1136 65 1
"1406" "exp1" 19 2 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 1144 0 0
"1406" "exp1" 19 3 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 615 0 0
"1406" "exp1" 19 4 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 507 45 1
"1406" "exp1" 19 5 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 610 30 1
"1406" "exp1" 19 6 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 819 65 1
"1406" "exp1" 19 7 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 876 0 0
"1406" "exp1" 19 8 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 628 25 1
"1406" "exp1" 19 9 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 779 0 0
"1406" "exp1" 19 10 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 539 75 1
"1406" "exp1" 19 11 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 605 30 1
"1406" "exp1" 19 12 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 755 0 0
"1406" "exp1" 19 13 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 551 65 1
"1406" "exp1" 19 14 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 512 75 1
"1406" "exp1" 19 15 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 609 35 1
"1406" "exp1" 19 16 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 469 35 1
"1406" "exp1" 19 17 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 506 45 1
"1406" "exp1" 19 18 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 506 75 1
"1406" "exp1" 19 19 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 711 45 1
"1406" "exp1" 19 20 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 557 40 1
"1406" "exp1" 19 21 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 578 0 0
"1406" "exp1" 19 22 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 624 75 1
"1406" "exp1" 19 23 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 1009 0 0
"1406" "exp1" 19 24 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 806 0 0
"1406" "exp1" 19 25 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 544 15 1
"1406" "exp1" 19 26 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 572 45 1
"1406" "exp1" 19 27 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 534 0 0
"1406" "exp1" 19 28 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 651 75 1
"1406" "exp1" 19 29 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 646 0 0
"1406" "exp1" 19 30 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 831 25 1
"1406" "exp1" 19 31 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 615 0 0
"1406" "exp1" 19 32 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 549 0 0
"1406" "exp1" 19 33 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 1030 0 0
"1406" "exp1" 19 34 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 638 0 0
"1406" "exp1" 19 35 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 662 0 0
"1406" "exp1" 19 36 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 871 0 0
"1406" "exp1" 19 37 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 780 0 0
"1406" "exp1" 19 38 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1057 0 0
"1406" "exp1" 19 39 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 2 806 0 0
"1406" "exp1" 19 40 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 563 20 1
"1406" "exp1" 19 41 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 1144 35 1
"1406" "exp1" 19 42 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 1255 25 1
"1406" "exp1" 19 43 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 590 0 0
"1406" "exp1" 19 44 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 599 20 1
"1406" "exp1" 19 45 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1026 30 1
"1406" "exp1" 19 46 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 474 25 1
"1406" "exp1" 19 47 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 652 35 1
"1406" "exp1" 19 48 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 747 20 1
"1406" "exp1" 19 49 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 1907 0 0
"1406" "exp1" 19 50 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 582 20 1
"1406" "exp1" 19 51 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 645 75 1
"1406" "exp1" 19 52 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 510 15 1
"1406" "exp1" 19 53 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 519 0 0
"1406" "exp1" 19 54 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 514 0 0
"1406" "exp1" 19 55 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 548 0 0
"1406" "exp1" 19 56 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 547 35 1
"1406" "exp1" 19 57 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1078 25 1
"1406" "exp1" 19 58 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 779 0 0
"1406" "exp1" 19 59 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 1515 0 0
"1406" "exp1" 19 60 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 617 25 1
"1406" "exp1" 20 1 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 736 25 1
"1406" "exp1" 20 2 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 703 0 0
"1406" "exp1" 20 3 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 701 0 0
"1406" "exp1" 20 4 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 606 45 1
"1406" "exp1" 20 5 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 482 0 0
"1406" "exp1" 20 6 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 423 65 1
"1406" "exp1" 20 7 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 515 15 1
"1406" "exp1" 20 8 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 639 40 1
"1406" "exp1" 20 9 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 502 0 0
"1406" "exp1" 20 10 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 843 40 1
"1406" "exp1" 20 11 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 422 0 0
"1406" "exp1" 20 12 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 429 65 1
"1406" "exp1" 20 13 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 481 0 0
"1406" "exp1" 20 14 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 805 35 1
"1406" "exp1" 20 15 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 631 35 1
"1406" "exp1" 20 16 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 554 85 1
"1406" "exp1" 20 17 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 561 45 1
"1406" "exp1" 20 18 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 929 0 0
"1406" "exp1" 20 19 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 573 25 1
"1406" "exp1" 20 20 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 718 65 1
"1406" "exp1" 20 21 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 512 0 0
"1406" "exp1" 20 22 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 494 65 1
"1406" "exp1" 20 23 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 526 0 0
"1406" "exp1" 20 24 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 546 40 1
"1406" "exp1" 20 25 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 532 75 1
"1406" "exp1" 20 26 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 459 75 1
"1406" "exp1" 20 27 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 742 45 1
"1406" "exp1" 20 28 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 713 0 0
"1406" "exp1" 20 29 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 503 0 0
"1406" "exp1" 20 30 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 750 0 0
"1406" "exp1" 20 31 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 614 0 0
"1406" "exp1" 20 32 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 818 0 0
"1406" "exp1" 20 33 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 981 15 1
"1406" "exp1" 20 34 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 975 0 0
"1406" "exp1" 20 35 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 606 30 1
"1406" "exp1" 20 36 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 644 0 0
"1406" "exp1" 20 37 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 615 0 0
"1406" "exp1" 20 38 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1029 15 1
"1406" "exp1" 20 39 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 713 40 1
"1406" "exp1" 20 40 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 601 0 0
"1406" "exp1" 20 41 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 512 45 1
"1406" "exp1" 20 42 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 720 45 1
"1406" "exp1" 20 43 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 603 25 1
"1406" "exp1" 20 44 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 602 75 1
"1406" "exp1" 20 45 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1010 0 0
"1406" "exp1" 20 46 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 796 20 1
"1406" "exp1" 20 47 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 882 35 1
"1406" "exp1" 20 48 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 933 0 0
"1406" "exp1" 20 49 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 878 20 1
"1406" "exp1" 20 50 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 654 45 1
"1406" "exp1" 20 51 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 722 15 1
"1406" "exp1" 20 52 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 766 30 1
"1406" "exp1" 20 53 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 495 75 1
"1406" "exp1" 20 54 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 547 15 1
"1406" "exp1" 20 55 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 687 0 0
"1406" "exp1" 20 56 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 509 0 0
"1406" "exp1" 20 57 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 522 30 1
"1406" "exp1" 20 58 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 408 75 1
"1406" "exp1" 20 59 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 556 0 0
"1406" "exp1" 20 60 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 579 15 1
"1407" "exp1" 1 1 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 682 35 1
"1407" "exp1" 1 2 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 675 75 1
"1407" "exp1" 1 3 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 580 45 1
"1407" "exp1" 1 4 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 569 25 1
"1407" "exp1" 1 5 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 530 0 0
"1407" "exp1" 1 6 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 560 0 0
"1407" "exp1" 1 7 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 721 25 1
"1407" "exp1" 1 8 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 636 0 0
"1407" "exp1" 1 9 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 1251 75 1
"1407" "exp1" 1 10 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 702 0 0
"1407" "exp1" 1 11 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 685 15 1
"1407" "exp1" 1 12 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 891 35 1
"1407" "exp1" 1 13 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 763 0 0
"1407" "exp1" 1 14 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 761 0 0
"1407" "exp1" 1 15 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 2 1102 0 0
"1407" "exp1" 1 16 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 656 0 0
"1407" "exp1" 1 17 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 499 65 1
"1407" "exp1" 1 18 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 795 65 1
"1407" "exp1" 1 19 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 656 20 1
"1407" "exp1" 1 20 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 585 65 1
"1407" "exp1" 1 21 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 550 20 1
"1407" "exp1" 1 22 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 604 35 1
"1407" "exp1" 1 23 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 529 45 1
"1407" "exp1" 1 24 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 681 25 1
"1407" "exp1" 1 25 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 1141 0 0
"1407" "exp1" 1 26 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 946 0 0
"1407" "exp1" 1 27 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 489 75 1
"1407" "exp1" 1 28 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 774 0 0
"1407" "exp1" 1 29 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 812 0 0
"1407" "exp1" 1 30 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 690 45 1
"1407" "exp1" 1 31 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 747 0 0
"1407" "exp1" 1 32 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 510 25 1
"1407" "exp1" 1 33 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 459 30 1
"1407" "exp1" 1 34 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 687 0 0
"1407" "exp1" 1 35 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 808 25 1
"1407" "exp1" 1 36 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 629 60 1
"1407" "exp1" 1 37 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 831 45 1
"1407" "exp1" 1 38 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 604 35 1
"1407" "exp1" 1 39 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 710 15 1
"1407" "exp1" 1 40 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 2 1109 35 1
"1407" "exp1" 1 41 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 2 1029 75 1
"1407" "exp1" 1 42 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 772 85 1
"1407" "exp1" 1 43 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 577 65 1
"1407" "exp1" 1 44 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 466 0 0
"1407" "exp1" 1 45 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 2 722 0 0
"1407" "exp1" 1 46 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 654 0 0
"1407" "exp1" 1 47 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 888 15 1
"1407" "exp1" 1 48 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 859 35 1
"1407" "exp1" 1 49 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 527 20 1
"1407" "exp1" 1 50 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 588 35 1
"1407" "exp1" 1 51 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 523 0 0
"1407" "exp1" 1 52 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 676 30 1
"1407" "exp1" 1 53 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 653 0 0
"1407" "exp1" 1 54 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 743 25 1
"1407" "exp1" 1 55 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 618 75 1
"1407" "exp1" 1 56 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 619 0 0
"1407" "exp1" 1 57 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 2 863 0 0
"1407" "exp1" 1 58 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 536 0 0
"1407" "exp1" 1 59 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 615 0 0
"1407" "exp1" 1 60 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 462 0 0
"1407" "exp1" 2 1 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 591 25 1
"1407" "exp1" 2 2 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 568 0 0
"1407" "exp1" 2 3 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 2 508 0 0
"1407" "exp1" 2 4 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 2 579 0 0
"1407" "exp1" 2 5 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 730 30 1
"1407" "exp1" 2 6 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 796 75 1
"1407" "exp1" 2 7 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 2 1185 85 1
"1407" "exp1" 2 8 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 744 0 0
"1407" "exp1" 2 9 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 911 45 1
"1407" "exp1" 2 10 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 2 576 0 0
"1407" "exp1" 2 11 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 1260 65 1
"1407" "exp1" 2 12 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 512 75 1
"1407" "exp1" 2 13 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 521 30 1
"1407" "exp1" 2 14 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 499 20 1
"1407" "exp1" 2 15 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 532 75 1
"1407" "exp1" 2 16 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 2 608 55 1
"1407" "exp1" 2 17 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 540 0 0
"1407" "exp1" 2 18 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 494 65 1
"1407" "exp1" 2 19 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 463 65 1
"1407" "exp1" 2 20 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 572 0 0
"1407" "exp1" 2 21 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 696 0 0
"1407" "exp1" 2 22 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 419 85 1
"1407" "exp1" 2 23 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 506 75 1
"1407" "exp1" 2 24 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 567 75 1
"1407" "exp1" 2 25 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 477 0 0
"1407" "exp1" 2 26 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 2 445 0 0
"1407" "exp1" 2 27 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 442 85 1
"1407" "exp1" 2 28 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 447 0 0
"1407" "exp1" 2 29 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 460 80 1
"1407" "exp1" 2 30 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 409 0 0
"1407" "exp1" 2 31 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 347 35 1
"1407" "exp1" 2 32 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 425 0 0
"1407" "exp1" 2 33 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 479 0 0
"1407" "exp1" 2 34 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 2 818 0 0
"1407" "exp1" 2 35 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 472 0 0
"1407" "exp1" 2 36 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 2 676 0 0
"1407" "exp1" 2 37 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 477 0 0
"1407" "exp1" 2 38 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 2 634 65 1
"1407" "exp1" 2 39 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 457 0 0
"1407" "exp1" 2 40 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 443 0 0
"1407" "exp1" 2 41 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 494 0 0
"1407" "exp1" 2 42 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 476 0 0
"1407" "exp1" 2 43 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 2 451 0 0
"1407" "exp1" 2 44 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 2 518 0 0
"1407" "exp1" 2 45 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 426 85 1
"1407" "exp1" 2 46 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 2 471 75 1
"1407" "exp1" 2 47 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 467 0 0
"1407" "exp1" 2 48 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 2 419 0 0
"1407" "exp1" 2 49 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 919 45 1
"1407" "exp1" 2 50 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 439 0 0
"1407" "exp1" 2 51 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 497 85 1
"1407" "exp1" 2 52 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 606 0 0
"1407" "exp1" 2 53 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 2 509 0 0
"1407" "exp1" 2 54 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 400 65 1
"1407" "exp1" 2 55 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 2 429 0 0
"1407" "exp1" 2 56 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 450 75 1
"1407" "exp1" 2 57 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 2 489 0 0
"1407" "exp1" 2 58 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 740 0 0
"1407" "exp1" 2 59 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 598 40 1
"1407" "exp1" 2 60 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 499 65 1
"1407" "exp1" 3 1 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 2 530 0 0
"1407" "exp1" 3 2 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 542 0 0
"1407" "exp1" 3 3 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 524 0 0
"1407" "exp1" 3 4 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 401 0 0
"1407" "exp1" 3 5 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 473 65 1
"1407" "exp1" 3 6 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 781 0 0
"1407" "exp1" 3 7 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 645 0 0
"1407" "exp1" 3 8 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 534 0 0
"1407" "exp1" 3 9 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 640 75 1
"1407" "exp1" 3 10 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 2 526 0 0
"1407" "exp1" 3 11 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 2 600 65 1
"1407" "exp1" 3 12 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 2 625 0 0
"1407" "exp1" 3 13 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 530 0 0
"1407" "exp1" 3 14 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 833 0 0
"1407" "exp1" 3 15 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 619 0 0
"1407" "exp1" 3 16 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 563 75 1
"1407" "exp1" 3 17 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 482 0 0
"1407" "exp1" 3 18 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 494 65 1
"1407" "exp1" 3 19 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 552 0 0
"1407" "exp1" 3 20 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 2 527 0 0
"1407" "exp1" 3 21 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 601 65 1
"1407" "exp1" 3 22 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 385 0 0
"1407" "exp1" 3 23 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 2 519 0 0
"1407" "exp1" 3 24 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 862 40 1
"1407" "exp1" 3 25 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 703 75 1
"1407" "exp1" 3 26 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 456 0 0
"1407" "exp1" 3 27 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 835 45 1
"1407" "exp1" 3 28 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 2 678 0 0
"1407" "exp1" 3 29 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 815 45 1
"1407" "exp1" 3 30 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 589 0 0
"1407" "exp1" 3 31 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 715 35 1
"1407" "exp1" 3 32 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 415 45 1
"1407" "exp1" 3 33 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 2 465 0 0
"1407" "exp1" 3 34 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 623 60 1
"1407" "exp1" 3 35 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 703 0 0
"1407" "exp1" 3 36 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 555 0 0
"1407" "exp1" 3 37 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 451 0 0
"1407" "exp1" 3 38 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 2 594 0 0
"1407" "exp1" 3 39 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 2 536 0 0
"1407" "exp1" 3 40 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 473 75 1
"1407" "exp1" 3 41 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 494 0 0
"1407" "exp1" 3 42 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 2 604 85 1
"1407" "exp1" 3 43 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 621 65 1
"1407" "exp1" 3 44 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 2 737 85 1
"1407" "exp1" 3 45 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 555 0 0
"1407" "exp1" 3 46 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 2 694 0 0
"1407" "exp1" 3 47 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 511 0 0
"1407" "exp1" 3 48 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 474 0 0
"1407" "exp1" 3 49 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 540 65 1
"1407" "exp1" 3 50 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 499 0 0
"1407" "exp1" 3 51 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 416 0 0
"1407" "exp1" 3 52 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 2 325 0 0
"1407" "exp1" 3 53 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 721 0 0
"1407" "exp1" 3 54 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 536 65 1
"1407" "exp1" 3 55 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 622 0 0
"1407" "exp1" 3 56 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 863 60 1
"1407" "exp1" 3 57 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 2 482 0 0
"1407" "exp1" 3 58 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 545 75 1
"1407" "exp1" 3 59 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 621 65 1
"1407" "exp1" 3 60 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 791 40 1
"1407" "exp1" 4 1 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 777 45 1
"1407" "exp1" 4 2 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 2 466 75 1
"1407" "exp1" 4 3 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 503 65 1
"1407" "exp1" 4 4 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 2 329 0 0
"1407" "exp1" 4 5 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 2 969 0 0
"1407" "exp1" 4 6 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 2 593 65 1
"1407" "exp1" 4 7 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 869 0 0
"1407" "exp1" 4 8 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 498 40 1
"1407" "exp1" 4 9 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 412 15 1
"1407" "exp1" 4 10 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 529 0 0
"1407" "exp1" 4 11 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1081 25 1
"1407" "exp1" 4 12 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 523 0 0
"1407" "exp1" 4 13 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 608 30 1
"1407" "exp1" 4 14 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 471 20 1
"1407" "exp1" 4 15 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 460 65 1
"1407" "exp1" 4 16 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 579 30 1
"1407" "exp1" 4 17 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 567 15 1
"1407" "exp1" 4 18 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 487 0 0
"1407" "exp1" 4 19 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 806 25 1
"1407" "exp1" 4 20 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 474 0 0
"1407" "exp1" 4 21 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 609 35 1
"1407" "exp1" 4 22 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 808 45 1
"1407" "exp1" 4 23 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 694 40 1
"1407" "exp1" 4 24 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 610 0 0
"1407" "exp1" 4 25 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 564 15 1
"1407" "exp1" 4 26 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 645 0 0
"1407" "exp1" 4 27 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 550 0 0
"1407" "exp1" 4 28 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 860 65 1
"1407" "exp1" 4 29 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1238 25 1
"1407" "exp1" 4 30 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 1166 0 0
"1407" "exp1" 4 31 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 954 75 1
"1407" "exp1" 4 32 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 533 30 1
"1407" "exp1" 4 33 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 566 75 1
"1407" "exp1" 4 34 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 511 20 1
"1407" "exp1" 4 35 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 592 25 1
"1407" "exp1" 4 36 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 498 0 0
"1407" "exp1" 4 37 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 579 65 1
"1407" "exp1" 4 38 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 2 821 0 0
"1407" "exp1" 4 39 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 646 0 0
"1407" "exp1" 4 40 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 639 30 1
"1407" "exp1" 4 41 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 760 75 1
"1407" "exp1" 4 42 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 507 45 1
"1407" "exp1" 4 43 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 838 45 1
"1407" "exp1" 4 44 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 2 563 0 0
"1407" "exp1" 4 45 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 744 75 1
"1407" "exp1" 4 46 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 890 35 1
"1407" "exp1" 4 47 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 540 75 1
"1407" "exp1" 4 48 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 916 0 0
"1407" "exp1" 4 49 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1166 65 1
"1407" "exp1" 4 50 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 783 0 0
"1407" "exp1" 4 51 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 525 0 0
"1407" "exp1" 4 52 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 2 682 0 0
"1407" "exp1" 4 53 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 974 65 1
"1407" "exp1" 4 54 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 1051 0 0
"1407" "exp1" 4 55 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1037 35 1
"1407" "exp1" 4 56 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 1098 75 1
"1407" "exp1" 4 57 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 554 0 0
"1407" "exp1" 4 58 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1125 15 1
"1407" "exp1" 4 59 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 804 75 1
"1407" "exp1" 4 60 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 771 0 0
"1407" "exp1" 5 1 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 2 562 0 0
"1407" "exp1" 5 2 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 504 0 0
"1407" "exp1" 5 3 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 545 0 0
"1407" "exp1" 5 4 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 525 65 1
"1407" "exp1" 5 5 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 435 65 1
"1407" "exp1" 5 6 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 974 45 1
"1407" "exp1" 5 7 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 537 65 1
"1407" "exp1" 5 8 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 2 598 0 0
"1407" "exp1" 5 9 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 796 0 0
"1407" "exp1" 5 10 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 592 0 0
"1407" "exp1" 5 11 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 633 0 0
"1407" "exp1" 5 12 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1056 0 0
"1407" "exp1" 5 13 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 577 0 0
"1407" "exp1" 5 14 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 436 0 0
"1407" "exp1" 5 15 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 524 0 0
"1407" "exp1" 5 16 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 635 40 1
"1407" "exp1" 5 17 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 471 0 0
"1407" "exp1" 5 18 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 774 0 0
"1407" "exp1" 5 19 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 2 577 0 0
"1407" "exp1" 5 20 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 490 65 1
"1407" "exp1" 5 21 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 601 0 0
"1407" "exp1" 5 22 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 2 593 0 0
"1407" "exp1" 5 23 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 554 85 1
"1407" "exp1" 5 24 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 2 565 0 0
"1407" "exp1" 5 25 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 643 0 0
"1407" "exp1" 5 26 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 631 65 1
"1407" "exp1" 5 27 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 611 0 0
"1407" "exp1" 5 28 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 709 45 1
"1407" "exp1" 5 29 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 638 65 1
"1407" "exp1" 5 30 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 815 0 0
"1407" "exp1" 5 31 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 719 75 1
"1407" "exp1" 5 32 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 610 70 1
"1407" "exp1" 5 33 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 2 518 75 1
"1407" "exp1" 5 34 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 594 75 1
"1407" "exp1" 5 35 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 560 75 1
"1407" "exp1" 5 36 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 434 75 1
"1407" "exp1" 5 37 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 2 515 65 1
"1407" "exp1" 5 38 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 466 65 1
"1407" "exp1" 5 39 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 2 477 0 0
"1407" "exp1" 5 40 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 925 0 0
"1407" "exp1" 5 41 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 2 706 0 0
"1407" "exp1" 5 42 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 872 15 1
"1407" "exp1" 5 43 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1000 15 1
"1407" "exp1" 5 44 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 906 35 1
"1407" "exp1" 5 45 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 674 0 0
"1407" "exp1" 5 46 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 1321 0 0
"1407" "exp1" 5 47 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 535 0 0
"1407" "exp1" 5 48 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 2 633 0 0
"1407" "exp1" 5 49 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 2 861 0 0
"1407" "exp1" 5 50 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 506 0 0
"1407" "exp1" 5 51 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1140 20 1
"1407" "exp1" 5 52 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 660 25 1
"1407" "exp1" 5 53 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1152 0 0
"1407" "exp1" 5 54 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1642 20 1
"1407" "exp1" 5 55 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 560 20 1
"1407" "exp1" 5 56 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 701 0 0
"1407" "exp1" 5 57 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 831 0 0
"1407" "exp1" 5 58 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 586 75 1
"1407" "exp1" 5 59 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 2 815 0 0
"1407" "exp1" 5 60 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 832 45 1
"1407" "exp1" 6 1 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 506 45 1
"1407" "exp1" 6 2 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 2 481 0 0
"1407" "exp1" 6 3 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 451 75 1
"1407" "exp1" 6 4 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 2 402 0 0
"1407" "exp1" 6 5 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 596 45 1
"1407" "exp1" 6 6 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 667 0 0
"1407" "exp1" 6 7 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 644 65 1
"1407" "exp1" 6 8 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 637 0 0
"1407" "exp1" 6 9 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 736 0 0
"1407" "exp1" 6 10 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 982 0 0
"1407" "exp1" 6 11 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1195 0 0
"1407" "exp1" 6 12 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 2 879 55 1
"1407" "exp1" 6 13 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 881 35 1
"1407" "exp1" 6 14 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1014 40 1
"1407" "exp1" 6 15 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 830 85 1
"1407" "exp1" 6 16 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 884 65 1
"1407" "exp1" 6 17 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 2 1321 0 0
"1407" "exp1" 6 18 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 703 0 0
"1407" "exp1" 6 19 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 821 0 0
"1407" "exp1" 6 20 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1029 40 1
"1407" "exp1" 6 21 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 887 35 1
"1407" "exp1" 6 22 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 875 45 1
"1407" "exp1" 6 23 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 821 75 1
"1407" "exp1" 6 24 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 611 0 0
"1407" "exp1" 6 25 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1122 0 0
"1407" "exp1" 6 26 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 704 15 1
"1407" "exp1" 6 27 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 720 20 1
"1407" "exp1" 6 28 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1091 20 1
"1407" "exp1" 6 29 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 2 898 75 1
"1407" "exp1" 6 30 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 860 30 1
"1407" "exp1" 6 31 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 769 75 1
"1407" "exp1" 6 32 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 788 40 1
"1407" "exp1" 6 33 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 568 75 1
"1407" "exp1" 6 34 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 733 40 1
"1407" "exp1" 6 35 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 612 25 1
"1407" "exp1" 6 36 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 590 0 0
"1407" "exp1" 6 37 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 949 0 0
"1407" "exp1" 6 38 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 1147 0 0
"1407" "exp1" 6 39 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 853 0 0
"1407" "exp1" 6 40 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 763 30 1
"1407" "exp1" 6 41 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 433 35 1
"1407" "exp1" 6 42 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 478 0 0
"1407" "exp1" 6 43 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 499 35 1
"1407" "exp1" 6 44 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 408 35 1
"1407" "exp1" 6 45 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 2 361 0 0
"1407" "exp1" 6 46 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 2 395 0 0
"1407" "exp1" 6 47 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 577 65 1
"1407" "exp1" 6 48 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 554 80 1
"1407" "exp1" 6 49 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 387 0 0
"1407" "exp1" 6 50 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 358 30 1
"1407" "exp1" 6 51 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 350 15 1
"1407" "exp1" 6 52 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 501 85 1
"1407" "exp1" 6 53 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 521 0 0
"1407" "exp1" 6 54 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 421 0 0
"1407" "exp1" 6 55 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 2 290 0 0
"1407" "exp1" 6 56 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 517 25 1
"1407" "exp1" 6 57 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 2 412 0 0
"1407" "exp1" 6 58 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 2 462 0 0
"1407" "exp1" 6 59 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 323 0 0
"1407" "exp1" 6 60 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 401 35 1
"1407" "exp1" 7 1 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 2 313 0 0
"1407" "exp1" 7 2 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 368 0 0
"1407" "exp1" 7 3 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 547 20 1
"1407" "exp1" 7 4 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 2 462 0 0
"1407" "exp1" 7 5 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 607 0 0
"1407" "exp1" 7 6 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 1057 25 1
"1407" "exp1" 7 7 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1104 0 0
"1407" "exp1" 7 8 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 1052 75 1
"1407" "exp1" 7 9 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 777 35 1
"1407" "exp1" 7 10 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 2 1013 0 0
"1407" "exp1" 7 11 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 816 0 0
"1407" "exp1" 7 12 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 411 25 1
"1407" "exp1" 7 13 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 477 85 1
"1407" "exp1" 7 14 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 719 35 1
"1407" "exp1" 7 15 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 653 15 1
"1407" "exp1" 7 16 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 530 0 0
"1407" "exp1" 7 17 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 2 556 0 0
"1407" "exp1" 7 18 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 419 0 0
"1407" "exp1" 7 19 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 330 75 1
"1407" "exp1" 7 20 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 485 25 1
"1407" "exp1" 7 21 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 2 545 0 0
"1407" "exp1" 7 22 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 453 45 1
"1407" "exp1" 7 23 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 2 485 0 0
"1407" "exp1" 7 24 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 673 65 1
"1407" "exp1" 7 25 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 525 30 1
"1407" "exp1" 7 26 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 644 0 0
"1407" "exp1" 7 27 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 771 0 0
"1407" "exp1" 7 28 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 620 45 1
"1407" "exp1" 7 29 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 844 15 1
"1407" "exp1" 7 30 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 534 85 1
"1407" "exp1" 7 31 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 2 454 0 0
"1407" "exp1" 7 32 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 571 25 1
"1407" "exp1" 7 33 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 2 620 25 1
"1407" "exp1" 7 34 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 488 75 1
"1407" "exp1" 7 35 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 456 35 1
"1407" "exp1" 7 36 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 456 75 1
"1407" "exp1" 7 37 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 465 20 1
"1407" "exp1" 7 38 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 783 35 1
"1407" "exp1" 7 39 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 597 45 1
"1407" "exp1" 7 40 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 638 25 1
"1407" "exp1" 7 41 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 2 528 0 0
"1407" "exp1" 7 42 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 428 0 0
"1407" "exp1" 7 43 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 485 65 1
"1407" "exp1" 7 44 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 565 65 1
"1407" "exp1" 7 45 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 496 75 1
"1407" "exp1" 7 46 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 511 40 1
"1407" "exp1" 7 47 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 462 0 0
"1407" "exp1" 7 48 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 509 65 1
"1407" "exp1" 7 49 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 411 45 1
"1407" "exp1" 7 50 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 629 0 0
"1407" "exp1" 7 51 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 558 0 0
"1407" "exp1" 7 52 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 473 60 1
"1407" "exp1" 7 53 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 735 45 1
"1407" "exp1" 7 54 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1143 0 0
"1407" "exp1" 7 55 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 815 0 0
"1407" "exp1" 7 56 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 774 20 1
"1407" "exp1" 7 57 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 2 470 0 0
"1407" "exp1" 7 58 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 570 0 0
"1407" "exp1" 7 59 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 687 65 1
"1407" "exp1" 7 60 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 1249 75 1
"1407" "exp1" 8 1 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 591 25 1
"1407" "exp1" 8 2 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 398 0 0
"1407" "exp1" 8 3 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 722 15 1
"1407" "exp1" 8 4 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 502 0 0
"1407" "exp1" 8 5 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 542 40 1
"1407" "exp1" 8 6 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 830 65 1
"1407" "exp1" 8 7 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 566 0 0
"1407" "exp1" 8 8 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 2 553 0 0
"1407" "exp1" 8 9 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 482 0 0
"1407" "exp1" 8 10 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 292 65 1
"1407" "exp1" 8 11 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 2 279 0 0
"1407" "exp1" 8 12 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 680 30 1
"1407" "exp1" 8 13 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 459 65 1
"1407" "exp1" 8 14 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 598 0 0
"1407" "exp1" 8 15 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 2 541 0 0
"1407" "exp1" 8 16 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 859 0 0
"1407" "exp1" 8 17 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 2 514 0 0
"1407" "exp1" 8 18 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 417 0 0
"1407" "exp1" 8 19 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 587 20 1
"1407" "exp1" 8 20 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 591 70 1
"1407" "exp1" 8 21 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 2 490 0 0
"1407" "exp1" 8 22 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 523 0 0
"1407" "exp1" 8 23 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 510 85 1
"1407" "exp1" 8 24 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 388 0 0
"1407" "exp1" 8 25 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 372 65 1
"1407" "exp1" 8 26 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 516 0 0
"1407" "exp1" 8 27 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 2 468 0 0
"1407" "exp1" 8 28 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 604 65 1
"1407" "exp1" 8 29 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 634 0 0
"1407" "exp1" 8 30 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 470 75 1
"1407" "exp1" 8 31 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 437 75 1
"1407" "exp1" 8 32 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 2 514 0 0
"1407" "exp1" 8 33 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 2 610 65 1
"1407" "exp1" 8 34 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 929 0 0
"1407" "exp1" 8 35 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 2 670 65 1
"1407" "exp1" 8 36 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 623 0 0
"1407" "exp1" 8 37 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 686 0 0
"1407" "exp1" 8 38 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 2 727 85 1
"1407" "exp1" 8 39 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 535 0 0
"1407" "exp1" 8 40 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 595 65 1
"1407" "exp1" 8 41 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 2 357 0 0
"1407" "exp1" 8 42 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 396 35 1
"1407" "exp1" 8 43 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 2 615 0 0
"1407" "exp1" 8 44 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 451 65 1
"1407" "exp1" 8 45 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 587 0 0
"1407" "exp1" 8 46 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 620 75 1
"1407" "exp1" 8 47 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 2 523 25 1
"1407" "exp1" 8 48 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 2 404 55 1
"1407" "exp1" 8 49 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 299 0 0
"1407" "exp1" 8 50 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 468 0 0
"1407" "exp1" 8 51 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 489 45 1
"1407" "exp1" 8 52 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 624 65 1
"1407" "exp1" 8 53 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 502 0 0
"1407" "exp1" 8 54 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 2 445 0 0
"1407" "exp1" 8 55 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1201 40 1
"1407" "exp1" 8 56 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 556 75 1
"1407" "exp1" 8 57 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 753 0 0
"1407" "exp1" 8 58 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1173 85 1
"1407" "exp1" 8 59 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 2 529 0 0
"1407" "exp1" 8 60 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 590 0 0
"1407" "exp1" 9 1 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 521 0 0
"1407" "exp1" 9 2 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 519 75 1
"1407" "exp1" 9 3 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 2 417 85 1
"1407" "exp1" 9 4 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 483 45 1
"1407" "exp1" 9 5 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 2 478 0 0
"1407" "exp1" 9 6 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 396 35 1
"1407" "exp1" 9 7 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 2 528 0 0
"1407" "exp1" 9 8 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 2 350 0 0
"1407" "exp1" 9 9 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 2 596 0 0
"1407" "exp1" 9 10 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 704 35 1
"1407" "exp1" 9 11 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 387 0 0
"1407" "exp1" 9 12 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 604 45 1
"1407" "exp1" 9 13 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 577 0 0
"1407" "exp1" 9 14 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 501 0 0
"1407" "exp1" 9 15 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 561 0 0
"1407" "exp1" 9 16 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 547 0 0
"1407" "exp1" 9 17 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 2 605 0 0
"1407" "exp1" 9 18 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 343 0 0
"1407" "exp1" 9 19 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 595 0 0
"1407" "exp1" 9 20 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 640 0 0
"1407" "exp1" 9 21 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 473 75 1
"1407" "exp1" 9 22 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 581 75 1
"1407" "exp1" 9 23 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 428 0 0
"1407" "exp1" 9 24 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 599 0 0
"1407" "exp1" 9 25 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 2 548 75 1
"1407" "exp1" 9 26 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 477 75 1
"1407" "exp1" 9 27 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 624 85 1
"1407" "exp1" 9 28 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 526 0 0
"1407" "exp1" 9 29 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 322 65 1
"1407" "exp1" 9 30 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 698 20 1
"1407" "exp1" 9 31 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 513 85 1
"1407" "exp1" 9 32 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 318 75 1
"1407" "exp1" 9 33 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 557 65 1
"1407" "exp1" 9 34 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 570 60 1
"1407" "exp1" 9 35 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 380 0 0
"1407" "exp1" 9 36 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 475 0 0
"1407" "exp1" 9 37 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 2 540 35 1
"1407" "exp1" 9 38 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 693 0 0
"1407" "exp1" 9 39 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 593 30 1
"1407" "exp1" 9 40 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 2 543 25 1
"1407" "exp1" 9 41 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 2 760 0 0
"1407" "exp1" 9 42 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 358 0 0
"1407" "exp1" 9 43 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 463 0 0
"1407" "exp1" 9 44 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 448 0 0
"1407" "exp1" 9 45 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 541 45 1
"1407" "exp1" 9 46 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 643 25 1
"1407" "exp1" 9 47 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 552 0 0
"1407" "exp1" 9 48 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 2 595 25 1
"1407" "exp1" 9 49 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 908 20 1
"1407" "exp1" 9 50 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 543 0 0
"1407" "exp1" 9 51 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 2 520 65 1
"1407" "exp1" 9 52 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 572 0 0
"1407" "exp1" 9 53 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 731 15 1
"1407" "exp1" 9 54 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 543 0 0
"1407" "exp1" 9 55 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 531 0 0
"1407" "exp1" 9 56 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 576 25 1
"1407" "exp1" 9 57 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 308 25 1
"1407" "exp1" 9 58 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 580 0 0
"1407" "exp1" 9 59 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 2 574 0 0
"1407" "exp1" 9 60 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 2 571 35 1
"1407" "exp1" 10 1 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 2 392 0 0
"1407" "exp1" 10 2 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 2 482 0 0
"1407" "exp1" 10 3 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 2 775 0 0
"1407" "exp1" 10 4 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 2 606 25 1
"1407" "exp1" 10 5 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 655 0 0
"1407" "exp1" 10 6 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 1128 15 1
"1407" "exp1" 10 7 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 1176 0 0
"1407" "exp1" 10 8 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 337 65 1
"1407" "exp1" 10 9 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 424 0 0
"1407" "exp1" 10 10 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 2 662 0 0
"1407" "exp1" 10 11 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 973 65 1
"1407" "exp1" 10 12 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 526 0 0
"1407" "exp1" 10 13 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 529 25 1
"1407" "exp1" 10 14 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 618 0 0
"1407" "exp1" 10 15 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 700 15 1
"1407" "exp1" 10 16 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 2 484 0 0
"1407" "exp1" 10 17 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 2 456 75 1
"1407" "exp1" 10 18 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 2 347 75 1
"1407" "exp1" 10 19 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 2 304 65 1
"1407" "exp1" 10 20 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 410 30 1
"1407" "exp1" 10 21 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 329 35 1
"1407" "exp1" 10 22 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 342 0 0
"1407" "exp1" 10 23 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 361 45 1
"1407" "exp1" 10 24 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 313 30 1
"1407" "exp1" 10 25 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 346 65 1
"1407" "exp1" 10 26 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 394 0 0
"1407" "exp1" 10 27 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 430 0 0
"1407" "exp1" 10 28 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 2 507 0 0
"1407" "exp1" 10 29 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 528 0 0
"1407" "exp1" 10 30 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 2 591 0 0
"1407" "exp1" 10 31 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 462 0 0
"1407" "exp1" 10 32 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 645 35 1
"1407" "exp1" 10 33 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 605 25 1
"1407" "exp1" 10 34 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 572 40 1
"1407" "exp1" 10 35 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 2 867 35 1
"1407" "exp1" 10 36 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 806 0 0
"1407" "exp1" 10 37 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 441 75 1
"1407" "exp1" 10 38 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 596 40 1
"1407" "exp1" 10 39 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 2 526 0 0
"1407" "exp1" 10 40 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 517 0 0
"1407" "exp1" 10 41 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 677 0 0
"1407" "exp1" 10 42 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 2 683 0 0
"1407" "exp1" 10 43 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 2 712 25 1
"1407" "exp1" 10 44 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 780 0 0
"1407" "exp1" 10 45 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 1007 65 1
"1407" "exp1" 10 46 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 471 80 1
"1407" "exp1" 10 47 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 542 0 0
"1407" "exp1" 10 48 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 996 35 1
"1407" "exp1" 10 49 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 417 75 1
"1407" "exp1" 10 50 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 359 0 0
"1407" "exp1" 10 51 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 2 645 0 0
"1407" "exp1" 10 52 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 2 535 0 0
"1407" "exp1" 10 53 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 2 1061 85 1
"1407" "exp1" 10 54 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 837 65 1
"1407" "exp1" 10 55 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 775 0 0
"1407" "exp1" 10 56 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 518 0 0
"1407" "exp1" 10 57 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 702 45 1
"1407" "exp1" 10 58 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1532 20 1
"1407" "exp1" 10 59 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 629 0 0
"1407" "exp1" 10 60 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 2 448 0 0
"1407" "exp1" 11 1 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 567 35 1
"1407" "exp1" 11 2 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 471 75 1
"1407" "exp1" 11 3 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 460 0 0
"1407" "exp1" 11 4 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 422 70 1
"1407" "exp1" 11 5 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 848 0 0
"1407" "exp1" 11 6 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 2 646 0 0
"1407" "exp1" 11 7 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 564 0 0
"1407" "exp1" 11 8 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 523 0 0
"1407" "exp1" 11 9 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 2 1021 35 1
"1407" "exp1" 11 10 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 2 707 75 1
"1407" "exp1" 11 11 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 660 75 1
"1407" "exp1" 11 12 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 2 589 0 0
"1407" "exp1" 11 13 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 856 0 0
"1407" "exp1" 11 14 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 560 65 1
"1407" "exp1" 11 15 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 607 0 0
"1407" "exp1" 11 16 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 2 603 0 0
"1407" "exp1" 11 17 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 920 15 1
"1407" "exp1" 11 18 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 2 626 85 1
"1407" "exp1" 11 19 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 464 85 1
"1407" "exp1" 11 20 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 489 65 1
"1407" "exp1" 11 21 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 462 75 1
"1407" "exp1" 11 22 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 455 80 1
"1407" "exp1" 11 23 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 446 0 0
"1407" "exp1" 11 24 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 467 75 1
"1407" "exp1" 11 25 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 2 480 0 0
"1407" "exp1" 11 26 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 554 0 0
"1407" "exp1" 11 27 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 2 503 75 1
"1407" "exp1" 11 28 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 527 75 1
"1407" "exp1" 11 29 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 2 464 0 0
"1407" "exp1" 11 30 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 2 417 0 0
"1407" "exp1" 11 31 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 687 75 1
"1407" "exp1" 11 32 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 490 45 1
"1407" "exp1" 11 33 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 477 35 1
"1407" "exp1" 11 34 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 593 0 0
"1407" "exp1" 11 35 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 564 0 0
"1407" "exp1" 11 36 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 501 0 0
"1407" "exp1" 11 37 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 387 0 0
"1407" "exp1" 11 38 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 495 0 0
"1407" "exp1" 11 39 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 582 45 1
"1407" "exp1" 11 40 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 859 30 1
"1407" "exp1" 11 41 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 2 1053 0 0
"1407" "exp1" 11 42 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 477 65 1
"1407" "exp1" 11 43 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 2 728 55 1
"1407" "exp1" 11 44 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 535 0 0
"1407" "exp1" 11 45 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 457 65 1
"1407" "exp1" 11 46 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 2 489 0 0
"1407" "exp1" 11 47 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 827 0 0
"1407" "exp1" 11 48 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 711 35 1
"1407" "exp1" 11 49 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 2 546 0 0
"1407" "exp1" 11 50 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 571 0 0
"1407" "exp1" 11 51 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 1039 0 0
"1407" "exp1" 11 52 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 860 0 0
"1407" "exp1" 11 53 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 2 518 0 0
"1407" "exp1" 11 54 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 411 0 0
"1407" "exp1" 11 55 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 332 65 1
"1407" "exp1" 11 56 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 295 0 0
"1407" "exp1" 11 57 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 377 35 1
"1407" "exp1" 11 58 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 635 0 0
"1407" "exp1" 11 59 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 599 0 0
"1407" "exp1" 11 60 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 512 0 0
"1407" "exp1" 12 1 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 475 0 0
"1407" "exp1" 12 2 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 2 431 0 0
"1407" "exp1" 12 3 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 503 0 0
"1407" "exp1" 12 4 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 590 75 1
"1407" "exp1" 12 5 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 2 901 0 0
"1407" "exp1" 12 6 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 521 0 0
"1407" "exp1" 12 7 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 611 35 1
"1407" "exp1" 12 8 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 521 0 0
"1407" "exp1" 12 9 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 543 65 1
"1407" "exp1" 12 10 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 462 75 1
"1407" "exp1" 12 11 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 467 0 0
"1407" "exp1" 12 12 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 512 75 1
"1407" "exp1" 12 13 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 576 65 1
"1407" "exp1" 12 14 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 591 0 0
"1407" "exp1" 12 15 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 540 0 0
"1407" "exp1" 12 16 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 533 65 1
"1407" "exp1" 12 17 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 355 70 1
"1407" "exp1" 12 18 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 2 512 0 0
"1407" "exp1" 12 19 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 2 476 0 0
"1407" "exp1" 12 20 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 406 0 0
"1407" "exp1" 12 21 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 402 75 1
"1407" "exp1" 12 22 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 2 409 85 1
"1407" "exp1" 12 23 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 497 65 1
"1407" "exp1" 12 24 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 539 65 1
"1407" "exp1" 12 25 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 645 35 1
"1407" "exp1" 12 26 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 449 0 0
"1407" "exp1" 12 27 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 681 35 1
"1407" "exp1" 12 28 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 2 449 0 0
"1407" "exp1" 12 29 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 545 0 0
"1407" "exp1" 12 30 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 606 0 0
"1407" "exp1" 12 31 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 465 0 0
"1407" "exp1" 12 32 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 2 600 0 0
"1407" "exp1" 12 33 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 2 706 0 0
"1407" "exp1" 12 34 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 608 0 0
"1407" "exp1" 12 35 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 2 647 0 0
"1407" "exp1" 12 36 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 554 0 0
"1407" "exp1" 12 37 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 395 75 1
"1407" "exp1" 12 38 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 512 85 1
"1407" "exp1" 12 39 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 452 60 1
"1407" "exp1" 12 40 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 779 65 1
"1407" "exp1" 12 41 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 565 0 0
"1407" "exp1" 12 42 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 451 60 1
"1407" "exp1" 12 43 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 2 757 0 0
"1407" "exp1" 12 44 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 443 0 0
"1407" "exp1" 12 45 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 472 0 0
"1407" "exp1" 12 46 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 551 65 1
"1407" "exp1" 12 47 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 581 0 0
"1407" "exp1" 12 48 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 2 629 0 0
"1407" "exp1" 12 49 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 488 35 1
"1407" "exp1" 12 50 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 605 0 0
"1407" "exp1" 12 51 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 597 35 1
"1407" "exp1" 12 52 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 730 0 0
"1407" "exp1" 12 53 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 474 60 1
"1407" "exp1" 12 54 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 635 45 1
"1407" "exp1" 12 55 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 677 30 1
"1407" "exp1" 12 56 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 483 0 0
"1407" "exp1" 12 57 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 613 0 0
"1407" "exp1" 12 58 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 758 45 1
"1407" "exp1" 12 59 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 2 627 0 0
"1407" "exp1" 12 60 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 847 75 1
"1407" "exp1" 13 1 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 2 397 55 1
"1407" "exp1" 13 2 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 460 40 1
"1407" "exp1" 13 3 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 612 0 0
"1407" "exp1" 13 4 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 549 75 1
"1407" "exp1" 13 5 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 580 25 1
"1407" "exp1" 13 6 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 394 75 1
"1407" "exp1" 13 7 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 2 512 0 0
"1407" "exp1" 13 8 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 493 75 1
"1407" "exp1" 13 9 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 596 0 0
"1407" "exp1" 13 10 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 499 0 0
"1407" "exp1" 13 11 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 621 0 0
"1407" "exp1" 13 12 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 374 0 0
"1407" "exp1" 13 13 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 489 65 1
"1407" "exp1" 13 14 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 531 65 1
"1407" "exp1" 13 15 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 2 463 0 0
"1407" "exp1" 13 16 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 498 75 1
"1407" "exp1" 13 17 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 487 25 1
"1407" "exp1" 13 18 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 612 35 1
"1407" "exp1" 13 19 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 643 40 1
"1407" "exp1" 13 20 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 897 20 1
"1407" "exp1" 13 21 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 2 569 55 1
"1407" "exp1" 13 22 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 662 65 1
"1407" "exp1" 13 23 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 686 30 1
"1407" "exp1" 13 24 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 2 578 0 0
"1407" "exp1" 13 25 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 803 45 1
"1407" "exp1" 13 26 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 672 0 0
"1407" "exp1" 13 27 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 643 25 1
"1407" "exp1" 13 28 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 2 679 85 1
"1407" "exp1" 13 29 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 376 0 0
"1407" "exp1" 13 30 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 2 1023 65 1
"1407" "exp1" 13 31 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1067 35 1
"1407" "exp1" 13 32 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 605 25 1
"1407" "exp1" 13 33 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 579 85 1
"1407" "exp1" 13 34 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 561 45 1
"1407" "exp1" 13 35 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 2 532 0 0
"1407" "exp1" 13 36 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 537 0 0
"1407" "exp1" 13 37 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 311 35 1
"1407" "exp1" 13 38 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 523 75 1
"1407" "exp1" 13 39 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 2 479 0 0
"1407" "exp1" 13 40 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 457 0 0
"1407" "exp1" 13 41 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 2 428 0 0
"1407" "exp1" 13 42 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 2 408 0 0
"1407" "exp1" 13 43 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 610 65 1
"1407" "exp1" 13 44 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 518 0 0
"1407" "exp1" 13 45 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 493 0 0
"1407" "exp1" 13 46 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 474 60 1
"1407" "exp1" 13 47 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 450 0 0
"1407" "exp1" 13 48 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 2 756 0 0
"1407" "exp1" 13 49 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 561 0 0
"1407" "exp1" 13 50 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 601 0 0
"1407" "exp1" 13 51 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 632 0 0
"1407" "exp1" 13 52 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 606 65 1
"1407" "exp1" 13 53 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 2 630 0 0
"1407" "exp1" 13 54 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 538 65 1
"1407" "exp1" 13 55 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 420 45 1
"1407" "exp1" 13 56 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 2 457 0 0
"1407" "exp1" 13 57 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 2 667 35 1
"1407" "exp1" 13 58 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 823 70 1
"1407" "exp1" 13 59 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 659 0 0
"1407" "exp1" 13 60 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 487 75 1
"1407" "exp1" 14 1 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 534 25 1
"1407" "exp1" 14 2 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 2 334 0 0
"1407" "exp1" 14 3 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 611 0 0
"1407" "exp1" 14 4 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 578 65 1
"1407" "exp1" 14 5 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 560 0 0
"1407" "exp1" 14 6 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 540 0 0
"1407" "exp1" 14 7 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 390 0 0
"1407" "exp1" 14 8 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 2 673 0 0
"1407" "exp1" 14 9 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 2 480 0 0
"1407" "exp1" 14 10 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 557 0 0
"1407" "exp1" 14 11 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 550 0 0
"1407" "exp1" 14 12 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 512 0 0
"1407" "exp1" 14 13 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 2 561 55 1
"1407" "exp1" 14 14 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 501 0 0
"1407" "exp1" 14 15 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 437 75 1
"1407" "exp1" 14 16 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 428 0 0
"1407" "exp1" 14 17 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 2 609 0 0
"1407" "exp1" 14 18 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 2 530 0 0
"1407" "exp1" 14 19 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 616 15 1
"1407" "exp1" 14 20 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 2 465 0 0
"1407" "exp1" 14 21 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 498 45 1
"1407" "exp1" 14 22 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 409 65 1
"1407" "exp1" 14 23 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 496 0 0
"1407" "exp1" 14 24 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 483 40 1
"1407" "exp1" 14 25 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 485 0 0
"1407" "exp1" 14 26 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 489 40 1
"1407" "exp1" 14 27 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 439 75 1
"1407" "exp1" 14 28 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 406 0 0
"1407" "exp1" 14 29 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 434 65 1
"1407" "exp1" 14 30 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 407 0 0
"1407" "exp1" 14 31 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 555 65 1
"1407" "exp1" 14 32 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 616 30 1
"1407" "exp1" 14 33 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 759 15 1
"1407" "exp1" 14 34 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 2 536 75 1
"1407" "exp1" 14 35 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 608 0 0
"1407" "exp1" 14 36 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 672 65 1
"1407" "exp1" 14 37 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 475 0 0
"1407" "exp1" 14 38 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 2 570 0 0
"1407" "exp1" 14 39 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 586 85 1
"1407" "exp1" 14 40 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 2 665 55 1
"1407" "exp1" 14 41 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 760 0 0
"1407" "exp1" 14 42 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 862 75 1
"1407" "exp1" 14 43 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 626 25 1
"1407" "exp1" 14 44 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 641 75 1
"1407" "exp1" 14 45 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 633 0 0
"1407" "exp1" 14 46 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 574 0 0
"1407" "exp1" 14 47 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 512 85 1
"1407" "exp1" 14 48 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 579 0 0
"1407" "exp1" 14 49 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 526 0 0
"1407" "exp1" 14 50 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 2 446 0 0
"1407" "exp1" 14 51 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 2 336 35 1
"1407" "exp1" 14 52 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 2 648 0 0
"1407" "exp1" 14 53 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 2 615 0 0
"1407" "exp1" 14 54 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 413 0 0
"1407" "exp1" 14 55 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 371 60 1
"1407" "exp1" 14 56 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 467 0 0
"1407" "exp1" 14 57 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 545 0 0
"1407" "exp1" 14 58 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 438 75 1
"1407" "exp1" 14 59 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 426 65 1
"1407" "exp1" 14 60 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 2 482 0 0
"1407" "exp1" 15 1 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 475 65 1
"1407" "exp1" 15 2 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 752 0 0
"1407" "exp1" 15 3 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 338 0 0
"1407" "exp1" 15 4 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 512 25 1
"1407" "exp1" 15 5 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 749 75 1
"1407" "exp1" 15 6 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 723 25 1
"1407" "exp1" 15 7 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 443 0 0
"1407" "exp1" 15 8 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 512 70 1
"1407" "exp1" 15 9 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 588 0 0
"1407" "exp1" 15 10 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 2 651 0 0
"1407" "exp1" 15 11 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 597 35 1
"1407" "exp1" 15 12 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 2 740 0 0
"1407" "exp1" 15 13 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 913 75 1
"1407" "exp1" 15 14 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 438 0 0
"1407" "exp1" 15 15 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 2 461 85 1
"1407" "exp1" 15 16 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 521 75 1
"1407" "exp1" 15 17 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 448 0 0
"1407" "exp1" 15 18 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 539 40 1
"1407" "exp1" 15 19 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 469 55 1
"1407" "exp1" 15 20 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 859 0 0
"1407" "exp1" 15 21 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 724 65 1
"1407" "exp1" 15 22 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 554 0 0
"1407" "exp1" 15 23 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 2 521 0 0
"1407" "exp1" 15 24 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 860 0 0
"1407" "exp1" 15 25 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 616 15 1
"1407" "exp1" 15 26 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 470 0 0
"1407" "exp1" 15 27 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 2 621 0 0
"1407" "exp1" 15 28 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 449 45 1
"1407" "exp1" 15 29 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 2 518 0 0
"1407" "exp1" 15 30 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 695 0 0
"1407" "exp1" 15 31 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 2 734 85 1
"1407" "exp1" 15 32 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 2 497 75 1
"1407" "exp1" 15 33 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 593 0 0
"1407" "exp1" 15 34 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 560 0 0
"1407" "exp1" 15 35 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 458 75 1
"1407" "exp1" 15 36 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 2 428 65 1
"1407" "exp1" 15 37 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 388 0 0
"1407" "exp1" 15 38 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 517 0 0
"1407" "exp1" 15 39 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 2 438 55 1
"1407" "exp1" 15 40 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 387 65 1
"1407" "exp1" 15 41 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 615 15 1
"1407" "exp1" 15 42 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 446 0 0
"1407" "exp1" 15 43 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 510 0 0
"1407" "exp1" 15 44 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 757 75 1
"1407" "exp1" 15 45 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 494 85 1
"1407" "exp1" 15 46 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 2 754 35 1
"1407" "exp1" 15 47 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 2 544 55 1
"1407" "exp1" 15 48 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 469 35 1
"1407" "exp1" 15 49 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 574 35 1
"1407" "exp1" 15 50 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 633 65 1
"1407" "exp1" 15 51 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 432 40 1
"1407" "exp1" 15 52 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 548 25 1
"1407" "exp1" 15 53 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 627 45 1
"1407" "exp1" 15 54 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 595 0 0
"1407" "exp1" 15 55 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 2 591 0 0
"1407" "exp1" 15 56 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 486 75 1
"1407" "exp1" 15 57 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 411 70 1
"1407" "exp1" 15 58 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 2 540 0 0
"1407" "exp1" 15 59 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 703 15 1
"1407" "exp1" 15 60 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 777 75 1
"1407" "exp1" 16 1 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 2 444 55 1
"1407" "exp1" 16 2 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 2 478 0 0
"1407" "exp1" 16 3 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 418 75 1
"1407" "exp1" 16 4 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 454 85 1
"1407" "exp1" 16 5 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 2 664 0 0
"1407" "exp1" 16 6 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 531 0 0
"1407" "exp1" 16 7 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 484 75 1
"1407" "exp1" 16 8 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 453 75 1
"1407" "exp1" 16 9 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 2 871 0 0
"1407" "exp1" 16 10 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 591 0 0
"1407" "exp1" 16 11 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 2 1121 0 0
"1407" "exp1" 16 12 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 543 0 0
"1407" "exp1" 16 13 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 515 0 0
"1407" "exp1" 16 14 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 552 0 0
"1407" "exp1" 16 15 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 294 15 1
"1407" "exp1" 16 16 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 2 431 55 1
"1407" "exp1" 16 17 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 2 377 0 0
"1407" "exp1" 16 18 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 2 794 0 0
"1407" "exp1" 16 19 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 491 0 0
"1407" "exp1" 16 20 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 503 0 0
"1407" "exp1" 16 21 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 2 610 0 0
"1407" "exp1" 16 22 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 422 0 0
"1407" "exp1" 16 23 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 624 0 0
"1407" "exp1" 16 24 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 2 523 0 0
"1407" "exp1" 16 25 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 699 20 1
"1407" "exp1" 16 26 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 731 25 1
"1407" "exp1" 16 27 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 771 0 0
"1407" "exp1" 16 28 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 468 0 0
"1407" "exp1" 16 29 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 752 30 1
"1407" "exp1" 16 30 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 2 727 0 0
"1407" "exp1" 16 31 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 528 65 1
"1407" "exp1" 16 32 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 549 0 0
"1407" "exp1" 16 33 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 2 468 0 0
"1407" "exp1" 16 34 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 575 0 0
"1407" "exp1" 16 35 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 459 35 1
"1407" "exp1" 16 36 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 2 704 0 0
"1407" "exp1" 16 37 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 619 0 0
"1407" "exp1" 16 38 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 484 25 1
"1407" "exp1" 16 39 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 262 65 1
"1407" "exp1" 16 40 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 550 25 1
"1407" "exp1" 16 41 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 2 341 0 0
"1407" "exp1" 16 42 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 2 485 0 0
"1407" "exp1" 16 43 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 413 75 1
"1407" "exp1" 16 44 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 348 25 1
"1407" "exp1" 16 45 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 455 75 1
"1407" "exp1" 16 46 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 493 75 1
"1407" "exp1" 16 47 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 334 0 0
"1407" "exp1" 16 48 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 352 0 0
"1407" "exp1" 16 49 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 364 65 1
"1407" "exp1" 16 50 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 543 0 0
"1407" "exp1" 16 51 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 355 25 1
"1407" "exp1" 16 52 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 488 85 1
"1407" "exp1" 16 53 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 711 65 1
"1407" "exp1" 16 54 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 637 20 1
"1407" "exp1" 16 55 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 504 65 1
"1407" "exp1" 16 56 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 610 25 1
"1407" "exp1" 16 57 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 551 0 0
"1407" "exp1" 16 58 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 627 85 1
"1407" "exp1" 16 59 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 2 550 0 0
"1407" "exp1" 16 60 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 569 65 1
"1407" "exp1" 17 1 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 609 15 1
"1407" "exp1" 17 2 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 885 15 1
"1407" "exp1" 17 3 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 520 35 1
"1407" "exp1" 17 4 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 369 35 1
"1407" "exp1" 17 5 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 2 482 0 0
"1407" "exp1" 17 6 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 396 25 1
"1407" "exp1" 17 7 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 552 0 0
"1407" "exp1" 17 8 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 2 393 35 1
"1407" "exp1" 17 9 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 425 0 0
"1407" "exp1" 17 10 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 539 0 0
"1407" "exp1" 17 11 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 389 0 0
"1407" "exp1" 17 12 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 431 0 0
"1407" "exp1" 17 13 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 436 45 1
"1407" "exp1" 17 14 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 2 338 35 1
"1407" "exp1" 17 15 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 426 0 0
"1407" "exp1" 17 16 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 372 45 1
"1407" "exp1" 17 17 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 618 0 0
"1407" "exp1" 17 18 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 465 0 0
"1407" "exp1" 17 19 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 366 0 0
"1407" "exp1" 17 20 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 2 389 35 1
"1407" "exp1" 17 21 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 2 298 55 1
"1407" "exp1" 17 22 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 565 65 1
"1407" "exp1" 17 23 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 2 476 55 1
"1407" "exp1" 17 24 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 455 0 0
"1407" "exp1" 17 25 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 479 75 1
"1407" "exp1" 17 26 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 583 30 1
"1407" "exp1" 17 27 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 395 0 0
"1407" "exp1" 17 28 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 476 35 1
"1407" "exp1" 17 29 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 441 0 0
"1407" "exp1" 17 30 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 577 0 0
"1407" "exp1" 17 31 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 2 517 0 0
"1407" "exp1" 17 32 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 2 465 0 0
"1407" "exp1" 17 33 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 496 0 0
"1407" "exp1" 17 34 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 423 75 1
"1407" "exp1" 17 35 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 847 0 0
"1407" "exp1" 17 36 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 736 25 1
"1407" "exp1" 17 37 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 587 0 0
"1407" "exp1" 17 38 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 741 65 1
"1407" "exp1" 17 39 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 580 0 0
"1407" "exp1" 17 40 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 2 662 0 0
"1407" "exp1" 17 41 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 776 25 1
"1407" "exp1" 17 42 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 691 75 1
"1407" "exp1" 17 43 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 1045 65 1
"1407" "exp1" 17 44 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 812 0 0
"1407" "exp1" 17 45 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 484 0 0
"1407" "exp1" 17 46 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 625 0 0
"1407" "exp1" 17 47 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 534 0 0
"1407" "exp1" 17 48 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 535 0 0
"1407" "exp1" 17 49 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 648 35 1
"1407" "exp1" 17 50 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 585 25 1
"1407" "exp1" 17 51 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 501 25 1
"1407" "exp1" 17 52 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 514 0 0
"1407" "exp1" 17 53 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 402 0 0
"1407" "exp1" 17 54 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 723 0 0
"1407" "exp1" 17 55 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 2 695 0 0
"1407" "exp1" 17 56 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 2 529 0 0
"1407" "exp1" 17 57 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 2 469 0 0
"1407" "exp1" 17 58 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 507 80 1
"1407" "exp1" 17 59 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 464 80 1
"1407" "exp1" 17 60 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 417 0 0
"1407" "exp1" 18 1 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 2 669 0 0
"1407" "exp1" 18 2 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 841 65 1
"1407" "exp1" 18 3 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 857 75 1
"1407" "exp1" 18 4 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 559 0 0
"1407" "exp1" 18 5 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 728 75 1
"1407" "exp1" 18 6 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 716 0 0
"1407" "exp1" 18 7 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 539 0 0
"1407" "exp1" 18 8 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1360 20 1
"1407" "exp1" 18 9 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 513 75 1
"1407" "exp1" 18 10 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 715 65 1
"1407" "exp1" 18 11 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 916 45 1
"1407" "exp1" 18 12 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 513 75 1
"1407" "exp1" 18 13 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 547 75 1
"1407" "exp1" 18 14 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 598 0 0
"1407" "exp1" 18 15 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 2 513 0 0
"1407" "exp1" 18 16 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 910 25 1
"1407" "exp1" 18 17 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 853 25 1
"1407" "exp1" 18 18 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 1206 0 0
"1407" "exp1" 18 19 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 762 0 0
"1407" "exp1" 18 20 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 935 65 1
"1407" "exp1" 18 21 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 669 65 1
"1407" "exp1" 18 22 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 598 0 0
"1407" "exp1" 18 23 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 640 20 1
"1407" "exp1" 18 24 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 684 45 1
"1407" "exp1" 18 25 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 642 75 1
"1407" "exp1" 18 26 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 502 65 1
"1407" "exp1" 18 27 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 814 15 1
"1407" "exp1" 18 28 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 663 0 0
"1407" "exp1" 18 29 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 682 35 1
"1407" "exp1" 18 30 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 572 0 0
"1407" "exp1" 18 31 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 1249 65 1
"1407" "exp1" 18 32 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 720 0 0
"1407" "exp1" 18 33 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 2 512 0 0
"1407" "exp1" 18 34 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 509 0 0
"1407" "exp1" 18 35 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 2 484 65 1
"1407" "exp1" 18 36 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 429 0 0
"1407" "exp1" 18 37 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 437 0 0
"1407" "exp1" 18 38 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 580 85 1
"1407" "exp1" 18 39 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 2 552 75 1
"1407" "exp1" 18 40 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 2 556 0 0
"1407" "exp1" 18 41 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 527 0 0
"1407" "exp1" 18 42 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 582 0 0
"1407" "exp1" 18 43 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 543 75 1
"1407" "exp1" 18 44 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 453 60 1
"1407" "exp1" 18 45 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 532 65 1
"1407" "exp1" 18 46 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 495 0 0
"1407" "exp1" 18 47 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 543 0 0
"1407" "exp1" 18 48 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 296 0 0
"1407" "exp1" 18 49 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 632 0 0
"1407" "exp1" 18 50 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 2 549 65 1
"1407" "exp1" 18 51 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 2 786 0 0
"1407" "exp1" 18 52 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 2 533 0 0
"1407" "exp1" 18 53 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 628 0 0
"1407" "exp1" 18 54 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 2 531 0 0
"1407" "exp1" 18 55 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 421 0 0
"1407" "exp1" 18 56 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 2 543 0 0
"1407" "exp1" 18 57 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 545 75 1
"1407" "exp1" 18 58 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 499 0 0
"1407" "exp1" 18 59 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 2 653 0 0
"1407" "exp1" 18 60 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 486 0 0
"1407" "exp1" 19 1 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 2 410 75 1
"1407" "exp1" 19 2 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 475 75 1
"1407" "exp1" 19 3 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 453 75 1
"1407" "exp1" 19 4 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 369 0 0
"1407" "exp1" 19 5 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 428 0 0
"1407" "exp1" 19 6 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 674 0 0
"1407" "exp1" 19 7 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 568 0 0
"1407" "exp1" 19 8 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 519 0 0
"1407" "exp1" 19 9 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 955 45 1
"1407" "exp1" 19 10 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 483 65 1
"1407" "exp1" 19 11 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 421 0 0
"1407" "exp1" 19 12 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 2 581 0 0
"1407" "exp1" 19 13 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 2 454 75 1
"1407" "exp1" 19 14 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 2 530 0 0
"1407" "exp1" 19 15 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 526 0 0
"1407" "exp1" 19 16 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 2 523 0 0
"1407" "exp1" 19 17 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 2 874 0 0
"1407" "exp1" 19 18 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 827 0 0
"1407" "exp1" 19 19 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 734 0 0
"1407" "exp1" 19 20 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 875 15 1
"1407" "exp1" 19 21 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 757 65 1
"1407" "exp1" 19 22 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 473 65 1
"1407" "exp1" 19 23 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 516 65 1
"1407" "exp1" 19 24 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 542 0 0
"1407" "exp1" 19 25 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 446 0 0
"1407" "exp1" 19 26 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 627 0 0
"1407" "exp1" 19 27 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 599 85 1
"1407" "exp1" 19 28 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 2 942 55 1
"1407" "exp1" 19 29 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 871 0 0
"1407" "exp1" 19 30 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 680 0 0
"1407" "exp1" 19 31 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 654 0 0
"1407" "exp1" 19 32 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 471 0 0
"1407" "exp1" 19 33 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 2 349 0 0
"1407" "exp1" 19 34 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 2 578 0 0
"1407" "exp1" 19 35 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 569 0 0
"1407" "exp1" 19 36 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 2 456 0 0
"1407" "exp1" 19 37 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 2 541 0 0
"1407" "exp1" 19 38 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 423 0 0
"1407" "exp1" 19 39 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 343 75 1
"1407" "exp1" 19 40 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 359 0 0
"1407" "exp1" 19 41 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 569 75 1
"1407" "exp1" 19 42 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 549 65 1
"1407" "exp1" 19 43 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 671 40 1
"1407" "exp1" 19 44 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 539 0 0
"1407" "exp1" 19 45 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 445 0 0
"1407" "exp1" 19 46 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 501 45 1
"1407" "exp1" 19 47 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 364 35 1
"1407" "exp1" 19 48 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 414 0 0
"1407" "exp1" 19 49 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 603 0 0
"1407" "exp1" 19 50 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 762 65 1
"1407" "exp1" 19 51 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 728 75 1
"1407" "exp1" 19 52 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 2 408 85 1
"1407" "exp1" 19 53 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 451 75 1
"1407" "exp1" 19 54 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 493 45 1
"1407" "exp1" 19 55 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 529 25 1
"1407" "exp1" 19 56 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 471 30 1
"1407" "exp1" 19 57 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 2 470 0 0
"1407" "exp1" 19 58 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 518 80 1
"1407" "exp1" 19 59 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 2 429 75 1
"1407" "exp1" 19 60 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 2 407 0 0
"1407" "exp1" 20 1 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 2 443 0 0
"1407" "exp1" 20 2 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 383 0 0
"1407" "exp1" 20 3 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 399 0 0
"1407" "exp1" 20 4 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 2 388 0 0
"1407" "exp1" 20 5 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 559 0 0
"1407" "exp1" 20 6 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 382 0 0
"1407" "exp1" 20 7 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 568 15 1
"1407" "exp1" 20 8 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 450 35 1
"1407" "exp1" 20 9 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 387 0 0
"1407" "exp1" 20 10 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 483 0 0
"1407" "exp1" 20 11 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 618 0 0
"1407" "exp1" 20 12 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 736 0 0
"1407" "exp1" 20 13 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 754 0 0
"1407" "exp1" 20 14 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 2 658 0 0
"1407" "exp1" 20 15 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 710 0 0
"1407" "exp1" 20 16 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 665 45 1
"1407" "exp1" 20 17 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 460 20 1
"1407" "exp1" 20 18 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 425 0 0
"1407" "exp1" 20 19 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 419 75 1
"1407" "exp1" 20 20 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 482 20 1
"1407" "exp1" 20 21 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 442 65 1
"1407" "exp1" 20 22 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 439 0 0
"1407" "exp1" 20 23 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 516 65 1
"1407" "exp1" 20 24 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 754 0 0
"1407" "exp1" 20 25 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 420 85 1
"1407" "exp1" 20 26 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 2 566 0 0
"1407" "exp1" 20 27 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 587 35 1
"1407" "exp1" 20 28 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 437 0 0
"1407" "exp1" 20 29 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 2 596 75 1
"1407" "exp1" 20 30 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 473 35 1
"1407" "exp1" 20 31 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 2 502 0 0
"1407" "exp1" 20 32 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 478 25 1
"1407" "exp1" 20 33 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 415 75 1
"1407" "exp1" 20 34 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 421 65 1
"1407" "exp1" 20 35 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 2 433 0 0
"1407" "exp1" 20 36 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 479 70 1
"1407" "exp1" 20 37 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 2 503 0 0
"1407" "exp1" 20 38 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 453 0 0
"1407" "exp1" 20 39 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 554 70 1
"1407" "exp1" 20 40 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 782 25 1
"1407" "exp1" 20 41 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 2 480 55 1
"1407" "exp1" 20 42 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 538 0 0
"1407" "exp1" 20 43 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 575 40 1
"1407" "exp1" 20 44 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 592 0 0
"1407" "exp1" 20 45 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 472 0 0
"1407" "exp1" 20 46 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 2 514 0 0
"1407" "exp1" 20 47 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 545 0 0
"1407" "exp1" 20 48 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 683 65 1
"1407" "exp1" 20 49 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 774 45 1
"1407" "exp1" 20 50 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 926 0 0
"1407" "exp1" 20 51 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 850 0 0
"1407" "exp1" 20 52 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 491 45 1
"1407" "exp1" 20 53 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 939 75 1
"1407" "exp1" 20 54 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 463 85 1
"1407" "exp1" 20 55 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 975 25 1
"1407" "exp1" 20 56 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 378 75 1
"1407" "exp1" 20 57 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 475 0 0
"1407" "exp1" 20 58 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 492 85 1
"1407" "exp1" 20 59 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 845 0 0
"1407" "exp1" 20 60 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 704 30 1
"1408" "exp1" 1 1 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 717 65 1
"1408" "exp1" 1 2 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1742 25 1
"1408" "exp1" 1 3 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 848 0 0
"1408" "exp1" 1 4 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 959 0 0
"1408" "exp1" 1 5 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 695 25 1
"1408" "exp1" 1 6 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 839 75 1
"1408" "exp1" 1 7 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1194 20 1
"1408" "exp1" 1 8 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1651 0 0
"1408" "exp1" 1 9 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1046 30 1
"1408" "exp1" 1 10 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 843 45 1
"1408" "exp1" 1 11 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 2 897 0 0
"1408" "exp1" 1 12 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 1154 75 1
"1408" "exp1" 1 13 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 2 1203 0 0
"1408" "exp1" 1 14 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 1074 25 1
"1408" "exp1" 1 15 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1543 65 1
"1408" "exp1" 1 16 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 851 35 1
"1408" "exp1" 1 17 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1096 0 0
"1408" "exp1" 1 18 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 985 15 1
"1408" "exp1" 1 19 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 2180 65 1
"1408" "exp1" 1 20 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 2 1722 35 1
"1408" "exp1" 1 21 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1014 15 1
"1408" "exp1" 1 22 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 891 0 0
"1408" "exp1" 1 23 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 2 1184 0 0
"1408" "exp1" 1 24 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 2 1708 0 0
"1408" "exp1" 1 25 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 1273 0 0
"1408" "exp1" 1 26 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 1185 15 1
"1408" "exp1" 1 27 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 831 40 1
"1408" "exp1" 1 28 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 1166 75 1
"1408" "exp1" 1 29 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1529 0 0
"1408" "exp1" 1 30 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 1322 0 0
"1408" "exp1" 1 31 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 1665 75 1
"1408" "exp1" 1 32 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 985 45 1
"1408" "exp1" 1 33 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1660 30 1
"1408" "exp1" 1 34 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1291 40 1
"1408" "exp1" 1 35 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1616 0 0
"1408" "exp1" 1 36 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 2090 0 0
"1408" "exp1" 1 37 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 1568 25 1
"1408" "exp1" 1 38 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 915 75 1
"1408" "exp1" 1 39 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 960 75 1
"1408" "exp1" 1 40 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 970 45 1
"1408" "exp1" 1 41 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 2 897 0 0
"1408" "exp1" 1 42 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 875 0 0
"1408" "exp1" 1 43 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 2 2324 0 0
"1408" "exp1" 1 44 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 2 1501 35 1
"1408" "exp1" 1 45 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 946 0 0
"1408" "exp1" 1 46 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 771 40 1
"1408" "exp1" 1 47 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1459 45 1
"1408" "exp1" 1 48 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 2317 30 1
"1408" "exp1" 1 49 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 1940 0 0
"1408" "exp1" 1 50 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 2395 65 1
"1408" "exp1" 1 51 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1291 20 1
"1408" "exp1" 1 52 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 2 2247 0 0
"1408" "exp1" 1 53 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1071 35 1
"1408" "exp1" 1 54 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 2 884 65 1
"1408" "exp1" 1 55 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1239 0 0
"1408" "exp1" 1 56 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 883 75 1
"1408" "exp1" 1 57 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1497 20 1
"1408" "exp1" 1 58 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 2 1117 0 0
"1408" "exp1" 1 59 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 833 0 0
"1408" "exp1" 1 60 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1367 0 0
"1408" "exp1" 2 1 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 773 0 0
"1408" "exp1" 2 2 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 2 947 35 1
"1408" "exp1" 2 3 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 1273 25 1
"1408" "exp1" 2 4 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 1032 35 1
"1408" "exp1" 2 5 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1069 0 0
"1408" "exp1" 2 6 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1185 0 0
"1408" "exp1" 2 7 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 879 0 0
"1408" "exp1" 2 8 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 914 35 1
"1408" "exp1" 2 9 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1007 0 0
"1408" "exp1" 2 10 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 665 0 0
"1408" "exp1" 2 11 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 708 45 1
"1408" "exp1" 2 12 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1215 0 0
"1408" "exp1" 2 13 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 740 25 1
"1408" "exp1" 2 14 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 816 0 0
"1408" "exp1" 2 15 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 796 30 1
"1408" "exp1" 2 16 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 946 40 1
"1408" "exp1" 2 17 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 765 45 1
"1408" "exp1" 2 18 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 730 65 1
"1408" "exp1" 2 19 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1166 40 1
"1408" "exp1" 2 20 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 640 65 1
"1408" "exp1" 2 21 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 820 15 1
"1408" "exp1" 2 22 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 1026 0 0
"1408" "exp1" 2 23 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 785 0 0
"1408" "exp1" 2 24 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 764 75 1
"1408" "exp1" 2 25 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 670 0 0
"1408" "exp1" 2 26 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 684 40 1
"1408" "exp1" 2 27 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 845 0 0
"1408" "exp1" 2 28 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 667 35 1
"1408" "exp1" 2 29 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 673 20 1
"1408" "exp1" 2 30 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 791 15 1
"1408" "exp1" 2 31 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 632 25 1
"1408" "exp1" 2 32 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 604 15 1
"1408" "exp1" 2 33 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 639 0 0
"1408" "exp1" 2 34 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 819 0 0
"1408" "exp1" 2 35 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 638 25 1
"1408" "exp1" 2 36 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 2 922 35 1
"1408" "exp1" 2 37 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 797 25 1
"1408" "exp1" 2 38 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 814 75 1
"1408" "exp1" 2 39 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 646 0 0
"1408" "exp1" 2 40 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 801 45 1
"1408" "exp1" 2 41 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 607 75 1
"1408" "exp1" 2 42 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1061 0 0
"1408" "exp1" 2 43 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 710 15 1
"1408" "exp1" 2 44 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1254 0 0
"1408" "exp1" 2 45 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 721 35 1
"1408" "exp1" 2 46 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 574 75 1
"1408" "exp1" 2 47 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 702 45 1
"1408" "exp1" 2 48 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 702 45 1
"1408" "exp1" 2 49 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 965 35 1
"1408" "exp1" 2 50 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 686 75 1
"1408" "exp1" 2 51 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 732 15 1
"1408" "exp1" 2 52 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 736 45 1
"1408" "exp1" 2 53 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 634 15 1
"1408" "exp1" 2 54 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 601 0 0
"1408" "exp1" 2 55 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 709 45 1
"1408" "exp1" 2 56 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 547 65 1
"1408" "exp1" 2 57 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 643 45 1
"1408" "exp1" 2 58 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1042 40 1
"1408" "exp1" 2 59 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 835 25 1
"1408" "exp1" 2 60 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 875 25 1
"1408" "exp1" 3 1 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 770 75 1
"1408" "exp1" 3 2 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 667 35 1
"1408" "exp1" 3 3 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1016 35 1
"1408" "exp1" 3 4 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 963 0 0
"1408" "exp1" 3 5 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 810 15 1
"1408" "exp1" 3 6 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 850 0 0
"1408" "exp1" 3 7 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 642 20 1
"1408" "exp1" 3 8 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 623 35 1
"1408" "exp1" 3 9 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1212 45 1
"1408" "exp1" 3 10 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 624 0 0
"1408" "exp1" 3 11 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 756 45 1
"1408" "exp1" 3 12 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 699 65 1
"1408" "exp1" 3 13 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 623 40 1
"1408" "exp1" 3 14 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 638 65 1
"1408" "exp1" 3 15 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 811 0 0
"1408" "exp1" 3 16 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 616 0 0
"1408" "exp1" 3 17 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 697 40 1
"1408" "exp1" 3 18 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 856 65 1
"1408" "exp1" 3 19 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 917 65 1
"1408" "exp1" 3 20 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 765 75 1
"1408" "exp1" 3 21 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 1214 15 1
"1408" "exp1" 3 22 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 662 75 1
"1408" "exp1" 3 23 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 656 65 1
"1408" "exp1" 3 24 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 693 0 0
"1408" "exp1" 3 25 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 741 0 0
"1408" "exp1" 3 26 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 2 669 0 0
"1408" "exp1" 3 27 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 645 45 1
"1408" "exp1" 3 28 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 678 35 1
"1408" "exp1" 3 29 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 612 30 1
"1408" "exp1" 3 30 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 747 45 1
"1408" "exp1" 3 31 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 600 45 1
"1408" "exp1" 3 32 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 831 35 1
"1408" "exp1" 3 33 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1116 0 0
"1408" "exp1" 3 34 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1319 0 0
"1408" "exp1" 3 35 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 559 40 1
"1408" "exp1" 3 36 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 987 15 1
"1408" "exp1" 3 37 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 889 0 0
"1408" "exp1" 3 38 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 597 25 1
"1408" "exp1" 3 39 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 720 25 1
"1408" "exp1" 3 40 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 1145 15 1
"1408" "exp1" 3 41 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 642 75 1
"1408" "exp1" 3 42 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 669 0 0
"1408" "exp1" 3 43 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 651 15 1
"1408" "exp1" 3 44 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 794 0 0
"1408" "exp1" 3 45 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 659 75 1
"1408" "exp1" 3 46 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1020 65 1
"1408" "exp1" 3 47 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 754 45 1
"1408" "exp1" 3 48 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 713 0 0
"1408" "exp1" 3 49 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 517 20 1
"1408" "exp1" 3 50 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 689 40 1
"1408" "exp1" 3 51 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 457 45 1
"1408" "exp1" 3 52 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 614 15 1
"1408" "exp1" 3 53 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 588 30 1
"1408" "exp1" 3 54 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 630 20 1
"1408" "exp1" 3 55 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 558 25 1
"1408" "exp1" 3 56 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 727 35 1
"1408" "exp1" 3 57 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 897 25 1
"1408" "exp1" 3 58 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 875 0 0
"1408" "exp1" 3 59 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 534 0 0
"1408" "exp1" 3 60 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 734 0 0
"1408" "exp1" 4 1 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 611 0 0
"1408" "exp1" 4 2 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 600 60 1
"1408" "exp1" 4 3 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 2 691 0 0
"1408" "exp1" 4 4 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 856 85 1
"1408" "exp1" 4 5 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 1033 0 0
"1408" "exp1" 4 6 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 2 767 0 0
"1408" "exp1" 4 7 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 2 799 0 0
"1408" "exp1" 4 8 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 593 80 1
"1408" "exp1" 4 9 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 2 635 25 1
"1408" "exp1" 4 10 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 2 765 0 0
"1408" "exp1" 4 11 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 633 0 0
"1408" "exp1" 4 12 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 2 748 55 1
"1408" "exp1" 4 13 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 536 0 0
"1408" "exp1" 4 14 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 2 862 0 0
"1408" "exp1" 4 15 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 649 0 0
"1408" "exp1" 4 16 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 724 85 1
"1408" "exp1" 4 17 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 2 878 0 0
"1408" "exp1" 4 18 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 2 628 25 1
"1408" "exp1" 4 19 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 2 692 0 0
"1408" "exp1" 4 20 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 2 771 0 0
"1408" "exp1" 4 21 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 2 897 0 0
"1408" "exp1" 4 22 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 2 613 35 1
"1408" "exp1" 4 23 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 2 699 0 0
"1408" "exp1" 4 24 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 572 0 0
"1408" "exp1" 4 25 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 2 768 0 0
"1408" "exp1" 4 26 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 2 680 0 0
"1408" "exp1" 4 27 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 2 641 65 1
"1408" "exp1" 4 28 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 2 698 0 0
"1408" "exp1" 4 29 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 2 852 0 0
"1408" "exp1" 4 30 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 2 712 0 0
"1408" "exp1" 4 31 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 2 1704 65 1
"1408" "exp1" 4 32 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 579 0 0
"1408" "exp1" 4 33 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 579 0 0
"1408" "exp1" 4 34 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 2 648 25 1
"1408" "exp1" 4 35 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 716 0 0
"1408" "exp1" 4 36 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 719 65 1
"1408" "exp1" 4 37 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 2 600 0 0
"1408" "exp1" 4 38 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 2 549 75 1
"1408" "exp1" 4 39 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 805 0 0
"1408" "exp1" 4 40 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 2 530 55 1
"1408" "exp1" 4 41 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1008 0 0
"1408" "exp1" 4 42 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 2 803 0 0
"1408" "exp1" 4 43 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 2 729 65 1
"1408" "exp1" 4 44 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 572 75 1
"1408" "exp1" 4 45 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 2 663 0 0
"1408" "exp1" 4 46 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 741 0 0
"1408" "exp1" 4 47 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 2 546 55 1
"1408" "exp1" 4 48 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 727 25 1
"1408" "exp1" 4 49 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 598 0 0
"1408" "exp1" 4 50 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 2 688 0 0
"1408" "exp1" 4 51 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 812 85 1
"1408" "exp1" 4 52 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 2 856 0 0
"1408" "exp1" 4 53 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 662 0 0
"1408" "exp1" 4 54 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 698 0 0
"1408" "exp1" 4 55 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 2 560 75 1
"1408" "exp1" 4 56 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 2 913 0 0
"1408" "exp1" 4 57 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 715 0 0
"1408" "exp1" 4 58 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 2 963 55 1
"1408" "exp1" 4 59 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 913 0 0
"1408" "exp1" 4 60 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 577 0 0
"1408" "exp1" 5 1 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1002 45 1
"1408" "exp1" 5 2 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 500 0 0
"1408" "exp1" 5 3 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 734 0 0
"1408" "exp1" 5 4 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 908 15 1
"1408" "exp1" 5 5 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 573 30 1
"1408" "exp1" 5 6 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 505 30 1
"1408" "exp1" 5 7 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 640 0 0
"1408" "exp1" 5 8 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 719 0 0
"1408" "exp1" 5 9 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1064 25 1
"1408" "exp1" 5 10 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 631 20 1
"1408" "exp1" 5 11 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 607 0 0
"1408" "exp1" 5 12 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 673 0 0
"1408" "exp1" 5 13 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 790 0 0
"1408" "exp1" 5 14 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 514 0 0
"1408" "exp1" 5 15 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 609 45 1
"1408" "exp1" 5 16 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 650 35 1
"1408" "exp1" 5 17 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 607 75 1
"1408" "exp1" 5 18 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 990 0 0
"1408" "exp1" 5 19 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 575 0 0
"1408" "exp1" 5 20 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 523 15 1
"1408" "exp1" 5 21 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 509 75 1
"1408" "exp1" 5 22 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 607 75 1
"1408" "exp1" 5 23 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 542 40 1
"1408" "exp1" 5 24 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 686 0 0
"1408" "exp1" 5 25 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 482 30 1
"1408" "exp1" 5 26 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 550 0 0
"1408" "exp1" 5 27 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1306 45 1
"1408" "exp1" 5 28 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 470 75 1
"1408" "exp1" 5 29 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 548 15 1
"1408" "exp1" 5 30 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 544 0 0
"1408" "exp1" 5 31 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 869 0 0
"1408" "exp1" 5 32 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1305 15 1
"1408" "exp1" 5 33 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1173 25 1
"1408" "exp1" 5 34 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 1278 0 0
"1408" "exp1" 5 35 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 759 65 1
"1408" "exp1" 5 36 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 566 0 0
"1408" "exp1" 5 37 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 797 0 0
"1408" "exp1" 5 38 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1219 65 1
"1408" "exp1" 5 39 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1637 0 0
"1408" "exp1" 5 40 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1307 35 1
"1408" "exp1" 5 41 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 864 0 0
"1408" "exp1" 5 42 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 1010 15 1
"1408" "exp1" 5 43 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 869 15 1
"1408" "exp1" 5 44 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 2 828 0 0
"1408" "exp1" 5 45 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1344 30 1
"1408" "exp1" 5 46 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 758 20 1
"1408" "exp1" 5 47 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 580 35 1
"1408" "exp1" 5 48 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 744 75 1
"1408" "exp1" 5 49 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 768 0 0
"1408" "exp1" 5 50 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 889 25 1
"1408" "exp1" 5 51 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 1751 35 1
"1408" "exp1" 5 52 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 999 0 0
"1408" "exp1" 5 53 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 798 45 1
"1408" "exp1" 5 54 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1052 40 1
"1408" "exp1" 5 55 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 1193 25 1
"1408" "exp1" 5 56 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 925 15 1
"1408" "exp1" 5 57 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 1059 75 1
"1408" "exp1" 5 58 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 1080 35 1
"1408" "exp1" 5 59 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 772 25 1
"1408" "exp1" 5 60 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 631 65 1
"1408" "exp1" 6 1 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 1033 75 1
"1408" "exp1" 6 2 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 670 0 0
"1408" "exp1" 6 3 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 751 25 1
"1408" "exp1" 6 4 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 536 20 1
"1408" "exp1" 6 5 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 895 40 1
"1408" "exp1" 6 6 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 852 15 1
"1408" "exp1" 6 7 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1056 15 1
"1408" "exp1" 6 8 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 771 25 1
"1408" "exp1" 6 9 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 797 0 0
"1408" "exp1" 6 10 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 664 0 0
"1408" "exp1" 6 11 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 715 0 0
"1408" "exp1" 6 12 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 746 0 0
"1408" "exp1" 6 13 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 883 15 1
"1408" "exp1" 6 14 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 941 35 1
"1408" "exp1" 6 15 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 1027 15 1
"1408" "exp1" 6 16 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 593 45 1
"1408" "exp1" 6 17 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 675 25 1
"1408" "exp1" 6 18 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 547 35 1
"1408" "exp1" 6 19 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 867 65 1
"1408" "exp1" 6 20 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 659 75 1
"1408" "exp1" 6 21 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 569 0 0
"1408" "exp1" 6 22 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 585 0 0
"1408" "exp1" 6 23 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 650 65 1
"1408" "exp1" 6 24 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 868 20 1
"1408" "exp1" 6 25 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 524 0 0
"1408" "exp1" 6 26 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 674 25 1
"1408" "exp1" 6 27 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 784 15 1
"1408" "exp1" 6 28 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 830 25 1
"1408" "exp1" 6 29 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 670 0 0
"1408" "exp1" 6 30 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 598 65 1
"1408" "exp1" 6 31 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 576 75 1
"1408" "exp1" 6 32 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 693 0 0
"1408" "exp1" 6 33 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 971 0 0
"1408" "exp1" 6 34 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1154 35 1
"1408" "exp1" 6 35 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 849 45 1
"1408" "exp1" 6 36 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 722 30 1
"1408" "exp1" 6 37 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 665 15 1
"1408" "exp1" 6 38 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 622 0 0
"1408" "exp1" 6 39 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 496 0 0
"1408" "exp1" 6 40 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 625 0 0
"1408" "exp1" 6 41 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 845 45 1
"1408" "exp1" 6 42 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 790 65 1
"1408" "exp1" 6 43 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 651 25 1
"1408" "exp1" 6 44 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 579 0 0
"1408" "exp1" 6 45 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 922 0 0
"1408" "exp1" 6 46 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 527 45 1
"1408" "exp1" 6 47 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 681 75 1
"1408" "exp1" 6 48 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 588 45 1
"1408" "exp1" 6 49 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 483 0 0
"1408" "exp1" 6 50 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 532 40 1
"1408" "exp1" 6 51 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 794 0 0
"1408" "exp1" 6 52 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 860 0 0
"1408" "exp1" 6 53 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 562 35 1
"1408" "exp1" 6 54 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 566 0 0
"1408" "exp1" 6 55 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 781 0 0
"1408" "exp1" 6 56 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 628 35 1
"1408" "exp1" 6 57 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1262 0 0
"1408" "exp1" 6 58 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 574 30 1
"1408" "exp1" 6 59 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 861 75 1
"1408" "exp1" 6 60 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 643 0 0
"1408" "exp1" 7 1 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 665 75 1
"1408" "exp1" 7 2 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 946 45 1
"1408" "exp1" 7 3 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 751 75 1
"1408" "exp1" 7 4 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 645 25 1
"1408" "exp1" 7 5 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 680 0 0
"1408" "exp1" 7 6 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 2 753 0 0
"1408" "exp1" 7 7 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 661 75 1
"1408" "exp1" 7 8 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1767 65 1
"1408" "exp1" 7 9 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 865 0 0
"1408" "exp1" 7 10 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 614 30 1
"1408" "exp1" 7 11 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 1100 15 1
"1408" "exp1" 7 12 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 982 15 1
"1408" "exp1" 7 13 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 637 0 0
"1408" "exp1" 7 14 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 706 0 0
"1408" "exp1" 7 15 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 808 0 0
"1408" "exp1" 7 16 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 779 45 1
"1408" "exp1" 7 17 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1356 0 0
"1408" "exp1" 7 18 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 729 75 1
"1408" "exp1" 7 19 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 616 75 1
"1408" "exp1" 7 20 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 633 40 1
"1408" "exp1" 7 21 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 1016 0 0
"1408" "exp1" 7 22 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1248 35 1
"1408" "exp1" 7 23 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 884 35 1
"1408" "exp1" 7 24 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 700 0 0
"1408" "exp1" 7 25 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 538 75 1
"1408" "exp1" 7 26 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 584 30 1
"1408" "exp1" 7 27 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 707 65 1
"1408" "exp1" 7 28 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 642 0 0
"1408" "exp1" 7 29 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 529 40 1
"1408" "exp1" 7 30 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 629 0 0
"1408" "exp1" 7 31 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 665 25 1
"1408" "exp1" 7 32 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 807 35 1
"1408" "exp1" 7 33 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 575 45 1
"1408" "exp1" 7 34 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 859 35 1
"1408" "exp1" 7 35 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 838 45 1
"1408" "exp1" 7 36 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 756 20 1
"1408" "exp1" 7 37 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 1111 65 1
"1408" "exp1" 7 38 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 1173 45 1
"1408" "exp1" 7 39 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 1043 0 0
"1408" "exp1" 7 40 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 818 45 1
"1408" "exp1" 7 41 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 720 25 1
"1408" "exp1" 7 42 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 617 25 1
"1408" "exp1" 7 43 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1474 25 1
"1408" "exp1" 7 44 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1139 40 1
"1408" "exp1" 7 45 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 886 15 1
"1408" "exp1" 7 46 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 764 0 0
"1408" "exp1" 7 47 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 989 35 1
"1408" "exp1" 7 48 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 624 45 1
"1408" "exp1" 7 49 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 534 75 1
"1408" "exp1" 7 50 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 726 0 0
"1408" "exp1" 7 51 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 1321 15 1
"1408" "exp1" 7 52 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 621 0 0
"1408" "exp1" 7 53 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 555 30 1
"1408" "exp1" 7 54 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 839 0 0
"1408" "exp1" 7 55 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1098 25 1
"1408" "exp1" 7 56 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 754 15 1
"1408" "exp1" 7 57 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 594 25 1
"1408" "exp1" 7 58 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 683 75 1
"1408" "exp1" 7 59 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 1380 0 0
"1408" "exp1" 7 60 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 685 65 1
"1408" "exp1" 8 1 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1782 45 1
"1408" "exp1" 8 2 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 891 15 1
"1408" "exp1" 8 3 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 530 35 1
"1408" "exp1" 8 4 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 807 45 1
"1408" "exp1" 8 5 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 649 0 0
"1408" "exp1" 8 6 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 686 20 1
"1408" "exp1" 8 7 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 570 40 1
"1408" "exp1" 8 8 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 1351 75 1
"1408" "exp1" 8 9 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 673 45 1
"1408" "exp1" 8 10 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 964 75 1
"1408" "exp1" 8 11 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 889 25 1
"1408" "exp1" 8 12 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 833 35 1
"1408" "exp1" 8 13 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 759 15 1
"1408" "exp1" 8 14 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 605 45 1
"1408" "exp1" 8 15 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 776 65 1
"1408" "exp1" 8 16 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 600 0 0
"1408" "exp1" 8 17 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 785 35 1
"1408" "exp1" 8 18 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 617 0 0
"1408" "exp1" 8 19 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 816 15 1
"1408" "exp1" 8 20 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 588 0 0
"1408" "exp1" 8 21 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 648 0 0
"1408" "exp1" 8 22 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 640 65 1
"1408" "exp1" 8 23 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 604 0 0
"1408" "exp1" 8 24 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 592 40 1
"1408" "exp1" 8 25 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 720 0 0
"1408" "exp1" 8 26 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 532 0 0
"1408" "exp1" 8 27 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 757 0 0
"1408" "exp1" 8 28 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 588 0 0
"1408" "exp1" 8 29 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 517 0 0
"1408" "exp1" 8 30 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 516 40 1
"1408" "exp1" 8 31 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 846 0 0
"1408" "exp1" 8 32 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 710 20 1
"1408" "exp1" 8 33 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 636 0 0
"1408" "exp1" 8 34 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 633 25 1
"1408" "exp1" 8 35 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 1043 25 1
"1408" "exp1" 8 36 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 903 75 1
"1408" "exp1" 8 37 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1033 15 1
"1408" "exp1" 8 38 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 632 75 1
"1408" "exp1" 8 39 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 652 65 1
"1408" "exp1" 8 40 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 878 75 1
"1408" "exp1" 8 41 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 833 25 1
"1408" "exp1" 8 42 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 961 0 0
"1408" "exp1" 8 43 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 1047 75 1
"1408" "exp1" 8 44 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 753 65 1
"1408" "exp1" 8 45 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 918 0 0
"1408" "exp1" 8 46 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 822 20 1
"1408" "exp1" 8 47 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 539 65 1
"1408" "exp1" 8 48 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 699 15 1
"1408" "exp1" 8 49 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 591 0 0
"1408" "exp1" 8 50 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 675 35 1
"1408" "exp1" 8 51 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 846 0 0
"1408" "exp1" 8 52 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 761 25 1
"1408" "exp1" 8 53 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 747 0 0
"1408" "exp1" 8 54 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 777 35 1
"1408" "exp1" 8 55 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 674 45 1
"1408" "exp1" 8 56 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 814 35 1
"1408" "exp1" 8 57 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 508 30 1
"1408" "exp1" 8 58 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 464 20 1
"1408" "exp1" 8 59 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 583 0 0
"1408" "exp1" 8 60 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 2 507 0 0
"1408" "exp1" 9 1 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 633 0 0
"1408" "exp1" 9 2 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 512 0 0
"1408" "exp1" 9 3 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1527 45 1
"1408" "exp1" 9 4 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 2 951 65 1
"1408" "exp1" 9 5 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 543 75 1
"1408" "exp1" 9 6 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 2 527 0 0
"1408" "exp1" 9 7 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 699 0 0
"1408" "exp1" 9 8 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 2 677 0 0
"1408" "exp1" 9 9 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 886 75 1
"1408" "exp1" 9 10 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 611 65 1
"1408" "exp1" 9 11 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 2 743 55 1
"1408" "exp1" 9 12 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 682 65 1
"1408" "exp1" 9 13 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 2 668 0 0
"1408" "exp1" 9 14 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 575 65 1
"1408" "exp1" 9 15 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 497 0 0
"1408" "exp1" 9 16 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 2 491 0 0
"1408" "exp1" 9 17 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 487 75 1
"1408" "exp1" 9 18 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 518 65 1
"1408" "exp1" 9 19 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 588 75 1
"1408" "exp1" 9 20 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 550 0 0
"1408" "exp1" 9 21 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 2 1093 0 0
"1408" "exp1" 9 22 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 592 65 1
"1408" "exp1" 9 23 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 2 1103 0 0
"1408" "exp1" 9 24 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 2 557 0 0
"1408" "exp1" 9 25 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 2 564 0 0
"1408" "exp1" 9 26 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 514 0 0
"1408" "exp1" 9 27 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 2 491 0 0
"1408" "exp1" 9 28 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 563 0 0
"1408" "exp1" 9 29 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 2 470 0 0
"1408" "exp1" 9 30 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 737 0 0
"1408" "exp1" 9 31 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 2 819 0 0
"1408" "exp1" 9 32 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 2 557 0 0
"1408" "exp1" 9 33 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 529 75 1
"1408" "exp1" 9 34 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 568 0 0
"1408" "exp1" 9 35 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 477 0 0
"1408" "exp1" 9 36 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 498 0 0
"1408" "exp1" 9 37 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 565 60 1
"1408" "exp1" 9 38 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 433 0 0
"1408" "exp1" 9 39 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 496 65 1
"1408" "exp1" 9 40 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 2 565 55 1
"1408" "exp1" 9 41 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 580 85 1
"1408" "exp1" 9 42 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 485 0 0
"1408" "exp1" 9 43 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 2 869 0 0
"1408" "exp1" 9 44 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 581 0 0
"1408" "exp1" 9 45 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 807 0 0
"1408" "exp1" 9 46 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 2 566 0 0
"1408" "exp1" 9 47 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 576 0 0
"1408" "exp1" 9 48 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1015 0 0
"1408" "exp1" 9 49 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 508 0 0
"1408" "exp1" 9 50 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 2 528 0 0
"1408" "exp1" 9 51 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 1352 85 1
"1408" "exp1" 9 52 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 606 0 0
"1408" "exp1" 9 53 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 543 0 0
"1408" "exp1" 9 54 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 2 1478 0 0
"1408" "exp1" 9 55 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 797 65 1
"1408" "exp1" 9 56 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 495 0 0
"1408" "exp1" 9 57 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 590 85 1
"1408" "exp1" 9 58 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 400 0 0
"1408" "exp1" 9 59 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 491 65 1
"1408" "exp1" 9 60 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 616 0 0
"1408" "exp1" 10 1 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 2288 45 1
"1408" "exp1" 10 2 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 686 75 1
"1408" "exp1" 10 3 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 513 75 1
"1408" "exp1" 10 4 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 532 45 1
"1408" "exp1" 10 5 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 378 20 1
"1408" "exp1" 10 6 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 581 35 1
"1408" "exp1" 10 7 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 654 30 1
"1408" "exp1" 10 8 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 812 15 1
"1408" "exp1" 10 9 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 619 35 1
"1408" "exp1" 10 10 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 638 35 1
"1408" "exp1" 10 11 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 885 75 1
"1408" "exp1" 10 12 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 455 30 1
"1408" "exp1" 10 13 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 651 0 0
"1408" "exp1" 10 14 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 628 0 0
"1408" "exp1" 10 15 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 727 25 1
"1408" "exp1" 10 16 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 634 0 0
"1408" "exp1" 10 17 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 572 40 1
"1408" "exp1" 10 18 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 536 45 1
"1408" "exp1" 10 19 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 605 15 1
"1408" "exp1" 10 20 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 730 0 0
"1408" "exp1" 10 21 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 402 75 1
"1408" "exp1" 10 22 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 478 0 0
"1408" "exp1" 10 23 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 686 15 1
"1408" "exp1" 10 24 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 516 45 1
"1408" "exp1" 10 25 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 547 65 1
"1408" "exp1" 10 26 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 602 40 1
"1408" "exp1" 10 27 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 620 75 1
"1408" "exp1" 10 28 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 817 45 1
"1408" "exp1" 10 29 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 505 65 1
"1408" "exp1" 10 30 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 629 25 1
"1408" "exp1" 10 31 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 671 75 1
"1408" "exp1" 10 32 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 477 20 1
"1408" "exp1" 10 33 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1735 35 1
"1408" "exp1" 10 34 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 780 25 1
"1408" "exp1" 10 35 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 608 30 1
"1408" "exp1" 10 36 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 672 15 1
"1408" "exp1" 10 37 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 639 25 1
"1408" "exp1" 10 38 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 640 65 1
"1408" "exp1" 10 39 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 717 35 1
"1408" "exp1" 10 40 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 729 35 1
"1408" "exp1" 10 41 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 624 45 1
"1408" "exp1" 10 42 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 399 0 0
"1408" "exp1" 10 43 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 424 65 1
"1408" "exp1" 10 44 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 461 0 0
"1408" "exp1" 10 45 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 620 25 1
"1408" "exp1" 10 46 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 729 25 1
"1408" "exp1" 10 47 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 590 0 0
"1408" "exp1" 10 48 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 530 75 1
"1408" "exp1" 10 49 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 743 35 1
"1408" "exp1" 10 50 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 557 20 1
"1408" "exp1" 10 51 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 569 30 1
"1408" "exp1" 10 52 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 548 40 1
"1408" "exp1" 10 53 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 827 0 0
"1408" "exp1" 10 54 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 744 45 1
"1408" "exp1" 10 55 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 476 15 1
"1408" "exp1" 10 56 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 572 0 0
"1408" "exp1" 10 57 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 566 25 1
"1408" "exp1" 10 58 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 702 15 1
"1408" "exp1" 10 59 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 587 0 0
"1408" "exp1" 10 60 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 474 0 0
"1408" "exp1" 11 1 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 647 45 1
"1408" "exp1" 11 2 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 619 45 1
"1408" "exp1" 11 3 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 471 20 1
"1408" "exp1" 11 4 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 457 0 0
"1408" "exp1" 11 5 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 447 15 1
"1408" "exp1" 11 6 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 541 40 1
"1408" "exp1" 11 7 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 564 65 1
"1408" "exp1" 11 8 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 796 25 1
"1408" "exp1" 11 9 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 604 0 0
"1408" "exp1" 11 10 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 574 15 1
"1408" "exp1" 11 11 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 720 0 0
"1408" "exp1" 11 12 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 505 25 1
"1408" "exp1" 11 13 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 717 75 1
"1408" "exp1" 11 14 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 561 65 1
"1408" "exp1" 11 15 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 579 20 1
"1408" "exp1" 11 16 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 780 0 0
"1408" "exp1" 11 17 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 646 0 0
"1408" "exp1" 11 18 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 600 75 1
"1408" "exp1" 11 19 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 474 35 1
"1408" "exp1" 11 20 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 685 35 1
"1408" "exp1" 11 21 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 549 65 1
"1408" "exp1" 11 22 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 710 35 1
"1408" "exp1" 11 23 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 462 0 0
"1408" "exp1" 11 24 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 564 45 1
"1408" "exp1" 11 25 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 502 30 1
"1408" "exp1" 11 26 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 603 45 1
"1408" "exp1" 11 27 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 1026 65 1
"1408" "exp1" 11 28 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 492 0 0
"1408" "exp1" 11 29 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 1027 15 1
"1408" "exp1" 11 30 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 608 75 1
"1408" "exp1" 11 31 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 505 0 0
"1408" "exp1" 11 32 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 548 45 1
"1408" "exp1" 11 33 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 394 15 1
"1408" "exp1" 11 34 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 516 35 1
"1408" "exp1" 11 35 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 904 25 1
"1408" "exp1" 11 36 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 589 0 0
"1408" "exp1" 11 37 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 747 65 1
"1408" "exp1" 11 38 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 530 25 1
"1408" "exp1" 11 39 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 592 75 1
"1408" "exp1" 11 40 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 933 65 1
"1408" "exp1" 11 41 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 611 0 0
"1408" "exp1" 11 42 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 664 65 1
"1408" "exp1" 11 43 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 665 0 0
"1408" "exp1" 11 44 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1039 0 0
"1408" "exp1" 11 45 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 801 45 1
"1408" "exp1" 11 46 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 614 20 1
"1408" "exp1" 11 47 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 841 45 1
"1408" "exp1" 11 48 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 885 0 0
"1408" "exp1" 11 49 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 621 25 1
"1408" "exp1" 11 50 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 680 0 0
"1408" "exp1" 11 51 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 466 40 1
"1408" "exp1" 11 52 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 793 0 0
"1408" "exp1" 11 53 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 621 35 1
"1408" "exp1" 11 54 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 532 30 1
"1408" "exp1" 11 55 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 693 40 1
"1408" "exp1" 11 56 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 493 75 1
"1408" "exp1" 11 57 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 452 0 0
"1408" "exp1" 11 58 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 517 0 0
"1408" "exp1" 11 59 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 536 15 1
"1408" "exp1" 11 60 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 497 30 1
"1408" "exp1" 12 1 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 591 15 1
"1408" "exp1" 12 2 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 531 40 1
"1408" "exp1" 12 3 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 469 20 1
"1408" "exp1" 12 4 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 844 25 1
"1408" "exp1" 12 5 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 534 75 1
"1408" "exp1" 12 6 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 555 30 1
"1408" "exp1" 12 7 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 567 20 1
"1408" "exp1" 12 8 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 537 45 1
"1408" "exp1" 12 9 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 601 45 1
"1408" "exp1" 12 10 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 514 75 1
"1408" "exp1" 12 11 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 504 0 0
"1408" "exp1" 12 12 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 757 0 0
"1408" "exp1" 12 13 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 902 0 0
"1408" "exp1" 12 14 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 667 35 1
"1408" "exp1" 12 15 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 408 20 1
"1408" "exp1" 12 16 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 529 0 0
"1408" "exp1" 12 17 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 439 30 1
"1408" "exp1" 12 18 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 972 25 1
"1408" "exp1" 12 19 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 537 0 0
"1408" "exp1" 12 20 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 528 40 1
"1408" "exp1" 12 21 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 668 35 1
"1408" "exp1" 12 22 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 562 45 1
"1408" "exp1" 12 23 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 532 0 0
"1408" "exp1" 12 24 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 500 45 1
"1408" "exp1" 12 25 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 986 0 0
"1408" "exp1" 12 26 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 474 75 1
"1408" "exp1" 12 27 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 556 65 1
"1408" "exp1" 12 28 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 558 0 0
"1408" "exp1" 12 29 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 572 75 1
"1408" "exp1" 12 30 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 829 0 0
"1408" "exp1" 12 31 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 664 15 1
"1408" "exp1" 12 32 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 539 30 1
"1408" "exp1" 12 33 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 533 65 1
"1408" "exp1" 12 34 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 581 0 0
"1408" "exp1" 12 35 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 689 0 0
"1408" "exp1" 12 36 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 549 75 1
"1408" "exp1" 12 37 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 623 20 1
"1408" "exp1" 12 38 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 956 65 1
"1408" "exp1" 12 39 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 715 35 1
"1408" "exp1" 12 40 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 776 0 0
"1408" "exp1" 12 41 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 656 75 1
"1408" "exp1" 12 42 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 820 15 1
"1408" "exp1" 12 43 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 533 0 0
"1408" "exp1" 12 44 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 571 25 1
"1408" "exp1" 12 45 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 557 65 1
"1408" "exp1" 12 46 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 628 25 1
"1408" "exp1" 12 47 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 517 25 1
"1408" "exp1" 12 48 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 501 65 1
"1408" "exp1" 12 49 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 494 15 1
"1408" "exp1" 12 50 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 638 25 1
"1408" "exp1" 12 51 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 764 45 1
"1408" "exp1" 12 52 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 490 0 0
"1408" "exp1" 12 53 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 573 25 1
"1408" "exp1" 12 54 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 763 0 0
"1408" "exp1" 12 55 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 567 35 1
"1408" "exp1" 12 56 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 585 75 1
"1408" "exp1" 12 57 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 466 0 0
"1408" "exp1" 12 58 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 1110 45 1
"1408" "exp1" 12 59 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 862 15 1
"1408" "exp1" 12 60 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 2 976 0 0
"1408" "exp1" 13 1 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 903 25 1
"1408" "exp1" 13 2 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 556 30 1
"1408" "exp1" 13 3 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 648 0 0
"1408" "exp1" 13 4 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 617 0 0
"1408" "exp1" 13 5 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 648 0 0
"1408" "exp1" 13 6 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 505 0 0
"1408" "exp1" 13 7 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 893 35 1
"1408" "exp1" 13 8 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 487 25 1
"1408" "exp1" 13 9 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 708 45 1
"1408" "exp1" 13 10 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 606 65 1
"1408" "exp1" 13 11 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 574 65 1
"1408" "exp1" 13 12 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 641 0 0
"1408" "exp1" 13 13 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 516 20 1
"1408" "exp1" 13 14 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 752 0 0
"1408" "exp1" 13 15 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 485 75 1
"1408" "exp1" 13 16 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 527 0 0
"1408" "exp1" 13 17 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 574 0 0
"1408" "exp1" 13 18 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 471 0 0
"1408" "exp1" 13 19 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 548 45 1
"1408" "exp1" 13 20 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 712 0 0
"1408" "exp1" 13 21 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 553 75 1
"1408" "exp1" 13 22 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 595 25 1
"1408" "exp1" 13 23 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 612 40 1
"1408" "exp1" 13 24 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 621 40 1
"1408" "exp1" 13 25 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 911 15 1
"1408" "exp1" 13 26 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 1020 45 1
"1408" "exp1" 13 27 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 530 30 1
"1408" "exp1" 13 28 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1011 65 1
"1408" "exp1" 13 29 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 595 40 1
"1408" "exp1" 13 30 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 547 45 1
"1408" "exp1" 13 31 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 535 0 0
"1408" "exp1" 13 32 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 547 20 1
"1408" "exp1" 13 33 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 771 35 1
"1408" "exp1" 13 34 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 866 15 1
"1408" "exp1" 13 35 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 818 75 1
"1408" "exp1" 13 36 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1257 65 1
"1408" "exp1" 13 37 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 600 0 0
"1408" "exp1" 13 38 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 686 75 1
"1408" "exp1" 13 39 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 657 25 1
"1408" "exp1" 13 40 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 602 45 1
"1408" "exp1" 13 41 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 542 30 1
"1408" "exp1" 13 42 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 559 0 0
"1408" "exp1" 13 43 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 770 20 1
"1408" "exp1" 13 44 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 797 35 1
"1408" "exp1" 13 45 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 460 25 1
"1408" "exp1" 13 46 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 566 0 0
"1408" "exp1" 13 47 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 951 0 0
"1408" "exp1" 13 48 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 566 0 0
"1408" "exp1" 13 49 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 694 20 1
"1408" "exp1" 13 50 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 530 45 1
"1408" "exp1" 13 51 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 567 65 1
"1408" "exp1" 13 52 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 939 0 0
"1408" "exp1" 13 53 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 687 15 1
"1408" "exp1" 13 54 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 601 0 0
"1408" "exp1" 13 55 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 561 0 0
"1408" "exp1" 13 56 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 487 15 1
"1408" "exp1" 13 57 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 830 0 0
"1408" "exp1" 13 58 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 827 65 1
"1408" "exp1" 13 59 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 558 35 1
"1408" "exp1" 13 60 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 772 35 1
"1408" "exp1" 14 1 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 827 30 1
"1408" "exp1" 14 2 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 566 0 0
"1408" "exp1" 14 3 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 646 15 1
"1408" "exp1" 14 4 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 604 0 0
"1408" "exp1" 14 5 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 628 15 1
"1408" "exp1" 14 6 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 864 15 1
"1408" "exp1" 14 7 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 784 45 1
"1408" "exp1" 14 8 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 585 0 0
"1408" "exp1" 14 9 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 477 65 1
"1408" "exp1" 14 10 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 775 15 1
"1408" "exp1" 14 11 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 547 25 1
"1408" "exp1" 14 12 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 563 65 1
"1408" "exp1" 14 13 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 452 0 0
"1408" "exp1" 14 14 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 535 15 1
"1408" "exp1" 14 15 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 479 40 1
"1408" "exp1" 14 16 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 454 15 1
"1408" "exp1" 14 17 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 456 45 1
"1408" "exp1" 14 18 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 495 75 1
"1408" "exp1" 14 19 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 479 0 0
"1408" "exp1" 14 20 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 529 35 1
"1408" "exp1" 14 21 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 880 25 1
"1408" "exp1" 14 22 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 557 20 1
"1408" "exp1" 14 23 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 630 45 1
"1408" "exp1" 14 24 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 682 15 1
"1408" "exp1" 14 25 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 799 65 1
"1408" "exp1" 14 26 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 545 75 1
"1408" "exp1" 14 27 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 440 35 1
"1408" "exp1" 14 28 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 422 35 1
"1408" "exp1" 14 29 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 447 20 1
"1408" "exp1" 14 30 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 589 0 0
"1408" "exp1" 14 31 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 512 0 0
"1408" "exp1" 14 32 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 721 65 1
"1408" "exp1" 14 33 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 693 0 0
"1408" "exp1" 14 34 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 423 0 0
"1408" "exp1" 14 35 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 500 0 0
"1408" "exp1" 14 36 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 472 0 0
"1408" "exp1" 14 37 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 488 30 1
"1408" "exp1" 14 38 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 482 0 0
"1408" "exp1" 14 39 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 505 65 1
"1408" "exp1" 14 40 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 573 45 1
"1408" "exp1" 14 41 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1099 25 1
"1408" "exp1" 14 42 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 538 75 1
"1408" "exp1" 14 43 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 475 30 1
"1408" "exp1" 14 44 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 501 45 1
"1408" "exp1" 14 45 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 756 0 0
"1408" "exp1" 14 46 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 619 25 1
"1408" "exp1" 14 47 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 494 0 0
"1408" "exp1" 14 48 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 619 15 1
"1408" "exp1" 14 49 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 455 25 1
"1408" "exp1" 14 50 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 604 35 1
"1408" "exp1" 14 51 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 582 45 1
"1408" "exp1" 14 52 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 2 487 0 0
"1408" "exp1" 14 53 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 779 65 1
"1408" "exp1" 14 54 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 571 0 0
"1408" "exp1" 14 55 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 503 75 1
"1408" "exp1" 14 56 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 475 35 1
"1408" "exp1" 14 57 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 614 0 0
"1408" "exp1" 14 58 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 642 0 0
"1408" "exp1" 14 59 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 2 649 0 0
"1408" "exp1" 14 60 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 501 40 1
"1408" "exp1" 15 1 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 2 546 0 0
"1408" "exp1" 15 2 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 608 0 0
"1408" "exp1" 15 3 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 513 0 0
"1408" "exp1" 15 4 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 547 15 1
"1408" "exp1" 15 5 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 2 532 35 1
"1408" "exp1" 15 6 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 857 0 0
"1408" "exp1" 15 7 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 665 35 1
"1408" "exp1" 15 8 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 2 624 0 0
"1408" "exp1" 15 9 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 967 45 1
"1408" "exp1" 15 10 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 568 0 0
"1408" "exp1" 15 11 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1020 45 1
"1408" "exp1" 15 12 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 2 562 0 0
"1408" "exp1" 15 13 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 566 0 0
"1408" "exp1" 15 14 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 577 25 1
"1408" "exp1" 15 15 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1291 0 0
"1408" "exp1" 15 16 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 531 25 1
"1408" "exp1" 15 17 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 546 20 1
"1408" "exp1" 15 18 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 519 25 1
"1408" "exp1" 15 19 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 499 15 1
"1408" "exp1" 15 20 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 495 25 1
"1408" "exp1" 15 21 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 841 45 1
"1408" "exp1" 15 22 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 653 45 1
"1408" "exp1" 15 23 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 2 561 0 0
"1408" "exp1" 15 24 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 434 25 1
"1408" "exp1" 15 25 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 633 0 0
"1408" "exp1" 15 26 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 2 757 0 0
"1408" "exp1" 15 27 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 1216 35 1
"1408" "exp1" 15 28 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 716 20 1
"1408" "exp1" 15 29 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 2 487 0 0
"1408" "exp1" 15 30 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 495 15 1
"1408" "exp1" 15 31 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 677 35 1
"1408" "exp1" 15 32 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 470 40 1
"1408" "exp1" 15 33 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 672 30 1
"1408" "exp1" 15 34 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 316 40 1
"1408" "exp1" 15 35 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 2 371 0 0
"1408" "exp1" 15 36 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 729 45 1
"1408" "exp1" 15 37 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 2 500 0 0
"1408" "exp1" 15 38 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 462 15 1
"1408" "exp1" 15 39 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 2 557 0 0
"1408" "exp1" 15 40 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 2 802 0 0
"1408" "exp1" 15 41 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 1215 0 0
"1408" "exp1" 15 42 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 669 15 1
"1408" "exp1" 15 43 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 566 20 1
"1408" "exp1" 15 44 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 2 1151 0 0
"1408" "exp1" 15 45 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 534 15 1
"1408" "exp1" 15 46 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 717 60 1
"1408" "exp1" 15 47 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 720 0 0
"1408" "exp1" 15 48 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 2 473 0 0
"1408" "exp1" 15 49 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 2 614 0 0
"1408" "exp1" 15 50 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 577 0 0
"1408" "exp1" 15 51 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 493 25 1
"1408" "exp1" 15 52 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 963 25 1
"1408" "exp1" 15 53 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 518 0 0
"1408" "exp1" 15 54 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 2 610 25 1
"1408" "exp1" 15 55 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 771 35 1
"1408" "exp1" 15 56 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 858 0 0
"1408" "exp1" 15 57 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 2 650 0 0
"1408" "exp1" 15 58 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 426 0 0
"1408" "exp1" 15 59 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 588 45 1
"1408" "exp1" 15 60 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 639 35 1
"1408" "exp1" 16 1 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 503 25 1
"1408" "exp1" 16 2 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 418 15 1
"1408" "exp1" 16 3 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 640 65 1
"1408" "exp1" 16 4 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 545 25 1
"1408" "exp1" 16 5 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 803 75 1
"1408" "exp1" 16 6 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 510 75 1
"1408" "exp1" 16 7 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 557 35 1
"1408" "exp1" 16 8 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 588 20 1
"1408" "exp1" 16 9 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 619 30 1
"1408" "exp1" 16 10 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1033 0 0
"1408" "exp1" 16 11 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 877 35 1
"1408" "exp1" 16 12 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 608 0 0
"1408" "exp1" 16 13 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 525 0 0
"1408" "exp1" 16 14 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 667 40 1
"1408" "exp1" 16 15 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 431 0 0
"1408" "exp1" 16 16 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 498 25 1
"1408" "exp1" 16 17 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 680 0 0
"1408" "exp1" 16 18 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 621 0 0
"1408" "exp1" 16 19 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 545 75 1
"1408" "exp1" 16 20 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 496 15 1
"1408" "exp1" 16 21 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 380 25 1
"1408" "exp1" 16 22 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 380 45 1
"1408" "exp1" 16 23 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 635 15 1
"1408" "exp1" 16 24 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 508 0 0
"1408" "exp1" 16 25 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 773 45 1
"1408" "exp1" 16 26 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 622 0 0
"1408" "exp1" 16 27 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 669 75 1
"1408" "exp1" 16 28 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 545 65 1
"1408" "exp1" 16 29 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 659 35 1
"1408" "exp1" 16 30 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 597 0 0
"1408" "exp1" 16 31 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 596 25 1
"1408" "exp1" 16 32 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 591 0 0
"1408" "exp1" 16 33 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 452 40 1
"1408" "exp1" 16 34 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 493 45 1
"1408" "exp1" 16 35 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 516 0 0
"1408" "exp1" 16 36 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1022 45 1
"1408" "exp1" 16 37 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 697 35 1
"1408" "exp1" 16 38 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 717 0 0
"1408" "exp1" 16 39 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 553 75 1
"1408" "exp1" 16 40 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 654 65 1
"1408" "exp1" 16 41 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 504 0 0
"1408" "exp1" 16 42 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 437 25 1
"1408" "exp1" 16 43 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 561 65 1
"1408" "exp1" 16 44 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 519 0 0
"1408" "exp1" 16 45 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 551 15 1
"1408" "exp1" 16 46 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 719 15 1
"1408" "exp1" 16 47 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 546 45 1
"1408" "exp1" 16 48 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 513 0 0
"1408" "exp1" 16 49 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 493 45 1
"1408" "exp1" 16 50 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 543 20 1
"1408" "exp1" 16 51 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 653 25 1
"1408" "exp1" 16 52 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 973 0 0
"1408" "exp1" 16 53 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 539 25 1
"1408" "exp1" 16 54 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 532 40 1
"1408" "exp1" 16 55 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 635 0 0
"1408" "exp1" 16 56 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 793 35 1
"1408" "exp1" 16 57 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 569 75 1
"1408" "exp1" 16 58 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 673 65 1
"1408" "exp1" 16 59 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 709 0 0
"1408" "exp1" 16 60 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 899 0 0
"1408" "exp1" 17 1 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 608 25 1
"1408" "exp1" 17 2 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 588 20 1
"1408" "exp1" 17 3 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 598 45 1
"1408" "exp1" 17 4 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 554 15 1
"1408" "exp1" 17 5 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 707 25 1
"1408" "exp1" 17 6 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 864 0 0
"1408" "exp1" 17 7 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 702 0 0
"1408" "exp1" 17 8 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1082 65 1
"1408" "exp1" 17 9 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1345 0 0
"1408" "exp1" 17 10 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 642 15 1
"1408" "exp1" 17 11 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 516 15 1
"1408" "exp1" 17 12 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 614 25 1
"1408" "exp1" 17 13 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 668 15 1
"1408" "exp1" 17 14 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 815 0 0
"1408" "exp1" 17 15 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 606 0 0
"1408" "exp1" 17 16 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 586 20 1
"1408" "exp1" 17 17 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 585 0 0
"1408" "exp1" 17 18 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1053 65 1
"1408" "exp1" 17 19 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 569 65 1
"1408" "exp1" 17 20 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 744 65 1
"1408" "exp1" 17 21 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 607 75 1
"1408" "exp1" 17 22 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 612 25 1
"1408" "exp1" 17 23 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 475 15 1
"1408" "exp1" 17 24 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 508 0 0
"1408" "exp1" 17 25 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 478 35 1
"1408" "exp1" 17 26 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 368 75 1
"1408" "exp1" 17 27 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 525 0 0
"1408" "exp1" 17 28 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 381 65 1
"1408" "exp1" 17 29 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 435 25 1
"1408" "exp1" 17 30 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 541 45 1
"1408" "exp1" 17 31 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 518 40 1
"1408" "exp1" 17 32 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 594 25 1
"1408" "exp1" 17 33 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 600 25 1
"1408" "exp1" 17 34 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 453 0 0
"1408" "exp1" 17 35 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 458 20 1
"1408" "exp1" 17 36 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 497 0 0
"1408" "exp1" 17 37 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 506 0 0
"1408" "exp1" 17 38 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 411 75 1
"1408" "exp1" 17 39 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 722 0 0
"1408" "exp1" 17 40 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 514 20 1
"1408" "exp1" 17 41 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 416 0 0
"1408" "exp1" 17 42 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 533 0 0
"1408" "exp1" 17 43 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 489 75 1
"1408" "exp1" 17 44 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 452 0 0
"1408" "exp1" 17 45 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 507 45 1
"1408" "exp1" 17 46 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 521 65 1
"1408" "exp1" 17 47 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 378 75 1
"1408" "exp1" 17 48 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 505 65 1
"1408" "exp1" 17 49 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 510 0 0
"1408" "exp1" 17 50 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 920 0 0
"1408" "exp1" 17 51 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 526 65 1
"1408" "exp1" 17 52 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 392 45 1
"1408" "exp1" 17 53 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 732 35 1
"1408" "exp1" 17 54 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 480 30 1
"1408" "exp1" 17 55 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 859 35 1
"1408" "exp1" 17 56 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 540 0 0
"1408" "exp1" 17 57 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 515 0 0
"1408" "exp1" 17 58 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 532 35 1
"1408" "exp1" 17 59 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 692 15 1
"1408" "exp1" 17 60 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 445 75 1
"1408" "exp1" 18 1 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 908 45 1
"1408" "exp1" 18 2 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 573 45 1
"1408" "exp1" 18 3 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 548 35 1
"1408" "exp1" 18 4 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 568 0 0
"1408" "exp1" 18 5 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 572 15 1
"1408" "exp1" 18 6 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 567 40 1
"1408" "exp1" 18 7 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 443 25 1
"1408" "exp1" 18 8 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 469 20 1
"1408" "exp1" 18 9 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 681 0 0
"1408" "exp1" 18 10 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 478 30 1
"1408" "exp1" 18 11 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 418 45 1
"1408" "exp1" 18 12 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 535 15 1
"1408" "exp1" 18 13 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 578 35 1
"1408" "exp1" 18 14 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 738 65 1
"1408" "exp1" 18 15 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 722 0 0
"1408" "exp1" 18 16 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 505 0 0
"1408" "exp1" 18 17 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 523 35 1
"1408" "exp1" 18 18 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 581 45 1
"1408" "exp1" 18 19 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 570 75 1
"1408" "exp1" 18 20 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 423 65 1
"1408" "exp1" 18 21 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 663 65 1
"1408" "exp1" 18 22 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 536 75 1
"1408" "exp1" 18 23 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 533 20 1
"1408" "exp1" 18 24 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 575 25 1
"1408" "exp1" 18 25 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 411 45 1
"1408" "exp1" 18 26 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 746 15 1
"1408" "exp1" 18 27 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 726 75 1
"1408" "exp1" 18 28 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 603 75 1
"1408" "exp1" 18 29 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 758 25 1
"1408" "exp1" 18 30 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 502 25 1
"1408" "exp1" 18 31 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 552 15 1
"1408" "exp1" 18 32 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 729 0 0
"1408" "exp1" 18 33 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 874 40 1
"1408" "exp1" 18 34 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 503 35 1
"1408" "exp1" 18 35 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 557 15 1
"1408" "exp1" 18 36 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 442 75 1
"1408" "exp1" 18 37 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 443 75 1
"1408" "exp1" 18 38 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 571 65 1
"1408" "exp1" 18 39 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 565 25 1
"1408" "exp1" 18 40 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 580 0 0
"1408" "exp1" 18 41 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 542 35 1
"1408" "exp1" 18 42 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 488 30 1
"1408" "exp1" 18 43 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 554 75 1
"1408" "exp1" 18 44 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 427 0 0
"1408" "exp1" 18 45 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 599 0 0
"1408" "exp1" 18 46 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 430 35 1
"1408" "exp1" 18 47 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 953 65 1
"1408" "exp1" 18 48 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 702 45 1
"1408" "exp1" 18 49 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 523 0 0
"1408" "exp1" 18 50 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 878 0 0
"1408" "exp1" 18 51 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 660 0 0
"1408" "exp1" 18 52 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 490 75 1
"1408" "exp1" 18 53 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 452 25 1
"1408" "exp1" 18 54 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 441 20 1
"1408" "exp1" 18 55 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 577 30 1
"1408" "exp1" 18 56 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 524 30 1
"1408" "exp1" 18 57 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 469 25 1
"1408" "exp1" 18 58 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 840 35 1
"1408" "exp1" 18 59 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 469 65 1
"1408" "exp1" 18 60 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 500 15 1
"1408" "exp1" 19 1 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 613 20 1
"1408" "exp1" 19 2 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 527 15 1
"1408" "exp1" 19 3 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 507 65 1
"1408" "exp1" 19 4 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 571 0 0
"1408" "exp1" 19 5 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 611 45 1
"1408" "exp1" 19 6 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 877 25 1
"1408" "exp1" 19 7 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 525 15 1
"1408" "exp1" 19 8 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 468 35 1
"1408" "exp1" 19 9 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 430 0 0
"1408" "exp1" 19 10 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 451 0 0
"1408" "exp1" 19 11 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 452 75 1
"1408" "exp1" 19 12 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 575 15 1
"1408" "exp1" 19 13 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 689 0 0
"1408" "exp1" 19 14 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 473 25 1
"1408" "exp1" 19 15 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 545 30 1
"1408" "exp1" 19 16 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 2 724 0 0
"1408" "exp1" 19 17 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 539 0 0
"1408" "exp1" 19 18 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 487 0 0
"1408" "exp1" 19 19 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 542 45 1
"1408" "exp1" 19 20 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 513 0 0
"1408" "exp1" 19 21 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 2 453 0 0
"1408" "exp1" 19 22 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 704 0 0
"1408" "exp1" 19 23 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 852 45 1
"1408" "exp1" 19 24 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 478 0 0
"1408" "exp1" 19 25 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 508 30 1
"1408" "exp1" 19 26 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 614 0 0
"1408" "exp1" 19 27 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 774 0 0
"1408" "exp1" 19 28 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 498 0 0
"1408" "exp1" 19 29 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 814 25 1
"1408" "exp1" 19 30 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 594 75 1
"1408" "exp1" 19 31 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 555 0 0
"1408" "exp1" 19 32 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 706 35 1
"1408" "exp1" 19 33 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 612 0 0
"1408" "exp1" 19 34 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 572 0 0
"1408" "exp1" 19 35 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 521 65 1
"1408" "exp1" 19 36 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 725 45 1
"1408" "exp1" 19 37 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 457 0 0
"1408" "exp1" 19 38 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 555 15 1
"1408" "exp1" 19 39 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 633 0 0
"1408" "exp1" 19 40 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 535 0 0
"1408" "exp1" 19 41 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 823 0 0
"1408" "exp1" 19 42 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 636 0 0
"1408" "exp1" 19 43 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 467 75 1
"1408" "exp1" 19 44 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 532 45 1
"1408" "exp1" 19 45 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 608 0 0
"1408" "exp1" 19 46 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 726 75 1
"1408" "exp1" 19 47 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 587 75 1
"1408" "exp1" 19 48 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 924 75 1
"1408" "exp1" 19 49 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 708 0 0
"1408" "exp1" 19 50 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 458 20 1
"1408" "exp1" 19 51 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 472 40 1
"1408" "exp1" 19 52 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 820 0 0
"1408" "exp1" 19 53 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 693 25 1
"1408" "exp1" 19 54 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 630 0 0
"1408" "exp1" 19 55 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 582 85 1
"1408" "exp1" 19 56 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 455 30 1
"1408" "exp1" 19 57 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 658 75 1
"1408" "exp1" 19 58 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 628 25 1
"1408" "exp1" 19 59 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 528 20 1
"1408" "exp1" 19 60 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 716 45 1
"1408" "exp1" 20 1 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 654 0 0
"1408" "exp1" 20 2 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 694 65 1
"1408" "exp1" 20 3 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 542 0 0
"1408" "exp1" 20 4 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 426 25 1
"1408" "exp1" 20 5 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 534 0 0
"1408" "exp1" 20 6 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 501 20 1
"1408" "exp1" 20 7 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 542 15 1
"1408" "exp1" 20 8 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 632 0 0
"1408" "exp1" 20 9 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 618 0 0
"1408" "exp1" 20 10 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 640 35 1
"1408" "exp1" 20 11 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 580 45 1
"1408" "exp1" 20 12 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 573 0 0
"1408" "exp1" 20 13 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 492 45 1
"1408" "exp1" 20 14 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 517 75 1
"1408" "exp1" 20 15 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 904 0 0
"1408" "exp1" 20 16 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 517 0 0
"1408" "exp1" 20 17 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 562 25 1
"1408" "exp1" 20 18 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 532 40 1
"1408" "exp1" 20 19 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 578 0 0
"1408" "exp1" 20 20 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 534 0 0
"1408" "exp1" 20 21 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 653 35 1
"1408" "exp1" 20 22 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 428 75 1
"1408" "exp1" 20 23 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1009 25 1
"1408" "exp1" 20 24 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 2 537 35 1
"1408" "exp1" 20 25 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 572 15 1
"1408" "exp1" 20 26 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 819 35 1
"1408" "exp1" 20 27 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 641 75 1
"1408" "exp1" 20 28 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 818 25 1
"1408" "exp1" 20 29 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 944 65 1
"1408" "exp1" 20 30 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 627 0 0
"1408" "exp1" 20 31 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 655 45 1
"1408" "exp1" 20 32 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 949 15 1
"1408" "exp1" 20 33 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 587 0 0
"1408" "exp1" 20 34 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 530 20 1
"1408" "exp1" 20 35 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 551 30 1
"1408" "exp1" 20 36 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 720 40 1
"1408" "exp1" 20 37 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 665 25 1
"1408" "exp1" 20 38 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 557 40 1
"1408" "exp1" 20 39 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1011 15 1
"1408" "exp1" 20 40 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 715 30 1
"1408" "exp1" 20 41 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 514 45 1
"1408" "exp1" 20 42 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 671 45 1
"1408" "exp1" 20 43 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 1024 75 1
"1408" "exp1" 20 44 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 599 20 1
"1408" "exp1" 20 45 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 669 0 0
"1408" "exp1" 20 46 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 598 0 0
"1408" "exp1" 20 47 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 489 0 0
"1408" "exp1" 20 48 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 612 65 1
"1408" "exp1" 20 49 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 663 0 0
"1408" "exp1" 20 50 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 720 0 0
"1408" "exp1" 20 51 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 558 25 1
"1408" "exp1" 20 52 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 541 65 1
"1408" "exp1" 20 53 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 487 0 0
"1408" "exp1" 20 54 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 509 65 1
"1408" "exp1" 20 55 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 692 75 1
"1408" "exp1" 20 56 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 790 65 1
"1408" "exp1" 20 57 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 716 25 1
"1408" "exp1" 20 58 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 861 35 1
"1408" "exp1" 20 59 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 714 0 0
"1408" "exp1" 20 60 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 523 40 1
"1409" "exp1" 1 1 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 633 75 1
"1409" "exp1" 1 2 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 676 0 0
"1409" "exp1" 1 3 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 595 30 1
"1409" "exp1" 1 4 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 685 0 0
"1409" "exp1" 1 5 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 522 20 1
"1409" "exp1" 1 6 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 554 75 1
"1409" "exp1" 1 7 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 2 713 35 1
"1409" "exp1" 1 8 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1471 0 0
"1409" "exp1" 1 9 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 636 0 0
"1409" "exp1" 1 10 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 668 75 1
"1409" "exp1" 1 11 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 893 35 1
"1409" "exp1" 1 12 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 543 0 0
"1409" "exp1" 1 13 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 723 45 1
"1409" "exp1" 1 14 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1154 65 1
"1409" "exp1" 1 15 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 901 75 1
"1409" "exp1" 1 16 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 730 65 1
"1409" "exp1" 1 17 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 934 65 1
"1409" "exp1" 1 18 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 868 0 0
"1409" "exp1" 1 19 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1021 15 1
"1409" "exp1" 1 20 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 1427 15 1
"1409" "exp1" 1 21 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 671 0 0
"1409" "exp1" 1 22 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 1512 0 0
"1409" "exp1" 1 23 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 656 35 1
"1409" "exp1" 1 24 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 871 20 1
"1409" "exp1" 1 25 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 579 0 0
"1409" "exp1" 1 26 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 653 0 0
"1409" "exp1" 1 27 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 830 20 1
"1409" "exp1" 1 28 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 2 1095 0 0
"1409" "exp1" 1 29 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 665 0 0
"1409" "exp1" 1 30 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1099 45 1
"1409" "exp1" 1 31 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 498 25 1
"1409" "exp1" 1 32 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 684 25 1
"1409" "exp1" 1 33 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 712 35 1
"1409" "exp1" 1 34 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 755 25 1
"1409" "exp1" 1 35 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 698 35 1
"1409" "exp1" 1 36 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 620 35 1
"1409" "exp1" 1 37 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 902 85 1
"1409" "exp1" 1 38 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 734 65 1
"1409" "exp1" 1 39 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1200 35 1
"1409" "exp1" 1 40 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 680 0 0
"1409" "exp1" 1 41 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 592 15 1
"1409" "exp1" 1 42 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 795 40 1
"1409" "exp1" 1 43 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 824 25 1
"1409" "exp1" 1 44 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 757 45 1
"1409" "exp1" 1 45 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 924 0 0
"1409" "exp1" 1 46 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 684 65 1
"1409" "exp1" 1 47 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 656 0 0
"1409" "exp1" 1 48 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 1364 0 0
"1409" "exp1" 1 49 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 842 0 0
"1409" "exp1" 1 50 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 894 0 0
"1409" "exp1" 1 51 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 851 25 1
"1409" "exp1" 1 52 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 737 30 1
"1409" "exp1" 1 53 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 673 0 0
"1409" "exp1" 1 54 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 1255 15 1
"1409" "exp1" 1 55 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 2 1259 0 0
"1409" "exp1" 1 56 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 775 60 1
"1409" "exp1" 1 57 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 725 75 1
"1409" "exp1" 1 58 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1443 45 1
"1409" "exp1" 1 59 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 972 25 1
"1409" "exp1" 1 60 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 610 15 1
"1409" "exp1" 2 1 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 571 20 1
"1409" "exp1" 2 2 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 556 25 1
"1409" "exp1" 2 3 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 842 0 0
"1409" "exp1" 2 4 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 981 35 1
"1409" "exp1" 2 5 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 663 45 1
"1409" "exp1" 2 6 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 626 0 0
"1409" "exp1" 2 7 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 637 75 1
"1409" "exp1" 2 8 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 524 0 0
"1409" "exp1" 2 9 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 645 30 1
"1409" "exp1" 2 10 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 651 0 0
"1409" "exp1" 2 11 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 641 20 1
"1409" "exp1" 2 12 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 627 20 1
"1409" "exp1" 2 13 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 1094 0 0
"1409" "exp1" 2 14 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 509 40 1
"1409" "exp1" 2 15 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 742 65 1
"1409" "exp1" 2 16 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 504 65 1
"1409" "exp1" 2 17 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 661 0 0
"1409" "exp1" 2 18 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 1180 75 1
"1409" "exp1" 2 19 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 788 0 0
"1409" "exp1" 2 20 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 2074 45 1
"1409" "exp1" 2 21 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 704 45 1
"1409" "exp1" 2 22 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 989 0 0
"1409" "exp1" 2 23 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1314 35 1
"1409" "exp1" 2 24 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 1056 75 1
"1409" "exp1" 2 25 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 1099 25 1
"1409" "exp1" 2 26 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1514 25 1
"1409" "exp1" 2 27 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1166 0 0
"1409" "exp1" 2 28 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 800 15 1
"1409" "exp1" 2 29 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 859 0 0
"1409" "exp1" 2 30 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 765 75 1
"1409" "exp1" 2 31 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 1356 15 1
"1409" "exp1" 2 32 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 927 45 1
"1409" "exp1" 2 33 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 1650 0 0
"1409" "exp1" 2 34 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1262 25 1
"1409" "exp1" 2 35 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 767 0 0
"1409" "exp1" 2 36 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 1063 60 1
"1409" "exp1" 2 37 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1064 65 1
"1409" "exp1" 2 38 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 778 75 1
"1409" "exp1" 2 39 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 875 65 1
"1409" "exp1" 2 40 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 1267 0 0
"1409" "exp1" 2 41 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1135 0 0
"1409" "exp1" 2 42 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 788 0 0
"1409" "exp1" 2 43 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 1184 25 1
"1409" "exp1" 2 44 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 1151 0 0
"1409" "exp1" 2 45 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1057 15 1
"1409" "exp1" 2 46 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 1464 0 0
"1409" "exp1" 2 47 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 1216 75 1
"1409" "exp1" 2 48 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 1796 0 0
"1409" "exp1" 2 49 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 1547 35 1
"1409" "exp1" 2 50 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 948 30 1
"1409" "exp1" 2 51 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 812 0 0
"1409" "exp1" 2 52 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 664 30 1
"1409" "exp1" 2 53 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 781 40 1
"1409" "exp1" 2 54 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 2 1069 55 1
"1409" "exp1" 2 55 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 919 75 1
"1409" "exp1" 2 56 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 656 0 0
"1409" "exp1" 2 57 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 575 0 0
"1409" "exp1" 2 58 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1356 0 0
"1409" "exp1" 2 59 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 1064 65 1
"1409" "exp1" 2 60 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 774 25 1
"1409" "exp1" 3 1 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 888 45 1
"1409" "exp1" 3 2 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 694 0 0
"1409" "exp1" 3 3 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 707 0 0
"1409" "exp1" 3 4 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 706 30 1
"1409" "exp1" 3 5 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 877 0 0
"1409" "exp1" 3 6 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 696 20 1
"1409" "exp1" 3 7 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 1114 0 0
"1409" "exp1" 3 8 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 707 0 0
"1409" "exp1" 3 9 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 750 0 0
"1409" "exp1" 3 10 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 621 75 1
"1409" "exp1" 3 11 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 666 0 0
"1409" "exp1" 3 12 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 636 65 1
"1409" "exp1" 3 13 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 588 25 1
"1409" "exp1" 3 14 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 580 0 0
"1409" "exp1" 3 15 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 637 0 0
"1409" "exp1" 3 16 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 538 0 0
"1409" "exp1" 3 17 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 692 0 0
"1409" "exp1" 3 18 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 522 0 0
"1409" "exp1" 3 19 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 711 45 1
"1409" "exp1" 3 20 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 762 75 1
"1409" "exp1" 3 21 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 677 20 1
"1409" "exp1" 3 22 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 453 45 1
"1409" "exp1" 3 23 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 789 25 1
"1409" "exp1" 3 24 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 707 75 1
"1409" "exp1" 3 25 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 507 30 1
"1409" "exp1" 3 26 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 632 20 1
"1409" "exp1" 3 27 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 505 0 0
"1409" "exp1" 3 28 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 513 0 0
"1409" "exp1" 3 29 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 475 65 1
"1409" "exp1" 3 30 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 837 25 1
"1409" "exp1" 3 31 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 566 45 1
"1409" "exp1" 3 32 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 713 35 1
"1409" "exp1" 3 33 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 576 0 0
"1409" "exp1" 3 34 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 511 65 1
"1409" "exp1" 3 35 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 588 15 1
"1409" "exp1" 3 36 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 802 75 1
"1409" "exp1" 3 37 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 634 65 1
"1409" "exp1" 3 38 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 644 0 0
"1409" "exp1" 3 39 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 662 20 1
"1409" "exp1" 3 40 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 884 0 0
"1409" "exp1" 3 41 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 782 0 0
"1409" "exp1" 3 42 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 491 45 1
"1409" "exp1" 3 43 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 579 35 1
"1409" "exp1" 3 44 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1056 0 0
"1409" "exp1" 3 45 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 1205 0 0
"1409" "exp1" 3 46 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 1468 0 0
"1409" "exp1" 3 47 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1255 30 1
"1409" "exp1" 3 48 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 799 0 0
"1409" "exp1" 3 49 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 691 75 1
"1409" "exp1" 3 50 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 769 40 1
"1409" "exp1" 3 51 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 681 75 1
"1409" "exp1" 3 52 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 794 25 1
"1409" "exp1" 3 53 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 2 1073 0 0
"1409" "exp1" 3 54 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 1198 0 0
"1409" "exp1" 3 55 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 858 65 1
"1409" "exp1" 3 56 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 830 65 1
"1409" "exp1" 3 57 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 1302 0 0
"1409" "exp1" 3 58 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 991 0 0
"1409" "exp1" 3 59 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 949 45 1
"1409" "exp1" 3 60 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 559 25 1
"1409" "exp1" 4 1 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 708 20 1
"1409" "exp1" 4 2 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 563 75 1
"1409" "exp1" 4 3 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 706 45 1
"1409" "exp1" 4 4 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1379 0 0
"1409" "exp1" 4 5 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1024 0 0
"1409" "exp1" 4 6 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 803 0 0
"1409" "exp1" 4 7 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 863 35 1
"1409" "exp1" 4 8 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 603 25 1
"1409" "exp1" 4 9 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 630 0 0
"1409" "exp1" 4 10 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 720 45 1
"1409" "exp1" 4 11 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 817 15 1
"1409" "exp1" 4 12 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 2 569 0 0
"1409" "exp1" 4 13 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 555 0 0
"1409" "exp1" 4 14 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 731 0 0
"1409" "exp1" 4 15 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 599 15 1
"1409" "exp1" 4 16 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 859 15 1
"1409" "exp1" 4 17 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 700 20 1
"1409" "exp1" 4 18 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 1715 45 1
"1409" "exp1" 4 19 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 2549 0 0
"1409" "exp1" 4 20 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 815 0 0
"1409" "exp1" 4 21 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 2 1048 35 1
"1409" "exp1" 4 22 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 864 65 1
"1409" "exp1" 4 23 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 1435 0 0
"1409" "exp1" 4 24 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1185 65 1
"1409" "exp1" 4 25 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 528 25 1
"1409" "exp1" 4 26 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 659 0 0
"1409" "exp1" 4 27 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 904 75 1
"1409" "exp1" 4 28 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 819 45 1
"1409" "exp1" 4 29 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 824 30 1
"1409" "exp1" 4 30 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 786 45 1
"1409" "exp1" 4 31 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 695 25 1
"1409" "exp1" 4 32 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 2256 0 0
"1409" "exp1" 4 33 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 836 75 1
"1409" "exp1" 4 34 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 700 30 1
"1409" "exp1" 4 35 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 747 65 1
"1409" "exp1" 4 36 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 574 25 1
"1409" "exp1" 4 37 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 675 35 1
"1409" "exp1" 4 38 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 1421 0 0
"1409" "exp1" 4 39 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 1218 65 1
"1409" "exp1" 4 40 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 916 0 0
"1409" "exp1" 4 41 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 1299 75 1
"1409" "exp1" 4 42 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 758 0 0
"1409" "exp1" 4 43 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1650 30 1
"1409" "exp1" 4 44 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 787 0 0
"1409" "exp1" 4 45 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 772 0 0
"1409" "exp1" 4 46 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 1188 0 0
"1409" "exp1" 4 47 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 565 65 1
"1409" "exp1" 4 48 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 664 75 1
"1409" "exp1" 4 49 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 559 0 0
"1409" "exp1" 4 50 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 706 25 1
"1409" "exp1" 4 51 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 588 0 0
"1409" "exp1" 4 52 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 495 20 1
"1409" "exp1" 4 53 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 594 75 1
"1409" "exp1" 4 54 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 601 0 0
"1409" "exp1" 4 55 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 615 65 1
"1409" "exp1" 4 56 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 710 35 1
"1409" "exp1" 4 57 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 741 0 0
"1409" "exp1" 4 58 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 530 25 1
"1409" "exp1" 4 59 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1674 85 1
"1409" "exp1" 4 60 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1007 0 0
"1409" "exp1" 5 1 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 703 75 1
"1409" "exp1" 5 2 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 800 25 1
"1409" "exp1" 5 3 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 502 20 1
"1409" "exp1" 5 4 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 640 0 0
"1409" "exp1" 5 5 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 2 1153 55 1
"1409" "exp1" 5 6 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 1214 75 1
"1409" "exp1" 5 7 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 1466 0 0
"1409" "exp1" 5 8 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1570 30 1
"1409" "exp1" 5 9 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 886 0 0
"1409" "exp1" 5 10 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 668 0 0
"1409" "exp1" 5 11 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 716 25 1
"1409" "exp1" 5 12 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 818 0 0
"1409" "exp1" 5 13 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 2 1131 65 1
"1409" "exp1" 5 14 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 699 40 1
"1409" "exp1" 5 15 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 704 0 0
"1409" "exp1" 5 16 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 607 45 1
"1409" "exp1" 5 17 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 705 30 1
"1409" "exp1" 5 18 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1050 45 1
"1409" "exp1" 5 19 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 721 25 1
"1409" "exp1" 5 20 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 546 0 0
"1409" "exp1" 5 21 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 660 35 1
"1409" "exp1" 5 22 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 505 30 1
"1409" "exp1" 5 23 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 2 510 0 0
"1409" "exp1" 5 24 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 666 0 0
"1409" "exp1" 5 25 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 834 40 1
"1409" "exp1" 5 26 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 889 15 1
"1409" "exp1" 5 27 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 626 25 1
"1409" "exp1" 5 28 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 742 65 1
"1409" "exp1" 5 29 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 715 45 1
"1409" "exp1" 5 30 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 1412 0 0
"1409" "exp1" 5 31 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 739 15 1
"1409" "exp1" 5 32 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 635 65 1
"1409" "exp1" 5 33 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1227 45 1
"1409" "exp1" 5 34 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 566 0 0
"1409" "exp1" 5 35 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 744 30 1
"1409" "exp1" 5 36 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 622 0 0
"1409" "exp1" 5 37 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 696 0 0
"1409" "exp1" 5 38 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 1243 0 0
"1409" "exp1" 5 39 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1094 65 1
"1409" "exp1" 5 40 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 1155 0 0
"1409" "exp1" 5 41 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 542 0 0
"1409" "exp1" 5 42 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 709 20 1
"1409" "exp1" 5 43 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 912 25 1
"1409" "exp1" 5 44 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 592 65 1
"1409" "exp1" 5 45 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 967 0 0
"1409" "exp1" 5 46 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 593 0 0
"1409" "exp1" 5 47 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 709 0 0
"1409" "exp1" 5 48 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 2 1059 55 1
"1409" "exp1" 5 49 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 1026 45 1
"1409" "exp1" 5 50 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 608 25 1
"1409" "exp1" 5 51 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 499 0 0
"1409" "exp1" 5 52 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 733 0 0
"1409" "exp1" 5 53 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1188 65 1
"1409" "exp1" 5 54 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 616 40 1
"1409" "exp1" 5 55 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 639 35 1
"1409" "exp1" 5 56 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 752 65 1
"1409" "exp1" 5 57 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 520 0 0
"1409" "exp1" 5 58 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 999 15 1
"1409" "exp1" 5 59 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 455 20 1
"1409" "exp1" 5 60 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 1217 35 1
"1409" "exp1" 6 1 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 596 0 0
"1409" "exp1" 6 2 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 578 15 1
"1409" "exp1" 6 3 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 448 45 1
"1409" "exp1" 6 4 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 470 65 1
"1409" "exp1" 6 5 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 816 60 1
"1409" "exp1" 6 6 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 646 45 1
"1409" "exp1" 6 7 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1080 0 0
"1409" "exp1" 6 8 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 506 65 1
"1409" "exp1" 6 9 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 457 75 1
"1409" "exp1" 6 10 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 981 75 1
"1409" "exp1" 6 11 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 599 75 1
"1409" "exp1" 6 12 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 496 0 0
"1409" "exp1" 6 13 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 649 0 0
"1409" "exp1" 6 14 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 554 0 0
"1409" "exp1" 6 15 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 558 0 0
"1409" "exp1" 6 16 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 520 0 0
"1409" "exp1" 6 17 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 766 40 1
"1409" "exp1" 6 18 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 577 0 0
"1409" "exp1" 6 19 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 490 65 1
"1409" "exp1" 6 20 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 822 35 1
"1409" "exp1" 6 21 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 706 15 1
"1409" "exp1" 6 22 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 774 15 1
"1409" "exp1" 6 23 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 1131 65 1
"1409" "exp1" 6 24 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 845 0 0
"1409" "exp1" 6 25 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 683 30 1
"1409" "exp1" 6 26 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 595 0 0
"1409" "exp1" 6 27 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 666 40 1
"1409" "exp1" 6 28 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 726 15 1
"1409" "exp1" 6 29 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 711 20 1
"1409" "exp1" 6 30 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 522 20 1
"1409" "exp1" 6 31 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 766 75 1
"1409" "exp1" 6 32 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 556 0 0
"1409" "exp1" 6 33 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 686 25 1
"1409" "exp1" 6 34 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 2 1492 0 0
"1409" "exp1" 6 35 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 880 30 1
"1409" "exp1" 6 36 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 667 35 1
"1409" "exp1" 6 37 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 599 0 0
"1409" "exp1" 6 38 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 506 0 0
"1409" "exp1" 6 39 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 589 0 0
"1409" "exp1" 6 40 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 446 0 0
"1409" "exp1" 6 41 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 547 25 1
"1409" "exp1" 6 42 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 425 75 1
"1409" "exp1" 6 43 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 553 65 1
"1409" "exp1" 6 44 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 571 15 1
"1409" "exp1" 6 45 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 497 15 1
"1409" "exp1" 6 46 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 601 25 1
"1409" "exp1" 6 47 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 763 35 1
"1409" "exp1" 6 48 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 740 40 1
"1409" "exp1" 6 49 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 914 25 1
"1409" "exp1" 6 50 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 751 20 1
"1409" "exp1" 6 51 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 771 15 1
"1409" "exp1" 6 52 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 2 664 0 0
"1409" "exp1" 6 53 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 676 0 0
"1409" "exp1" 6 54 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 709 0 0
"1409" "exp1" 6 55 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 721 0 0
"1409" "exp1" 6 56 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 543 0 0
"1409" "exp1" 6 57 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 596 0 0
"1409" "exp1" 6 58 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 501 0 0
"1409" "exp1" 6 59 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 545 45 1
"1409" "exp1" 6 60 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 753 75 1
"1409" "exp1" 7 1 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 475 40 1
"1409" "exp1" 7 2 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 452 0 0
"1409" "exp1" 7 3 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 580 20 1
"1409" "exp1" 7 4 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 572 0 0
"1409" "exp1" 7 5 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 462 0 0
"1409" "exp1" 7 6 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 670 0 0
"1409" "exp1" 7 7 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 674 25 1
"1409" "exp1" 7 8 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 486 30 1
"1409" "exp1" 7 9 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 780 15 1
"1409" "exp1" 7 10 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 926 30 1
"1409" "exp1" 7 11 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 729 0 0
"1409" "exp1" 7 12 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 2 888 0 0
"1409" "exp1" 7 13 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 763 65 1
"1409" "exp1" 7 14 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 655 15 1
"1409" "exp1" 7 15 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 468 0 0
"1409" "exp1" 7 16 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 867 75 1
"1409" "exp1" 7 17 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 764 30 1
"1409" "exp1" 7 18 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 1114 0 0
"1409" "exp1" 7 19 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 620 45 1
"1409" "exp1" 7 20 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1027 25 1
"1409" "exp1" 7 21 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 1054 0 0
"1409" "exp1" 7 22 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 882 60 1
"1409" "exp1" 7 23 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 1117 0 0
"1409" "exp1" 7 24 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 935 35 1
"1409" "exp1" 7 25 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 773 75 1
"1409" "exp1" 7 26 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 677 0 0
"1409" "exp1" 7 27 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 2 843 0 0
"1409" "exp1" 7 28 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1534 0 0
"1409" "exp1" 7 29 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 926 75 1
"1409" "exp1" 7 30 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 2 555 0 0
"1409" "exp1" 7 31 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 910 0 0
"1409" "exp1" 7 32 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 927 20 1
"1409" "exp1" 7 33 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 663 0 0
"1409" "exp1" 7 34 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 593 0 0
"1409" "exp1" 7 35 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 565 0 0
"1409" "exp1" 7 36 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 1053 0 0
"1409" "exp1" 7 37 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 938 45 1
"1409" "exp1" 7 38 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 741 20 1
"1409" "exp1" 7 39 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 729 15 1
"1409" "exp1" 7 40 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 770 0 0
"1409" "exp1" 7 41 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 604 0 0
"1409" "exp1" 7 42 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 645 0 0
"1409" "exp1" 7 43 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 534 0 0
"1409" "exp1" 7 44 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 751 65 1
"1409" "exp1" 7 45 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 1115 25 1
"1409" "exp1" 7 46 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 872 15 1
"1409" "exp1" 7 47 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 1523 0 0
"1409" "exp1" 7 48 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 1070 0 0
"1409" "exp1" 7 49 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 752 45 1
"1409" "exp1" 7 50 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 742 35 1
"1409" "exp1" 7 51 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1054 40 1
"1409" "exp1" 7 52 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 776 25 1
"1409" "exp1" 7 53 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 609 65 1
"1409" "exp1" 7 54 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1333 15 1
"1409" "exp1" 7 55 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 753 15 1
"1409" "exp1" 7 56 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 1019 25 1
"1409" "exp1" 7 57 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 973 0 0
"1409" "exp1" 7 58 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 2950 65 1
"1409" "exp1" 7 59 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 881 25 1
"1409" "exp1" 7 60 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 513 0 0
"1409" "exp1" 8 1 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 598 75 1
"1409" "exp1" 8 2 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 2 688 75 1
"1409" "exp1" 8 3 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 582 20 1
"1409" "exp1" 8 4 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 462 25 1
"1409" "exp1" 8 5 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 530 30 1
"1409" "exp1" 8 6 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 407 30 1
"1409" "exp1" 8 7 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 644 0 0
"1409" "exp1" 8 8 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 491 20 1
"1409" "exp1" 8 9 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 396 45 1
"1409" "exp1" 8 10 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 666 35 1
"1409" "exp1" 8 11 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1077 45 1
"1409" "exp1" 8 12 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 658 25 1
"1409" "exp1" 8 13 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 661 0 0
"1409" "exp1" 8 14 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 499 0 0
"1409" "exp1" 8 15 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 869 25 1
"1409" "exp1" 8 16 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 651 0 0
"1409" "exp1" 8 17 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 2 651 0 0
"1409" "exp1" 8 18 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 2 963 0 0
"1409" "exp1" 8 19 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 657 0 0
"1409" "exp1" 8 20 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 483 35 1
"1409" "exp1" 8 21 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1083 0 0
"1409" "exp1" 8 22 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 557 25 1
"1409" "exp1" 8 23 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 439 0 0
"1409" "exp1" 8 24 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 463 75 1
"1409" "exp1" 8 25 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 687 0 0
"1409" "exp1" 8 26 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 637 25 1
"1409" "exp1" 8 27 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 2 773 0 0
"1409" "exp1" 8 28 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 805 35 1
"1409" "exp1" 8 29 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 550 20 1
"1409" "exp1" 8 30 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 567 75 1
"1409" "exp1" 8 31 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 450 0 0
"1409" "exp1" 8 32 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 508 15 1
"1409" "exp1" 8 33 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 584 15 1
"1409" "exp1" 8 34 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 493 40 1
"1409" "exp1" 8 35 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 473 35 1
"1409" "exp1" 8 36 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 476 35 1
"1409" "exp1" 8 37 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 419 40 1
"1409" "exp1" 8 38 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 509 35 1
"1409" "exp1" 8 39 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 386 0 0
"1409" "exp1" 8 40 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 645 0 0
"1409" "exp1" 8 41 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 467 20 1
"1409" "exp1" 8 42 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 654 0 0
"1409" "exp1" 8 43 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 555 25 1
"1409" "exp1" 8 44 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 470 15 1
"1409" "exp1" 8 45 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 455 25 1
"1409" "exp1" 8 46 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 700 65 1
"1409" "exp1" 8 47 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 882 45 1
"1409" "exp1" 8 48 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 516 0 0
"1409" "exp1" 8 49 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 585 65 1
"1409" "exp1" 8 50 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 624 0 0
"1409" "exp1" 8 51 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 518 65 1
"1409" "exp1" 8 52 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 672 45 1
"1409" "exp1" 8 53 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 511 15 1
"1409" "exp1" 8 54 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 561 65 1
"1409" "exp1" 8 55 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 610 0 0
"1409" "exp1" 8 56 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 443 75 1
"1409" "exp1" 8 57 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 344 75 1
"1409" "exp1" 8 58 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 409 0 0
"1409" "exp1" 8 59 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 511 15 1
"1409" "exp1" 8 60 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 453 75 1
"1409" "exp1" 9 1 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 684 35 1
"1409" "exp1" 9 2 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 477 25 1
"1409" "exp1" 9 3 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 550 75 1
"1409" "exp1" 9 4 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 649 0 0
"1409" "exp1" 9 5 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 609 0 0
"1409" "exp1" 9 6 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 432 20 1
"1409" "exp1" 9 7 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 554 75 1
"1409" "exp1" 9 8 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 401 40 1
"1409" "exp1" 9 9 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 475 75 1
"1409" "exp1" 9 10 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 646 0 0
"1409" "exp1" 9 11 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 677 75 1
"1409" "exp1" 9 12 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 432 30 1
"1409" "exp1" 9 13 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 511 0 0
"1409" "exp1" 9 14 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 580 45 1
"1409" "exp1" 9 15 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 439 35 1
"1409" "exp1" 9 16 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 481 15 1
"1409" "exp1" 9 17 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 714 75 1
"1409" "exp1" 9 18 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 590 65 1
"1409" "exp1" 9 19 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 510 0 0
"1409" "exp1" 9 20 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 498 65 1
"1409" "exp1" 9 21 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 553 65 1
"1409" "exp1" 9 22 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 2 556 0 0
"1409" "exp1" 9 23 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 986 0 0
"1409" "exp1" 9 24 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 1134 15 1
"1409" "exp1" 9 25 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 780 0 0
"1409" "exp1" 9 26 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 767 35 1
"1409" "exp1" 9 27 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 509 0 0
"1409" "exp1" 9 28 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 569 45 1
"1409" "exp1" 9 29 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 568 15 1
"1409" "exp1" 9 30 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 680 45 1
"1409" "exp1" 9 31 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 672 35 1
"1409" "exp1" 9 32 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 470 75 1
"1409" "exp1" 9 33 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 799 25 1
"1409" "exp1" 9 34 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 478 15 1
"1409" "exp1" 9 35 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 460 45 1
"1409" "exp1" 9 36 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 494 0 0
"1409" "exp1" 9 37 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 2 593 0 0
"1409" "exp1" 9 38 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 739 0 0
"1409" "exp1" 9 39 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 513 45 1
"1409" "exp1" 9 40 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 652 65 1
"1409" "exp1" 9 41 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 1631 65 1
"1409" "exp1" 9 42 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 932 75 1
"1409" "exp1" 9 43 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 460 65 1
"1409" "exp1" 9 44 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 442 0 0
"1409" "exp1" 9 45 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 2 604 0 0
"1409" "exp1" 9 46 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 582 25 1
"1409" "exp1" 9 47 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 691 0 0
"1409" "exp1" 9 48 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 600 65 1
"1409" "exp1" 9 49 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 653 0 0
"1409" "exp1" 9 50 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 504 35 1
"1409" "exp1" 9 51 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 1254 25 1
"1409" "exp1" 9 52 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 684 30 1
"1409" "exp1" 9 53 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 1080 15 1
"1409" "exp1" 9 54 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 722 15 1
"1409" "exp1" 9 55 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 605 30 1
"1409" "exp1" 9 56 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 549 20 1
"1409" "exp1" 9 57 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 527 0 0
"1409" "exp1" 9 58 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 633 0 0
"1409" "exp1" 9 59 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 764 25 1
"1409" "exp1" 9 60 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 507 20 1
"1409" "exp1" 10 1 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 577 0 0
"1409" "exp1" 10 2 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 453 35 1
"1409" "exp1" 10 3 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 437 25 1
"1409" "exp1" 10 4 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 626 0 0
"1409" "exp1" 10 5 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 2 392 85 1
"1409" "exp1" 10 6 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 725 15 1
"1409" "exp1" 10 7 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 502 45 1
"1409" "exp1" 10 8 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 1075 65 1
"1409" "exp1" 10 9 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 522 75 1
"1409" "exp1" 10 10 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 522 75 1
"1409" "exp1" 10 11 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 482 40 1
"1409" "exp1" 10 12 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 572 45 1
"1409" "exp1" 10 13 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 482 30 1
"1409" "exp1" 10 14 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 442 45 1
"1409" "exp1" 10 15 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 1108 75 1
"1409" "exp1" 10 16 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 643 45 1
"1409" "exp1" 10 17 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 553 35 1
"1409" "exp1" 10 18 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 534 15 1
"1409" "exp1" 10 19 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 528 20 1
"1409" "exp1" 10 20 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 679 0 0
"1409" "exp1" 10 21 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 667 0 0
"1409" "exp1" 10 22 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 557 65 1
"1409" "exp1" 10 23 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 486 35 1
"1409" "exp1" 10 24 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 466 25 1
"1409" "exp1" 10 25 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 465 20 1
"1409" "exp1" 10 26 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 640 65 1
"1409" "exp1" 10 27 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 486 35 1
"1409" "exp1" 10 28 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 517 30 1
"1409" "exp1" 10 29 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 689 0 0
"1409" "exp1" 10 30 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 545 35 1
"1409" "exp1" 10 31 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 376 0 0
"1409" "exp1" 10 32 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 537 45 1
"1409" "exp1" 10 33 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 531 65 1
"1409" "exp1" 10 34 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 434 65 1
"1409" "exp1" 10 35 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 2 387 0 0
"1409" "exp1" 10 36 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 853 0 0
"1409" "exp1" 10 37 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 634 65 1
"1409" "exp1" 10 38 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 768 45 1
"1409" "exp1" 10 39 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 545 0 0
"1409" "exp1" 10 40 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 2 486 75 1
"1409" "exp1" 10 41 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 824 0 0
"1409" "exp1" 10 42 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 389 75 1
"1409" "exp1" 10 43 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 562 0 0
"1409" "exp1" 10 44 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 499 0 0
"1409" "exp1" 10 45 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 529 0 0
"1409" "exp1" 10 46 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 489 35 1
"1409" "exp1" 10 47 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 466 15 1
"1409" "exp1" 10 48 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 474 0 0
"1409" "exp1" 10 49 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 567 35 1
"1409" "exp1" 10 50 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 484 0 0
"1409" "exp1" 10 51 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 449 0 0
"1409" "exp1" 10 52 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 688 45 1
"1409" "exp1" 10 53 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 465 25 1
"1409" "exp1" 10 54 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 2 367 35 1
"1409" "exp1" 10 55 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1554 0 0
"1409" "exp1" 10 56 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 557 15 1
"1409" "exp1" 10 57 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 1031 75 1
"1409" "exp1" 10 58 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 449 45 1
"1409" "exp1" 10 59 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 510 75 1
"1409" "exp1" 10 60 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 556 20 1
"1409" "exp1" 11 1 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 727 0 0
"1409" "exp1" 11 2 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 647 0 0
"1409" "exp1" 11 3 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 539 20 1
"1409" "exp1" 11 4 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 512 35 1
"1409" "exp1" 11 5 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 554 0 0
"1409" "exp1" 11 6 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 542 35 1
"1409" "exp1" 11 7 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 448 65 1
"1409" "exp1" 11 8 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 505 45 1
"1409" "exp1" 11 9 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 453 0 0
"1409" "exp1" 11 10 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 703 35 1
"1409" "exp1" 11 11 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 483 40 1
"1409" "exp1" 11 12 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 519 0 0
"1409" "exp1" 11 13 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 495 25 1
"1409" "exp1" 11 14 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 411 25 1
"1409" "exp1" 11 15 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 425 65 1
"1409" "exp1" 11 16 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 481 0 0
"1409" "exp1" 11 17 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 426 65 1
"1409" "exp1" 11 18 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 520 25 1
"1409" "exp1" 11 19 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 463 20 1
"1409" "exp1" 11 20 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 452 0 0
"1409" "exp1" 11 21 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 459 0 0
"1409" "exp1" 11 22 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 472 30 1
"1409" "exp1" 11 23 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 524 0 0
"1409" "exp1" 11 24 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 501 45 1
"1409" "exp1" 11 25 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 502 75 1
"1409" "exp1" 11 26 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 685 25 1
"1409" "exp1" 11 27 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 553 75 1
"1409" "exp1" 11 28 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 461 0 0
"1409" "exp1" 11 29 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 388 0 0
"1409" "exp1" 11 30 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 533 15 1
"1409" "exp1" 11 31 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 457 35 1
"1409" "exp1" 11 32 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 525 15 1
"1409" "exp1" 11 33 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 434 75 1
"1409" "exp1" 11 34 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 515 75 1
"1409" "exp1" 11 35 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 459 0 0
"1409" "exp1" 11 36 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 793 0 0
"1409" "exp1" 11 37 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 478 0 0
"1409" "exp1" 11 38 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 617 65 1
"1409" "exp1" 11 39 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 494 15 1
"1409" "exp1" 11 40 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 377 45 1
"1409" "exp1" 11 41 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 448 75 1
"1409" "exp1" 11 42 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 579 15 1
"1409" "exp1" 11 43 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 493 20 1
"1409" "exp1" 11 44 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 388 20 1
"1409" "exp1" 11 45 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 524 0 0
"1409" "exp1" 11 46 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 1234 15 1
"1409" "exp1" 11 47 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 589 0 0
"1409" "exp1" 11 48 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 676 0 0
"1409" "exp1" 11 49 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 610 30 1
"1409" "exp1" 11 50 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 538 35 1
"1409" "exp1" 11 51 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 449 0 0
"1409" "exp1" 11 52 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 423 0 0
"1409" "exp1" 11 53 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 946 0 0
"1409" "exp1" 11 54 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 650 25 1
"1409" "exp1" 11 55 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 638 15 1
"1409" "exp1" 11 56 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 690 15 1
"1409" "exp1" 11 57 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 741 0 0
"1409" "exp1" 11 58 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 528 65 1
"1409" "exp1" 11 59 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 535 25 1
"1409" "exp1" 11 60 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 510 25 1
"1409" "exp1" 12 1 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 633 35 1
"1409" "exp1" 12 2 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 813 45 1
"1409" "exp1" 12 3 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 632 35 1
"1409" "exp1" 12 4 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 524 30 1
"1409" "exp1" 12 5 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 574 40 1
"1409" "exp1" 12 6 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 495 25 1
"1409" "exp1" 12 7 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 585 0 0
"1409" "exp1" 12 8 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1136 35 1
"1409" "exp1" 12 9 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 641 35 1
"1409" "exp1" 12 10 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 722 25 1
"1409" "exp1" 12 11 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 1989 0 0
"1409" "exp1" 12 12 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1260 30 1
"1409" "exp1" 12 13 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 1169 0 0
"1409" "exp1" 12 14 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 1081 75 1
"1409" "exp1" 12 15 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 524 45 1
"1409" "exp1" 12 16 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 698 75 1
"1409" "exp1" 12 17 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 461 20 1
"1409" "exp1" 12 18 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 873 0 0
"1409" "exp1" 12 19 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 2 860 0 0
"1409" "exp1" 12 20 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 662 25 1
"1409" "exp1" 12 21 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 653 0 0
"1409" "exp1" 12 22 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 702 65 1
"1409" "exp1" 12 23 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 659 75 1
"1409" "exp1" 12 24 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 506 0 0
"1409" "exp1" 12 25 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 694 65 1
"1409" "exp1" 12 26 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 789 65 1
"1409" "exp1" 12 27 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 582 20 1
"1409" "exp1" 12 28 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 924 45 1
"1409" "exp1" 12 29 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 1503 0 0
"1409" "exp1" 12 30 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 978 0 0
"1409" "exp1" 12 31 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 629 0 0
"1409" "exp1" 12 32 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 630 45 1
"1409" "exp1" 12 33 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 1106 45 1
"1409" "exp1" 12 34 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 710 30 1
"1409" "exp1" 12 35 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 642 0 0
"1409" "exp1" 12 36 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 503 65 1
"1409" "exp1" 12 37 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 585 0 0
"1409" "exp1" 12 38 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 598 75 1
"1409" "exp1" 12 39 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 823 0 0
"1409" "exp1" 12 40 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 553 65 1
"1409" "exp1" 12 41 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 532 30 1
"1409" "exp1" 12 42 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 538 35 1
"1409" "exp1" 12 43 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 460 35 1
"1409" "exp1" 12 44 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 600 0 0
"1409" "exp1" 12 45 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 636 0 0
"1409" "exp1" 12 46 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 882 15 1
"1409" "exp1" 12 47 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 1371 0 0
"1409" "exp1" 12 48 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 1070 75 1
"1409" "exp1" 12 49 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 536 25 1
"1409" "exp1" 12 50 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 918 25 1
"1409" "exp1" 12 51 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 577 25 1
"1409" "exp1" 12 52 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 986 15 1
"1409" "exp1" 12 53 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 830 0 0
"1409" "exp1" 12 54 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 725 15 1
"1409" "exp1" 12 55 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 781 15 1
"1409" "exp1" 12 56 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 1407 65 1
"1409" "exp1" 12 57 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 879 20 1
"1409" "exp1" 12 58 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 755 45 1
"1409" "exp1" 12 59 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 506 0 0
"1409" "exp1" 12 60 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 613 0 0
"1409" "exp1" 13 1 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 1213 0 0
"1409" "exp1" 13 2 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 540 35 1
"1409" "exp1" 13 3 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 516 75 1
"1409" "exp1" 13 4 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 2 586 0 0
"1409" "exp1" 13 5 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 1507 25 1
"1409" "exp1" 13 6 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 654 0 0
"1409" "exp1" 13 7 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 651 65 1
"1409" "exp1" 13 8 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 482 40 1
"1409" "exp1" 13 9 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 542 75 1
"1409" "exp1" 13 10 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 704 15 1
"1409" "exp1" 13 11 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 709 0 0
"1409" "exp1" 13 12 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 733 20 1
"1409" "exp1" 13 13 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 562 35 1
"1409" "exp1" 13 14 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 740 25 1
"1409" "exp1" 13 15 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 633 0 0
"1409" "exp1" 13 16 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 585 20 1
"1409" "exp1" 13 17 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 519 35 1
"1409" "exp1" 13 18 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 678 65 1
"1409" "exp1" 13 19 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 584 65 1
"1409" "exp1" 13 20 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 721 75 1
"1409" "exp1" 13 21 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 860 15 1
"1409" "exp1" 13 22 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 917 0 0
"1409" "exp1" 13 23 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 586 15 1
"1409" "exp1" 13 24 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 558 0 0
"1409" "exp1" 13 25 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 1008 15 1
"1409" "exp1" 13 26 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 859 0 0
"1409" "exp1" 13 27 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 1063 85 1
"1409" "exp1" 13 28 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 854 0 0
"1409" "exp1" 13 29 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 1102 0 0
"1409" "exp1" 13 30 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 744 0 0
"1409" "exp1" 13 31 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 1487 25 1
"1409" "exp1" 13 32 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 672 0 0
"1409" "exp1" 13 33 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 703 30 1
"1409" "exp1" 13 34 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 731 15 1
"1409" "exp1" 13 35 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 959 25 1
"1409" "exp1" 13 36 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 858 0 0
"1409" "exp1" 13 37 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 786 0 0
"1409" "exp1" 13 38 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 843 0 0
"1409" "exp1" 13 39 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1018 45 1
"1409" "exp1" 13 40 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 662 30 1
"1409" "exp1" 13 41 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 679 15 1
"1409" "exp1" 13 42 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 501 45 1
"1409" "exp1" 13 43 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 394 15 1
"1409" "exp1" 13 44 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 530 0 0
"1409" "exp1" 13 45 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 695 45 1
"1409" "exp1" 13 46 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 664 75 1
"1409" "exp1" 13 47 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 488 20 1
"1409" "exp1" 13 48 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 644 65 1
"1409" "exp1" 13 49 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 656 45 1
"1409" "exp1" 13 50 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 517 0 0
"1409" "exp1" 13 51 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 593 25 1
"1409" "exp1" 13 52 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 517 75 1
"1409" "exp1" 13 53 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 528 75 1
"1409" "exp1" 13 54 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 425 75 1
"1409" "exp1" 13 55 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 488 25 1
"1409" "exp1" 13 56 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 532 30 1
"1409" "exp1" 13 57 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 537 65 1
"1409" "exp1" 13 58 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 635 65 1
"1409" "exp1" 13 59 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 468 45 1
"1409" "exp1" 13 60 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 372 75 1
"1409" "exp1" 14 1 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 1202 25 1
"1409" "exp1" 14 2 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 580 65 1
"1409" "exp1" 14 3 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 451 75 1
"1409" "exp1" 14 4 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 624 75 1
"1409" "exp1" 14 5 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 432 75 1
"1409" "exp1" 14 6 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 2 479 0 0
"1409" "exp1" 14 7 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 622 45 1
"1409" "exp1" 14 8 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 525 45 1
"1409" "exp1" 14 9 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 942 15 1
"1409" "exp1" 14 10 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 540 65 1
"1409" "exp1" 14 11 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 759 0 0
"1409" "exp1" 14 12 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 653 25 1
"1409" "exp1" 14 13 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 509 25 1
"1409" "exp1" 14 14 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 895 0 0
"1409" "exp1" 14 15 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 552 75 1
"1409" "exp1" 14 16 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 1025 35 1
"1409" "exp1" 14 17 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 577 35 1
"1409" "exp1" 14 18 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 802 45 1
"1409" "exp1" 14 19 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 690 0 0
"1409" "exp1" 14 20 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 654 0 0
"1409" "exp1" 14 21 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 690 0 0
"1409" "exp1" 14 22 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 464 40 1
"1409" "exp1" 14 23 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 628 30 1
"1409" "exp1" 14 24 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 450 30 1
"1409" "exp1" 14 25 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 701 30 1
"1409" "exp1" 14 26 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1369 0 0
"1409" "exp1" 14 27 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 628 0 0
"1409" "exp1" 14 28 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 567 0 0
"1409" "exp1" 14 29 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 873 0 0
"1409" "exp1" 14 30 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 506 45 1
"1409" "exp1" 14 31 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 808 0 0
"1409" "exp1" 14 32 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 542 20 1
"1409" "exp1" 14 33 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 526 25 1
"1409" "exp1" 14 34 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 1048 0 0
"1409" "exp1" 14 35 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 556 0 0
"1409" "exp1" 14 36 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 637 0 0
"1409" "exp1" 14 37 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 671 0 0
"1409" "exp1" 14 38 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 528 0 0
"1409" "exp1" 14 39 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 655 15 1
"1409" "exp1" 14 40 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 1266 75 1
"1409" "exp1" 14 41 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 481 65 1
"1409" "exp1" 14 42 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 688 25 1
"1409" "exp1" 14 43 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 734 45 1
"1409" "exp1" 14 44 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 489 35 1
"1409" "exp1" 14 45 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 644 15 1
"1409" "exp1" 14 46 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 631 15 1
"1409" "exp1" 14 47 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1055 40 1
"1409" "exp1" 14 48 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 731 25 1
"1409" "exp1" 14 49 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1117 15 1
"1409" "exp1" 14 50 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1318 40 1
"1409" "exp1" 14 51 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 785 20 1
"1409" "exp1" 14 52 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 717 0 0
"1409" "exp1" 14 53 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 723 0 0
"1409" "exp1" 14 54 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 1202 75 1
"1409" "exp1" 14 55 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 506 65 1
"1409" "exp1" 14 56 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 619 65 1
"1409" "exp1" 14 57 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 489 0 0
"1409" "exp1" 14 58 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 608 0 0
"1409" "exp1" 14 59 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 467 0 0
"1409" "exp1" 14 60 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 547 25 1
"1409" "exp1" 15 1 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 556 30 1
"1409" "exp1" 15 2 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 821 35 1
"1409" "exp1" 15 3 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 742 20 1
"1409" "exp1" 15 4 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 1071 75 1
"1409" "exp1" 15 5 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 772 75 1
"1409" "exp1" 15 6 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 696 35 1
"1409" "exp1" 15 7 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 851 75 1
"1409" "exp1" 15 8 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 612 25 1
"1409" "exp1" 15 9 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 803 75 1
"1409" "exp1" 15 10 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 527 0 0
"1409" "exp1" 15 11 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 540 65 1
"1409" "exp1" 15 12 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 720 15 1
"1409" "exp1" 15 13 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 501 0 0
"1409" "exp1" 15 14 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 613 25 1
"1409" "exp1" 15 15 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 526 0 0
"1409" "exp1" 15 16 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 389 35 1
"1409" "exp1" 15 17 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 603 0 0
"1409" "exp1" 15 18 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 589 0 0
"1409" "exp1" 15 19 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 431 45 1
"1409" "exp1" 15 20 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 578 25 1
"1409" "exp1" 15 21 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1087 0 0
"1409" "exp1" 15 22 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 782 75 1
"1409" "exp1" 15 23 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 672 75 1
"1409" "exp1" 15 24 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 763 0 0
"1409" "exp1" 15 25 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 1025 20 1
"1409" "exp1" 15 26 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 864 15 1
"1409" "exp1" 15 27 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 1015 85 1
"1409" "exp1" 15 28 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 781 30 1
"1409" "exp1" 15 29 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 1430 70 1
"1409" "exp1" 15 30 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 2 1310 0 0
"1409" "exp1" 15 31 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 2 748 0 0
"1409" "exp1" 15 32 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 539 0 0
"1409" "exp1" 15 33 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 805 0 0
"1409" "exp1" 15 34 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 589 40 1
"1409" "exp1" 15 35 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 655 65 1
"1409" "exp1" 15 36 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 1819 65 1
"1409" "exp1" 15 37 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 646 20 1
"1409" "exp1" 15 38 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 1002 15 1
"1409" "exp1" 15 39 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 579 0 0
"1409" "exp1" 15 40 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 706 25 1
"1409" "exp1" 15 41 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 755 45 1
"1409" "exp1" 15 42 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 626 0 0
"1409" "exp1" 15 43 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 1213 65 1
"1409" "exp1" 15 44 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 495 75 1
"1409" "exp1" 15 45 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 506 45 1
"1409" "exp1" 15 46 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 582 45 1
"1409" "exp1" 15 47 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 554 35 1
"1409" "exp1" 15 48 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1438 0 0
"1409" "exp1" 15 49 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 596 0 0
"1409" "exp1" 15 50 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 497 0 0
"1409" "exp1" 15 51 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 568 65 1
"1409" "exp1" 15 52 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 732 45 1
"1409" "exp1" 15 53 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 669 0 0
"1409" "exp1" 15 54 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 660 75 1
"1409" "exp1" 15 55 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 1904 25 1
"1409" "exp1" 15 56 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 674 0 0
"1409" "exp1" 15 57 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 622 0 0
"1409" "exp1" 15 58 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 543 0 0
"1409" "exp1" 15 59 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 805 0 0
"1409" "exp1" 15 60 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 884 0 0
"1409" "exp1" 16 1 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 505 0 0
"1409" "exp1" 16 2 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 1165 0 0
"1409" "exp1" 16 3 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 780 75 1
"1409" "exp1" 16 4 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 460 0 0
"1409" "exp1" 16 5 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 488 20 1
"1409" "exp1" 16 6 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 560 0 0
"1409" "exp1" 16 7 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 831 35 1
"1409" "exp1" 16 8 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 512 75 1
"1409" "exp1" 16 9 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 544 75 1
"1409" "exp1" 16 10 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 471 0 0
"1409" "exp1" 16 11 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 530 15 1
"1409" "exp1" 16 12 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 745 0 0
"1409" "exp1" 16 13 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 1335 25 1
"1409" "exp1" 16 14 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 675 0 0
"1409" "exp1" 16 15 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 815 0 0
"1409" "exp1" 16 16 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 803 45 1
"1409" "exp1" 16 17 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 697 35 1
"1409" "exp1" 16 18 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 618 0 0
"1409" "exp1" 16 19 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 759 20 1
"1409" "exp1" 16 20 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 928 0 0
"1409" "exp1" 16 21 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 619 15 1
"1409" "exp1" 16 22 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 728 45 1
"1409" "exp1" 16 23 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 553 45 1
"1409" "exp1" 16 24 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 618 0 0
"1409" "exp1" 16 25 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 592 0 0
"1409" "exp1" 16 26 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 577 45 1
"1409" "exp1" 16 27 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 1061 75 1
"1409" "exp1" 16 28 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 514 25 1
"1409" "exp1" 16 29 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 708 0 0
"1409" "exp1" 16 30 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 610 0 0
"1409" "exp1" 16 31 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 1096 35 1
"1409" "exp1" 16 32 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 565 0 0
"1409" "exp1" 16 33 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 660 0 0
"1409" "exp1" 16 34 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 731 15 1
"1409" "exp1" 16 35 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 1129 65 1
"1409" "exp1" 16 36 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 655 20 1
"1409" "exp1" 16 37 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1113 40 1
"1409" "exp1" 16 38 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 587 20 1
"1409" "exp1" 16 39 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 482 75 1
"1409" "exp1" 16 40 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 567 25 1
"1409" "exp1" 16 41 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 576 15 1
"1409" "exp1" 16 42 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 452 75 1
"1409" "exp1" 16 43 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 844 25 1
"1409" "exp1" 16 44 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 499 65 1
"1409" "exp1" 16 45 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 586 45 1
"1409" "exp1" 16 46 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 902 0 0
"1409" "exp1" 16 47 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 950 65 1
"1409" "exp1" 16 48 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 1219 25 1
"1409" "exp1" 16 49 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 606 25 1
"1409" "exp1" 16 50 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 943 0 0
"1409" "exp1" 16 51 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 774 35 1
"1409" "exp1" 16 52 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 1908 0 0
"1409" "exp1" 16 53 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 2 1507 0 0
"1409" "exp1" 16 54 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 2317 0 0
"1409" "exp1" 16 55 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 720 40 1
"1409" "exp1" 16 56 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 761 45 1
"1409" "exp1" 16 57 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 583 40 1
"1409" "exp1" 16 58 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 1126 65 1
"1409" "exp1" 16 59 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 982 30 1
"1409" "exp1" 16 60 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 924 15 1
"1409" "exp1" 17 1 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 1030 15 1
"1409" "exp1" 17 2 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 632 35 1
"1409" "exp1" 17 3 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 560 20 1
"1409" "exp1" 17 4 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 997 0 0
"1409" "exp1" 17 5 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 559 65 1
"1409" "exp1" 17 6 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 525 65 1
"1409" "exp1" 17 7 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 804 75 1
"1409" "exp1" 17 8 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 524 15 1
"1409" "exp1" 17 9 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 489 30 1
"1409" "exp1" 17 10 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 577 0 0
"1409" "exp1" 17 11 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 839 25 1
"1409" "exp1" 17 12 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1169 0 0
"1409" "exp1" 17 13 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 653 65 1
"1409" "exp1" 17 14 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 510 0 0
"1409" "exp1" 17 15 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 597 0 0
"1409" "exp1" 17 16 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 705 75 1
"1409" "exp1" 17 17 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1101 0 0
"1409" "exp1" 17 18 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 943 30 1
"1409" "exp1" 17 19 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 759 45 1
"1409" "exp1" 17 20 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 676 45 1
"1409" "exp1" 17 21 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 757 20 1
"1409" "exp1" 17 22 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 630 45 1
"1409" "exp1" 17 23 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 556 0 0
"1409" "exp1" 17 24 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 580 65 1
"1409" "exp1" 17 25 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 488 25 1
"1409" "exp1" 17 26 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 506 15 1
"1409" "exp1" 17 27 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 716 0 0
"1409" "exp1" 17 28 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 901 25 1
"1409" "exp1" 17 29 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1421 85 1
"1409" "exp1" 17 30 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 845 0 0
"1409" "exp1" 17 31 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 559 65 1
"1409" "exp1" 17 32 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 563 20 1
"1409" "exp1" 17 33 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 573 45 1
"1409" "exp1" 17 34 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 526 75 1
"1409" "exp1" 17 35 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 559 25 1
"1409" "exp1" 17 36 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 434 15 1
"1409" "exp1" 17 37 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 644 25 1
"1409" "exp1" 17 38 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 538 0 0
"1409" "exp1" 17 39 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 711 0 0
"1409" "exp1" 17 40 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 542 0 0
"1409" "exp1" 17 41 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 554 40 1
"1409" "exp1" 17 42 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 576 40 1
"1409" "exp1" 17 43 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 486 20 1
"1409" "exp1" 17 44 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 732 15 1
"1409" "exp1" 17 45 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 630 0 0
"1409" "exp1" 17 46 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 762 25 1
"1409" "exp1" 17 47 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 612 45 1
"1409" "exp1" 17 48 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 683 45 1
"1409" "exp1" 17 49 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 2 991 0 0
"1409" "exp1" 17 50 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 598 30 1
"1409" "exp1" 17 51 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 482 15 1
"1409" "exp1" 17 52 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 681 35 1
"1409" "exp1" 17 53 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 555 0 0
"1409" "exp1" 17 54 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 519 65 1
"1409" "exp1" 17 55 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 631 45 1
"1409" "exp1" 17 56 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 616 0 0
"1409" "exp1" 17 57 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 620 35 1
"1409" "exp1" 17 58 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 643 25 1
"1409" "exp1" 17 59 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 806 0 0
"1409" "exp1" 17 60 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 504 0 0
"1409" "exp1" 18 1 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 505 25 1
"1409" "exp1" 18 2 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 489 30 1
"1409" "exp1" 18 3 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 638 15 1
"1409" "exp1" 18 4 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 695 0 0
"1409" "exp1" 18 5 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 706 0 0
"1409" "exp1" 18 6 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 747 30 1
"1409" "exp1" 18 7 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 491 15 1
"1409" "exp1" 18 8 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1368 0 0
"1409" "exp1" 18 9 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 820 0 0
"1409" "exp1" 18 10 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 580 65 1
"1409" "exp1" 18 11 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 867 0 0
"1409" "exp1" 18 12 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 500 20 1
"1409" "exp1" 18 13 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 1038 0 0
"1409" "exp1" 18 14 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1204 35 1
"1409" "exp1" 18 15 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 644 0 0
"1409" "exp1" 18 16 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 597 45 1
"1409" "exp1" 18 17 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 499 25 1
"1409" "exp1" 18 18 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 615 0 0
"1409" "exp1" 18 19 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 713 75 1
"1409" "exp1" 18 20 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 437 0 0
"1409" "exp1" 18 21 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 721 35 1
"1409" "exp1" 18 22 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 507 0 0
"1409" "exp1" 18 23 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 466 65 1
"1409" "exp1" 18 24 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 742 25 1
"1409" "exp1" 18 25 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 700 65 1
"1409" "exp1" 18 26 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 445 0 0
"1409" "exp1" 18 27 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 539 0 0
"1409" "exp1" 18 28 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 344 65 1
"1409" "exp1" 18 29 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 1315 25 1
"1409" "exp1" 18 30 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 606 75 1
"1409" "exp1" 18 31 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 424 20 1
"1409" "exp1" 18 32 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 469 20 1
"1409" "exp1" 18 33 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 764 60 1
"1409" "exp1" 18 34 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 572 0 0
"1409" "exp1" 18 35 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 793 15 1
"1409" "exp1" 18 36 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 618 25 1
"1409" "exp1" 18 37 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 542 75 1
"1409" "exp1" 18 38 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 449 0 0
"1409" "exp1" 18 39 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 494 0 0
"1409" "exp1" 18 40 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 590 0 0
"1409" "exp1" 18 41 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 581 65 1
"1409" "exp1" 18 42 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 609 0 0
"1409" "exp1" 18 43 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 633 65 1
"1409" "exp1" 18 44 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 906 65 1
"1409" "exp1" 18 45 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 908 45 1
"1409" "exp1" 18 46 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 540 0 0
"1409" "exp1" 18 47 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 1358 0 0
"1409" "exp1" 18 48 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 610 25 1
"1409" "exp1" 18 49 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 610 25 1
"1409" "exp1" 18 50 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 792 45 1
"1409" "exp1" 18 51 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 681 35 1
"1409" "exp1" 18 52 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 977 35 1
"1409" "exp1" 18 53 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 1009 35 1
"1409" "exp1" 18 54 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 709 15 1
"1409" "exp1" 18 55 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 638 25 1
"1409" "exp1" 18 56 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 837 75 1
"1409" "exp1" 18 57 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 612 0 0
"1409" "exp1" 18 58 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 955 30 1
"1409" "exp1" 18 59 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 843 0 0
"1409" "exp1" 18 60 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 1101 0 0
"1409" "exp1" 19 1 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 805 45 1
"1409" "exp1" 19 2 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 515 0 0
"1409" "exp1" 19 3 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 520 35 1
"1409" "exp1" 19 4 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 453 45 1
"1409" "exp1" 19 5 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 447 0 0
"1409" "exp1" 19 6 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 679 45 1
"1409" "exp1" 19 7 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 510 65 1
"1409" "exp1" 19 8 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 519 0 0
"1409" "exp1" 19 9 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 505 35 1
"1409" "exp1" 19 10 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 667 15 1
"1409" "exp1" 19 11 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 538 35 1
"1409" "exp1" 19 12 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 554 15 1
"1409" "exp1" 19 13 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 736 45 1
"1409" "exp1" 19 14 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 585 25 1
"1409" "exp1" 19 15 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 458 0 0
"1409" "exp1" 19 16 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 547 25 1
"1409" "exp1" 19 17 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 535 25 1
"1409" "exp1" 19 18 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 520 0 0
"1409" "exp1" 19 19 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 658 45 1
"1409" "exp1" 19 20 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 700 20 1
"1409" "exp1" 19 21 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 594 25 1
"1409" "exp1" 19 22 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 549 20 1
"1409" "exp1" 19 23 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 633 15 1
"1409" "exp1" 19 24 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 518 0 0
"1409" "exp1" 19 25 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 618 0 0
"1409" "exp1" 19 26 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 556 75 1
"1409" "exp1" 19 27 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 538 15 1
"1409" "exp1" 19 28 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 470 0 0
"1409" "exp1" 19 29 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 477 0 0
"1409" "exp1" 19 30 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 566 15 1
"1409" "exp1" 19 31 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 406 25 1
"1409" "exp1" 19 32 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 521 75 1
"1409" "exp1" 19 33 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 857 0 0
"1409" "exp1" 19 34 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 1076 65 1
"1409" "exp1" 19 35 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 1292 0 0
"1409" "exp1" 19 36 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 588 30 1
"1409" "exp1" 19 37 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 542 0 0
"1409" "exp1" 19 38 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 583 25 1
"1409" "exp1" 19 39 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 519 0 0
"1409" "exp1" 19 40 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 756 0 0
"1409" "exp1" 19 41 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 407 45 1
"1409" "exp1" 19 42 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 514 15 1
"1409" "exp1" 19 43 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 1768 45 1
"1409" "exp1" 19 44 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 667 0 0
"1409" "exp1" 19 45 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 660 75 1
"1409" "exp1" 19 46 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 540 25 1
"1409" "exp1" 19 47 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 721 75 1
"1409" "exp1" 19 48 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 1922 0 0
"1409" "exp1" 19 49 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 1648 75 1
"1409" "exp1" 19 50 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 568 75 1
"1409" "exp1" 19 51 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 1059 65 1
"1409" "exp1" 19 52 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 806 0 0
"1409" "exp1" 19 53 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 855 75 1
"1409" "exp1" 19 54 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 543 30 1
"1409" "exp1" 19 55 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 609 0 0
"1409" "exp1" 19 56 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 864 65 1
"1409" "exp1" 19 57 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 547 30 1
"1409" "exp1" 19 58 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 808 0 0
"1409" "exp1" 19 59 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 509 35 1
"1409" "exp1" 19 60 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 499 0 0
"1409" "exp1" 20 1 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 581 45 1
"1409" "exp1" 20 2 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 555 15 1
"1409" "exp1" 20 3 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 485 25 1
"1409" "exp1" 20 4 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 644 15 1
"1409" "exp1" 20 5 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 634 30 1
"1409" "exp1" 20 6 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 467 0 0
"1409" "exp1" 20 7 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 452 0 0
"1409" "exp1" 20 8 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 425 0 0
"1409" "exp1" 20 9 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 629 15 1
"1409" "exp1" 20 10 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 719 0 0
"1409" "exp1" 20 11 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 472 0 0
"1409" "exp1" 20 12 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 477 25 1
"1409" "exp1" 20 13 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 580 0 0
"1409" "exp1" 20 14 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 664 40 1
"1409" "exp1" 20 15 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 896 75 1
"1409" "exp1" 20 16 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 590 25 1
"1409" "exp1" 20 17 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 472 30 1
"1409" "exp1" 20 18 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 709 0 0
"1409" "exp1" 20 19 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 736 35 1
"1409" "exp1" 20 20 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 510 75 1
"1409" "exp1" 20 21 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 576 0 0
"1409" "exp1" 20 22 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 912 0 0
"1409" "exp1" 20 23 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 507 45 1
"1409" "exp1" 20 24 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 976 75 1
"1409" "exp1" 20 25 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 603 15 1
"1409" "exp1" 20 26 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 540 15 1
"1409" "exp1" 20 27 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 906 0 0
"1409" "exp1" 20 28 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 637 25 1
"1409" "exp1" 20 29 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 528 45 1
"1409" "exp1" 20 30 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 592 75 1
"1409" "exp1" 20 31 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 407 25 1
"1409" "exp1" 20 32 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 449 65 1
"1409" "exp1" 20 33 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 510 0 0
"1409" "exp1" 20 34 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 413 0 0
"1409" "exp1" 20 35 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 517 30 1
"1409" "exp1" 20 36 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 635 65 1
"1409" "exp1" 20 37 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 557 0 0
"1409" "exp1" 20 38 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 555 75 1
"1409" "exp1" 20 39 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 849 25 1
"1409" "exp1" 20 40 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 658 20 1
"1409" "exp1" 20 41 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 573 75 1
"1409" "exp1" 20 42 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 430 40 1
"1409" "exp1" 20 43 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 510 0 0
"1409" "exp1" 20 44 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 816 85 1
"1409" "exp1" 20 45 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 885 45 1
"1409" "exp1" 20 46 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 548 45 1
"1409" "exp1" 20 47 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 549 25 1
"1409" "exp1" 20 48 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 851 20 1
"1409" "exp1" 20 49 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 650 25 1
"1409" "exp1" 20 50 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 470 65 1
"1409" "exp1" 20 51 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 560 0 0
"1409" "exp1" 20 52 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 599 45 1
"1409" "exp1" 20 53 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 563 0 0
"1409" "exp1" 20 54 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 554 35 1
"1409" "exp1" 20 55 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 2 642 0 0
"1409" "exp1" 20 56 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 914 65 1
"1409" "exp1" 20 57 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 657 0 0
"1409" "exp1" 20 58 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 641 40 1
"1409" "exp1" 20 59 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 1129 65 1
"1409" "exp1" 20 60 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 1052 0 0
"1410" "exp1" 1 1 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 511 25 1
"1410" "exp1" 1 2 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 505 0 0
"1410" "exp1" 1 3 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 502 35 1
"1410" "exp1" 1 4 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 612 65 1
"1410" "exp1" 1 5 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 704 25 1
"1410" "exp1" 1 6 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 512 85 1
"1410" "exp1" 1 7 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 680 15 1
"1410" "exp1" 1 8 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 2 601 0 0
"1410" "exp1" 1 9 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 809 15 1
"1410" "exp1" 1 10 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 573 40 1
"1410" "exp1" 1 11 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 508 0 0
"1410" "exp1" 1 12 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 515 75 1
"1410" "exp1" 1 13 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 706 0 0
"1410" "exp1" 1 14 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 557 65 1
"1410" "exp1" 1 15 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 484 25 1
"1410" "exp1" 1 16 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 411 75 1
"1410" "exp1" 1 17 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 439 75 1
"1410" "exp1" 1 18 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 548 25 1
"1410" "exp1" 1 19 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 465 0 0
"1410" "exp1" 1 20 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 642 35 1
"1410" "exp1" 1 21 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 645 30 1
"1410" "exp1" 1 22 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 502 75 1
"1410" "exp1" 1 23 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 533 0 0
"1410" "exp1" 1 24 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 574 35 1
"1410" "exp1" 1 25 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 386 20 1
"1410" "exp1" 1 26 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 650 65 1
"1410" "exp1" 1 27 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 571 40 1
"1410" "exp1" 1 28 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 516 30 1
"1410" "exp1" 1 29 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 616 65 1
"1410" "exp1" 1 30 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 504 65 1
"1410" "exp1" 1 31 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 661 45 1
"1410" "exp1" 1 32 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 392 0 0
"1410" "exp1" 1 33 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 623 15 1
"1410" "exp1" 1 34 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 600 0 0
"1410" "exp1" 1 35 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 551 0 0
"1410" "exp1" 1 36 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 547 35 1
"1410" "exp1" 1 37 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 594 65 1
"1410" "exp1" 1 38 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 537 35 1
"1410" "exp1" 1 39 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 501 75 1
"1410" "exp1" 1 40 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 595 0 0
"1410" "exp1" 1 41 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 658 0 0
"1410" "exp1" 1 42 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 417 45 1
"1410" "exp1" 1 43 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 427 25 1
"1410" "exp1" 1 44 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 448 20 1
"1410" "exp1" 1 45 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 556 35 1
"1410" "exp1" 1 46 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 540 15 1
"1410" "exp1" 1 47 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 544 15 1
"1410" "exp1" 1 48 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 569 20 1
"1410" "exp1" 1 49 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 448 0 0
"1410" "exp1" 1 50 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 426 0 0
"1410" "exp1" 1 51 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 476 45 1
"1410" "exp1" 1 52 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 608 40 1
"1410" "exp1" 1 53 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 564 45 1
"1410" "exp1" 1 54 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 824 0 0
"1410" "exp1" 1 55 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 638 0 0
"1410" "exp1" 1 56 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 446 0 0
"1410" "exp1" 1 57 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 609 0 0
"1410" "exp1" 1 58 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 525 25 1
"1410" "exp1" 1 59 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 437 30 1
"1410" "exp1" 1 60 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 465 0 0
"1410" "exp1" 2 1 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 752 75 1
"1410" "exp1" 2 2 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 414 0 0
"1410" "exp1" 2 3 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 389 15 1
"1410" "exp1" 2 4 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 452 0 0
"1410" "exp1" 2 5 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 515 20 1
"1410" "exp1" 2 6 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 407 0 0
"1410" "exp1" 2 7 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 385 0 0
"1410" "exp1" 2 8 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 599 0 0
"1410" "exp1" 2 9 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 544 35 1
"1410" "exp1" 2 10 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 380 0 0
"1410" "exp1" 2 11 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 558 35 1
"1410" "exp1" 2 12 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 512 0 0
"1410" "exp1" 2 13 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 711 65 1
"1410" "exp1" 2 14 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 446 45 1
"1410" "exp1" 2 15 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 433 0 0
"1410" "exp1" 2 16 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 406 0 0
"1410" "exp1" 2 17 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 541 0 0
"1410" "exp1" 2 18 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 442 0 0
"1410" "exp1" 2 19 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 562 35 1
"1410" "exp1" 2 20 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 526 25 1
"1410" "exp1" 2 21 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 435 75 1
"1410" "exp1" 2 22 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 396 25 1
"1410" "exp1" 2 23 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 507 45 1
"1410" "exp1" 2 24 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 394 65 1
"1410" "exp1" 2 25 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 437 0 0
"1410" "exp1" 2 26 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 537 0 0
"1410" "exp1" 2 27 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 598 0 0
"1410" "exp1" 2 28 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 456 15 1
"1410" "exp1" 2 29 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 495 0 0
"1410" "exp1" 2 30 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 353 20 1
"1410" "exp1" 2 31 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 529 75 1
"1410" "exp1" 2 32 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 443 0 0
"1410" "exp1" 2 33 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 507 25 1
"1410" "exp1" 2 34 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 541 40 1
"1410" "exp1" 2 35 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 343 75 1
"1410" "exp1" 2 36 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 549 15 1
"1410" "exp1" 2 37 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 409 45 1
"1410" "exp1" 2 38 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 564 30 1
"1410" "exp1" 2 39 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 458 75 1
"1410" "exp1" 2 40 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 459 0 0
"1410" "exp1" 2 41 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 378 0 0
"1410" "exp1" 2 42 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 623 0 0
"1410" "exp1" 2 43 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 427 20 1
"1410" "exp1" 2 44 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 497 0 0
"1410" "exp1" 2 45 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 546 65 1
"1410" "exp1" 2 46 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 484 0 0
"1410" "exp1" 2 47 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 582 25 1
"1410" "exp1" 2 48 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 568 35 1
"1410" "exp1" 2 49 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 467 20 1
"1410" "exp1" 2 50 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 368 0 0
"1410" "exp1" 2 51 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 404 25 1
"1410" "exp1" 2 52 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 673 35 1
"1410" "exp1" 2 53 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 403 0 0
"1410" "exp1" 2 54 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 434 75 1
"1410" "exp1" 2 55 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 416 0 0
"1410" "exp1" 2 56 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 410 15 1
"1410" "exp1" 2 57 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 339 0 0
"1410" "exp1" 2 58 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 478 0 0
"1410" "exp1" 2 59 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 434 25 1
"1410" "exp1" 2 60 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 549 0 0
"1410" "exp1" 3 1 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 568 15 1
"1410" "exp1" 3 2 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 553 35 1
"1410" "exp1" 3 3 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 611 0 0
"1410" "exp1" 3 4 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 2 583 0 0
"1410" "exp1" 3 5 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 535 35 1
"1410" "exp1" 3 6 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 710 45 1
"1410" "exp1" 3 7 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 413 75 1
"1410" "exp1" 3 8 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 419 0 0
"1410" "exp1" 3 9 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 427 0 0
"1410" "exp1" 3 10 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 421 20 1
"1410" "exp1" 3 11 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 597 45 1
"1410" "exp1" 3 12 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 381 0 0
"1410" "exp1" 3 13 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 857 15 1
"1410" "exp1" 3 14 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 581 45 1
"1410" "exp1" 3 15 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 489 45 1
"1410" "exp1" 3 16 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 429 75 1
"1410" "exp1" 3 17 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 440 65 1
"1410" "exp1" 3 18 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 551 75 1
"1410" "exp1" 3 19 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 483 65 1
"1410" "exp1" 3 20 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 476 0 0
"1410" "exp1" 3 21 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 400 45 1
"1410" "exp1" 3 22 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 437 35 1
"1410" "exp1" 3 23 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 531 45 1
"1410" "exp1" 3 24 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 441 75 1
"1410" "exp1" 3 25 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 512 25 1
"1410" "exp1" 3 26 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 417 75 1
"1410" "exp1" 3 27 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 448 65 1
"1410" "exp1" 3 28 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 404 25 1
"1410" "exp1" 3 29 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 354 20 1
"1410" "exp1" 3 30 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 353 25 1
"1410" "exp1" 3 31 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 359 15 1
"1410" "exp1" 3 32 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 352 65 1
"1410" "exp1" 3 33 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 454 25 1
"1410" "exp1" 3 34 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 379 40 1
"1410" "exp1" 3 35 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 509 15 1
"1410" "exp1" 3 36 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 466 0 0
"1410" "exp1" 3 37 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 583 15 1
"1410" "exp1" 3 38 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 511 15 1
"1410" "exp1" 3 39 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 415 45 1
"1410" "exp1" 3 40 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 372 0 0
"1410" "exp1" 3 41 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 366 20 1
"1410" "exp1" 3 42 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 461 75 1
"1410" "exp1" 3 43 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 369 25 1
"1410" "exp1" 3 44 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 441 0 0
"1410" "exp1" 3 45 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 530 40 1
"1410" "exp1" 3 46 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 424 15 1
"1410" "exp1" 3 47 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 375 40 1
"1410" "exp1" 3 48 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 346 0 0
"1410" "exp1" 3 49 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 640 40 1
"1410" "exp1" 3 50 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 443 30 1
"1410" "exp1" 3 51 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 532 65 1
"1410" "exp1" 3 52 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 597 20 1
"1410" "exp1" 3 53 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 630 25 1
"1410" "exp1" 3 54 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 418 30 1
"1410" "exp1" 3 55 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 413 0 0
"1410" "exp1" 3 56 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 470 35 1
"1410" "exp1" 3 57 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 459 0 0
"1410" "exp1" 3 58 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 610 75 1
"1410" "exp1" 3 59 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 587 30 1
"1410" "exp1" 3 60 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 571 15 1
"1410" "exp1" 4 1 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 594 45 1
"1410" "exp1" 4 2 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 412 40 1
"1410" "exp1" 4 3 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 414 75 1
"1410" "exp1" 4 4 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 409 0 0
"1410" "exp1" 4 5 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 510 0 0
"1410" "exp1" 4 6 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 391 40 1
"1410" "exp1" 4 7 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 383 65 1
"1410" "exp1" 4 8 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 666 45 1
"1410" "exp1" 4 9 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 400 15 1
"1410" "exp1" 4 10 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 397 45 1
"1410" "exp1" 4 11 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 484 0 0
"1410" "exp1" 4 12 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 477 20 1
"1410" "exp1" 4 13 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 523 75 1
"1410" "exp1" 4 14 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 398 20 1
"1410" "exp1" 4 15 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 448 0 0
"1410" "exp1" 4 16 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 647 20 1
"1410" "exp1" 4 17 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 576 25 1
"1410" "exp1" 4 18 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 391 30 1
"1410" "exp1" 4 19 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 630 0 0
"1410" "exp1" 4 20 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 2 388 75 1
"1410" "exp1" 4 21 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 2 634 0 0
"1410" "exp1" 4 22 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 619 35 1
"1410" "exp1" 4 23 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 483 40 1
"1410" "exp1" 4 24 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 477 0 0
"1410" "exp1" 4 25 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 372 65 1
"1410" "exp1" 4 26 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 557 25 1
"1410" "exp1" 4 27 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 428 0 0
"1410" "exp1" 4 28 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 444 35 1
"1410" "exp1" 4 29 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 464 25 1
"1410" "exp1" 4 30 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 585 0 0
"1410" "exp1" 4 31 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 518 0 0
"1410" "exp1" 4 32 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 499 35 1
"1410" "exp1" 4 33 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 677 0 0
"1410" "exp1" 4 34 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 400 35 1
"1410" "exp1" 4 35 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 437 75 1
"1410" "exp1" 4 36 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 400 75 1
"1410" "exp1" 4 37 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 378 70 1
"1410" "exp1" 4 38 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 428 40 1
"1410" "exp1" 4 39 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 469 25 1
"1410" "exp1" 4 40 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 2 699 0 0
"1410" "exp1" 4 41 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 616 0 0
"1410" "exp1" 4 42 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 460 65 1
"1410" "exp1" 4 43 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 565 45 1
"1410" "exp1" 4 44 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 575 0 0
"1410" "exp1" 4 45 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 561 65 1
"1410" "exp1" 4 46 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 481 0 0
"1410" "exp1" 4 47 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 411 0 0
"1410" "exp1" 4 48 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 429 65 1
"1410" "exp1" 4 49 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 412 0 0
"1410" "exp1" 4 50 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 404 75 1
"1410" "exp1" 4 51 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 2 527 25 1
"1410" "exp1" 4 52 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 375 0 0
"1410" "exp1" 4 53 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 452 20 1
"1410" "exp1" 4 54 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 529 45 1
"1410" "exp1" 4 55 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 804 25 1
"1410" "exp1" 4 56 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 498 75 1
"1410" "exp1" 4 57 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 506 15 1
"1410" "exp1" 4 58 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 390 75 1
"1410" "exp1" 4 59 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 858 15 1
"1410" "exp1" 4 60 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 509 25 1
"1410" "exp1" 5 1 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 630 15 1
"1410" "exp1" 5 2 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 701 45 1
"1410" "exp1" 5 3 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 437 0 0
"1410" "exp1" 5 4 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 422 75 1
"1410" "exp1" 5 5 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 468 0 0
"1410" "exp1" 5 6 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 463 0 0
"1410" "exp1" 5 7 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 384 0 0
"1410" "exp1" 5 8 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 480 45 1
"1410" "exp1" 5 9 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 513 20 1
"1410" "exp1" 5 10 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 692 65 1
"1410" "exp1" 5 11 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 391 45 1
"1410" "exp1" 5 12 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 2 352 0 0
"1410" "exp1" 5 13 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 505 0 0
"1410" "exp1" 5 14 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 378 0 0
"1410" "exp1" 5 15 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 415 25 1
"1410" "exp1" 5 16 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 470 75 1
"1410" "exp1" 5 17 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 2 490 0 0
"1410" "exp1" 5 18 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 532 0 0
"1410" "exp1" 5 19 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 431 40 1
"1410" "exp1" 5 20 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 510 25 1
"1410" "exp1" 5 21 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 640 0 0
"1410" "exp1" 5 22 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 403 35 1
"1410" "exp1" 5 23 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 664 35 1
"1410" "exp1" 5 24 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 457 65 1
"1410" "exp1" 5 25 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 494 0 0
"1410" "exp1" 5 26 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 604 0 0
"1410" "exp1" 5 27 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 526 0 0
"1410" "exp1" 5 28 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 688 35 1
"1410" "exp1" 5 29 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 452 30 1
"1410" "exp1" 5 30 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 537 40 1
"1410" "exp1" 5 31 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 524 0 0
"1410" "exp1" 5 32 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 470 45 1
"1410" "exp1" 5 33 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 641 35 1
"1410" "exp1" 5 34 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 556 15 1
"1410" "exp1" 5 35 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 513 20 1
"1410" "exp1" 5 36 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 470 0 0
"1410" "exp1" 5 37 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 432 20 1
"1410" "exp1" 5 38 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 548 0 0
"1410" "exp1" 5 39 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 531 30 1
"1410" "exp1" 5 40 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 701 65 1
"1410" "exp1" 5 41 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 615 0 0
"1410" "exp1" 5 42 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 477 0 0
"1410" "exp1" 5 43 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 617 30 1
"1410" "exp1" 5 44 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 453 45 1
"1410" "exp1" 5 45 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 516 25 1
"1410" "exp1" 5 46 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 529 35 1
"1410" "exp1" 5 47 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 508 30 1
"1410" "exp1" 5 48 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 685 65 1
"1410" "exp1" 5 49 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 2 559 0 0
"1410" "exp1" 5 50 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 589 15 1
"1410" "exp1" 5 51 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 764 65 1
"1410" "exp1" 5 52 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 786 35 1
"1410" "exp1" 5 53 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 601 35 1
"1410" "exp1" 5 54 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 404 45 1
"1410" "exp1" 5 55 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 429 75 1
"1410" "exp1" 5 56 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 421 25 1
"1410" "exp1" 5 57 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 2 659 0 0
"1410" "exp1" 5 58 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 504 45 1
"1410" "exp1" 5 59 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 440 40 1
"1410" "exp1" 5 60 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 696 65 1
"1410" "exp1" 6 1 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 524 40 1
"1410" "exp1" 6 2 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 425 65 1
"1410" "exp1" 6 3 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 481 25 1
"1410" "exp1" 6 4 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 441 20 1
"1410" "exp1" 6 5 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 437 65 1
"1410" "exp1" 6 6 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 383 65 1
"1410" "exp1" 6 7 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 411 0 0
"1410" "exp1" 6 8 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 430 20 1
"1410" "exp1" 6 9 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 470 0 0
"1410" "exp1" 6 10 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 389 25 1
"1410" "exp1" 6 11 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 496 25 1
"1410" "exp1" 6 12 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 496 45 1
"1410" "exp1" 6 13 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 521 0 0
"1410" "exp1" 6 14 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 501 15 1
"1410" "exp1" 6 15 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 537 15 1
"1410" "exp1" 6 16 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 467 0 0
"1410" "exp1" 6 17 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 407 65 1
"1410" "exp1" 6 18 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 578 0 0
"1410" "exp1" 6 19 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 453 0 0
"1410" "exp1" 6 20 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 372 45 1
"1410" "exp1" 6 21 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 399 0 0
"1410" "exp1" 6 22 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 720 45 1
"1410" "exp1" 6 23 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 2 518 0 0
"1410" "exp1" 6 24 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 605 65 1
"1410" "exp1" 6 25 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 433 30 1
"1410" "exp1" 6 26 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 406 75 1
"1410" "exp1" 6 27 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 2 563 0 0
"1410" "exp1" 6 28 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 415 75 1
"1410" "exp1" 6 29 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 519 75 1
"1410" "exp1" 6 30 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 515 65 1
"1410" "exp1" 6 31 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 418 45 1
"1410" "exp1" 6 32 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 574 0 0
"1410" "exp1" 6 33 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 614 40 1
"1410" "exp1" 6 34 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 427 25 1
"1410" "exp1" 6 35 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 463 75 1
"1410" "exp1" 6 36 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 607 0 0
"1410" "exp1" 6 37 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 394 0 0
"1410" "exp1" 6 38 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 471 40 1
"1410" "exp1" 6 39 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 685 0 0
"1410" "exp1" 6 40 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 465 75 1
"1410" "exp1" 6 41 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 457 45 1
"1410" "exp1" 6 42 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 463 0 0
"1410" "exp1" 6 43 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 537 30 1
"1410" "exp1" 6 44 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 370 30 1
"1410" "exp1" 6 45 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 624 25 1
"1410" "exp1" 6 46 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 521 45 1
"1410" "exp1" 6 47 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 636 0 0
"1410" "exp1" 6 48 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 477 75 1
"1410" "exp1" 6 49 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 409 25 1
"1410" "exp1" 6 50 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 444 25 1
"1410" "exp1" 6 51 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 512 35 1
"1410" "exp1" 6 52 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 385 20 1
"1410" "exp1" 6 53 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 593 0 0
"1410" "exp1" 6 54 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 446 35 1
"1410" "exp1" 6 55 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 543 0 0
"1410" "exp1" 6 56 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 577 15 1
"1410" "exp1" 6 57 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 545 75 1
"1410" "exp1" 6 58 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 528 35 1
"1410" "exp1" 6 59 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 405 75 1
"1410" "exp1" 6 60 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 2 641 0 0
"1410" "exp1" 7 1 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 600 0 0
"1410" "exp1" 7 2 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 478 40 1
"1410" "exp1" 7 3 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 362 15 1
"1410" "exp1" 7 4 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 457 15 1
"1410" "exp1" 7 5 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 382 40 1
"1410" "exp1" 7 6 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 429 20 1
"1410" "exp1" 7 7 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 394 0 0
"1410" "exp1" 7 8 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 392 75 1
"1410" "exp1" 7 9 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 347 30 1
"1410" "exp1" 7 10 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 347 0 0
"1410" "exp1" 7 11 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 291 75 1
"1410" "exp1" 7 12 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 384 0 0
"1410" "exp1" 7 13 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 2 445 0 0
"1410" "exp1" 7 14 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 497 0 0
"1410" "exp1" 7 15 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 358 65 1
"1410" "exp1" 7 16 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 2 507 0 0
"1410" "exp1" 7 17 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 608 65 1
"1410" "exp1" 7 18 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 382 75 1
"1410" "exp1" 7 19 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 385 35 1
"1410" "exp1" 7 20 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 515 0 0
"1410" "exp1" 7 21 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 345 25 1
"1410" "exp1" 7 22 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 369 75 1
"1410" "exp1" 7 23 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 406 45 1
"1410" "exp1" 7 24 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 391 0 0
"1410" "exp1" 7 25 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 446 15 1
"1410" "exp1" 7 26 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 511 45 1
"1410" "exp1" 7 27 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 507 20 1
"1410" "exp1" 7 28 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 422 65 1
"1410" "exp1" 7 29 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 411 75 1
"1410" "exp1" 7 30 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 411 65 1
"1410" "exp1" 7 31 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 378 65 1
"1410" "exp1" 7 32 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 597 40 1
"1410" "exp1" 7 33 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 791 25 1
"1410" "exp1" 7 34 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 560 35 1
"1410" "exp1" 7 35 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 442 25 1
"1410" "exp1" 7 36 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 373 40 1
"1410" "exp1" 7 37 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 468 75 1
"1410" "exp1" 7 38 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 359 45 1
"1410" "exp1" 7 39 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 439 0 0
"1410" "exp1" 7 40 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 375 15 1
"1410" "exp1" 7 41 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 2 744 65 1
"1410" "exp1" 7 42 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 594 0 0
"1410" "exp1" 7 43 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 876 20 1
"1410" "exp1" 7 44 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 489 45 1
"1410" "exp1" 7 45 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 419 25 1
"1410" "exp1" 7 46 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 575 25 1
"1410" "exp1" 7 47 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 444 65 1
"1410" "exp1" 7 48 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 926 15 1
"1410" "exp1" 7 49 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 816 0 0
"1410" "exp1" 7 50 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 1000 15 1
"1410" "exp1" 7 51 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 877 30 1
"1410" "exp1" 7 52 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 646 35 1
"1410" "exp1" 7 53 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 535 25 1
"1410" "exp1" 7 54 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 2 435 0 0
"1410" "exp1" 7 55 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 662 25 1
"1410" "exp1" 7 56 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 549 45 1
"1410" "exp1" 7 57 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 524 0 0
"1410" "exp1" 7 58 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 534 0 0
"1410" "exp1" 7 59 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 445 35 1
"1410" "exp1" 7 60 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 543 15 1
"1410" "exp1" 8 1 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 464 0 0
"1410" "exp1" 8 2 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 433 25 1
"1410" "exp1" 8 3 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 412 0 0
"1410" "exp1" 8 4 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 507 0 0
"1410" "exp1" 8 5 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 394 0 0
"1410" "exp1" 8 6 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 439 15 1
"1410" "exp1" 8 7 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 395 25 1
"1410" "exp1" 8 8 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 351 15 1
"1410" "exp1" 8 9 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 498 15 1
"1410" "exp1" 8 10 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 394 35 1
"1410" "exp1" 8 11 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 445 45 1
"1410" "exp1" 8 12 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 381 25 1
"1410" "exp1" 8 13 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 394 40 1
"1410" "exp1" 8 14 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 520 75 1
"1410" "exp1" 8 15 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 477 30 1
"1410" "exp1" 8 16 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 516 65 1
"1410" "exp1" 8 17 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 522 45 1
"1410" "exp1" 8 18 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 430 75 1
"1410" "exp1" 8 19 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 422 0 0
"1410" "exp1" 8 20 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 428 15 1
"1410" "exp1" 8 21 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 402 0 0
"1410" "exp1" 8 22 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 557 45 1
"1410" "exp1" 8 23 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 491 65 1
"1410" "exp1" 8 24 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 444 20 1
"1410" "exp1" 8 25 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 503 0 0
"1410" "exp1" 8 26 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 449 35 1
"1410" "exp1" 8 27 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 528 45 1
"1410" "exp1" 8 28 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 365 45 1
"1410" "exp1" 8 29 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 361 0 0
"1410" "exp1" 8 30 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 580 35 1
"1410" "exp1" 8 31 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 426 75 1
"1410" "exp1" 8 32 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 503 45 1
"1410" "exp1" 8 33 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 571 65 1
"1410" "exp1" 8 34 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 464 75 1
"1410" "exp1" 8 35 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 365 75 1
"1410" "exp1" 8 36 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 527 65 1
"1410" "exp1" 8 37 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 363 25 1
"1410" "exp1" 8 38 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 2 345 0 0
"1410" "exp1" 8 39 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 821 0 0
"1410" "exp1" 8 40 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 717 35 1
"1410" "exp1" 8 41 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 542 0 0
"1410" "exp1" 8 42 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 477 0 0
"1410" "exp1" 8 43 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 496 45 1
"1410" "exp1" 8 44 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 544 15 1
"1410" "exp1" 8 45 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 423 45 1
"1410" "exp1" 8 46 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 481 0 0
"1410" "exp1" 8 47 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 536 0 0
"1410" "exp1" 8 48 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 567 25 1
"1410" "exp1" 8 49 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 667 15 1
"1410" "exp1" 8 50 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 890 0 0
"1410" "exp1" 8 51 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 542 20 1
"1410" "exp1" 8 52 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 524 30 1
"1410" "exp1" 8 53 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 387 30 1
"1410" "exp1" 8 54 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 510 75 1
"1410" "exp1" 8 55 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 603 0 0
"1410" "exp1" 8 56 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 699 0 0
"1410" "exp1" 8 57 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 417 25 1
"1410" "exp1" 8 58 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 376 0 0
"1410" "exp1" 8 59 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 561 25 1
"1410" "exp1" 8 60 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 423 35 1
"1410" "exp1" 9 1 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 566 0 0
"1410" "exp1" 9 2 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 438 20 1
"1410" "exp1" 9 3 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 490 25 1
"1410" "exp1" 9 4 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 488 20 1
"1410" "exp1" 9 5 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 354 45 1
"1410" "exp1" 9 6 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 408 15 1
"1410" "exp1" 9 7 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 546 45 1
"1410" "exp1" 9 8 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 450 25 1
"1410" "exp1" 9 9 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 387 75 1
"1410" "exp1" 9 10 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 488 15 1
"1410" "exp1" 9 11 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 459 0 0
"1410" "exp1" 9 12 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 421 0 0
"1410" "exp1" 9 13 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 396 75 1
"1410" "exp1" 9 14 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 540 0 0
"1410" "exp1" 9 15 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 383 0 0
"1410" "exp1" 9 16 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 533 15 1
"1410" "exp1" 9 17 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 927 45 1
"1410" "exp1" 9 18 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 498 45 1
"1410" "exp1" 9 19 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 407 35 1
"1410" "exp1" 9 20 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 395 25 1
"1410" "exp1" 9 21 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 370 0 0
"1410" "exp1" 9 22 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 435 20 1
"1410" "exp1" 9 23 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 2 725 85 1
"1410" "exp1" 9 24 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 524 65 1
"1410" "exp1" 9 25 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 621 0 0
"1410" "exp1" 9 26 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 478 65 1
"1410" "exp1" 9 27 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 442 0 0
"1410" "exp1" 9 28 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 503 25 1
"1410" "exp1" 9 29 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 450 25 1
"1410" "exp1" 9 30 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 483 25 1
"1410" "exp1" 9 31 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 2 373 0 0
"1410" "exp1" 9 32 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 421 45 1
"1410" "exp1" 9 33 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 450 30 1
"1410" "exp1" 9 34 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 430 0 0
"1410" "exp1" 9 35 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 411 0 0
"1410" "exp1" 9 36 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 688 40 1
"1410" "exp1" 9 37 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 430 65 1
"1410" "exp1" 9 38 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 550 25 1
"1410" "exp1" 9 39 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 426 45 1
"1410" "exp1" 9 40 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 501 75 1
"1410" "exp1" 9 41 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 2 427 35 1
"1410" "exp1" 9 42 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 405 0 0
"1410" "exp1" 9 43 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 538 30 1
"1410" "exp1" 9 44 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 521 15 1
"1410" "exp1" 9 45 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 421 75 1
"1410" "exp1" 9 46 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 819 0 0
"1410" "exp1" 9 47 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 688 0 0
"1410" "exp1" 9 48 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 595 35 1
"1410" "exp1" 9 49 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 487 0 0
"1410" "exp1" 9 50 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 537 0 0
"1410" "exp1" 9 51 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 650 0 0
"1410" "exp1" 9 52 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 483 65 1
"1410" "exp1" 9 53 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 572 0 0
"1410" "exp1" 9 54 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 406 45 1
"1410" "exp1" 9 55 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 491 40 1
"1410" "exp1" 9 56 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 440 75 1
"1410" "exp1" 9 57 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 531 40 1
"1410" "exp1" 9 58 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 520 0 0
"1410" "exp1" 9 59 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 565 0 0
"1410" "exp1" 9 60 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 502 0 0
"1410" "exp1" 10 1 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 483 65 1
"1410" "exp1" 10 2 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 526 25 1
"1410" "exp1" 10 3 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 453 0 0
"1410" "exp1" 10 4 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 521 0 0
"1410" "exp1" 10 5 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 369 20 1
"1410" "exp1" 10 6 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 398 15 1
"1410" "exp1" 10 7 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 350 75 1
"1410" "exp1" 10 8 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 498 65 1
"1410" "exp1" 10 9 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 399 15 1
"1410" "exp1" 10 10 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 452 45 1
"1410" "exp1" 10 11 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 412 0 0
"1410" "exp1" 10 12 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 622 0 0
"1410" "exp1" 10 13 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 335 75 1
"1410" "exp1" 10 14 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 374 75 1
"1410" "exp1" 10 15 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 2 706 0 0
"1410" "exp1" 10 16 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 462 35 1
"1410" "exp1" 10 17 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 685 0 0
"1410" "exp1" 10 18 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 387 20 1
"1410" "exp1" 10 19 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 432 35 1
"1410" "exp1" 10 20 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 499 75 1
"1410" "exp1" 10 21 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 641 0 0
"1410" "exp1" 10 22 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 445 15 1
"1410" "exp1" 10 23 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 481 25 1
"1410" "exp1" 10 24 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 482 0 0
"1410" "exp1" 10 25 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 441 20 1
"1410" "exp1" 10 26 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 490 0 0
"1410" "exp1" 10 27 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 455 35 1
"1410" "exp1" 10 28 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 444 25 1
"1410" "exp1" 10 29 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 383 65 1
"1410" "exp1" 10 30 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 401 25 1
"1410" "exp1" 10 31 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 410 40 1
"1410" "exp1" 10 32 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 546 75 1
"1410" "exp1" 10 33 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 364 25 1
"1410" "exp1" 10 34 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 538 0 0
"1410" "exp1" 10 35 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 482 75 1
"1410" "exp1" 10 36 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 534 15 1
"1410" "exp1" 10 37 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 435 65 1
"1410" "exp1" 10 38 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 483 40 1
"1410" "exp1" 10 39 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 358 45 1
"1410" "exp1" 10 40 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 433 45 1
"1410" "exp1" 10 41 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 544 30 1
"1410" "exp1" 10 42 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 385 35 1
"1410" "exp1" 10 43 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 508 15 1
"1410" "exp1" 10 44 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 483 0 0
"1410" "exp1" 10 45 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 538 30 1
"1410" "exp1" 10 46 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 391 45 1
"1410" "exp1" 10 47 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 507 25 1
"1410" "exp1" 10 48 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 638 0 0
"1410" "exp1" 10 49 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 405 75 1
"1410" "exp1" 10 50 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 391 65 1
"1410" "exp1" 10 51 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 373 0 0
"1410" "exp1" 10 52 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 2 360 0 0
"1410" "exp1" 10 53 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 726 30 1
"1410" "exp1" 10 54 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 495 0 0
"1410" "exp1" 10 55 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 382 30 1
"1410" "exp1" 10 56 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 443 25 1
"1410" "exp1" 10 57 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 521 20 1
"1410" "exp1" 10 58 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 401 75 1
"1410" "exp1" 10 59 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 443 25 1
"1410" "exp1" 10 60 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 525 0 0
"1410" "exp1" 11 1 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 740 45 1
"1410" "exp1" 11 2 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 463 30 1
"1410" "exp1" 11 3 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 394 0 0
"1410" "exp1" 11 4 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 418 40 1
"1410" "exp1" 11 5 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 355 75 1
"1410" "exp1" 11 6 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 494 30 1
"1410" "exp1" 11 7 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 566 35 1
"1410" "exp1" 11 8 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 387 0 0
"1410" "exp1" 11 9 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 392 0 0
"1410" "exp1" 11 10 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 388 45 1
"1410" "exp1" 11 11 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 385 65 1
"1410" "exp1" 11 12 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 352 35 1
"1410" "exp1" 11 13 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 520 25 1
"1410" "exp1" 11 14 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 363 75 1
"1410" "exp1" 11 15 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 350 25 1
"1410" "exp1" 11 16 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 363 0 0
"1410" "exp1" 11 17 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 360 40 1
"1410" "exp1" 11 18 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 306 0 0
"1410" "exp1" 11 19 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 416 15 1
"1410" "exp1" 11 20 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 393 20 1
"1410" "exp1" 11 21 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 522 45 1
"1410" "exp1" 11 22 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 329 25 1
"1410" "exp1" 11 23 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 416 35 1
"1410" "exp1" 11 24 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 395 0 0
"1410" "exp1" 11 25 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 372 65 1
"1410" "exp1" 11 26 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 357 20 1
"1410" "exp1" 11 27 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 394 20 1
"1410" "exp1" 11 28 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 2 328 85 1
"1410" "exp1" 11 29 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 624 75 1
"1410" "exp1" 11 30 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 831 35 1
"1410" "exp1" 11 31 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 548 65 1
"1410" "exp1" 11 32 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 728 0 0
"1410" "exp1" 11 33 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 473 0 0
"1410" "exp1" 11 34 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 637 45 1
"1410" "exp1" 11 35 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 488 65 1
"1410" "exp1" 11 36 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 421 0 0
"1410" "exp1" 11 37 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 756 35 1
"1410" "exp1" 11 38 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 413 75 1
"1410" "exp1" 11 39 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 511 25 1
"1410" "exp1" 11 40 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 464 0 0
"1410" "exp1" 11 41 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 546 0 0
"1410" "exp1" 11 42 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 384 25 1
"1410" "exp1" 11 43 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 405 75 1
"1410" "exp1" 11 44 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 428 75 1
"1410" "exp1" 11 45 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 527 0 0
"1410" "exp1" 11 46 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 574 30 1
"1410" "exp1" 11 47 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 470 25 1
"1410" "exp1" 11 48 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 555 0 0
"1410" "exp1" 11 49 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 534 40 1
"1410" "exp1" 11 50 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 388 75 1
"1410" "exp1" 11 51 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 462 15 1
"1410" "exp1" 11 52 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 450 0 0
"1410" "exp1" 11 53 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 502 35 1
"1410" "exp1" 11 54 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 469 0 0
"1410" "exp1" 11 55 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 565 45 1
"1410" "exp1" 11 56 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 400 20 1
"1410" "exp1" 11 57 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 442 0 0
"1410" "exp1" 11 58 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 339 0 0
"1410" "exp1" 11 59 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 392 15 1
"1410" "exp1" 11 60 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 2 425 0 0
"1410" "exp1" 12 1 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 476 0 0
"1410" "exp1" 12 2 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 399 75 1
"1410" "exp1" 12 3 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 391 15 1
"1410" "exp1" 12 4 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 406 0 0
"1410" "exp1" 12 5 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 389 0 0
"1410" "exp1" 12 6 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 398 0 0
"1410" "exp1" 12 7 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 467 0 0
"1410" "exp1" 12 8 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 423 45 1
"1410" "exp1" 12 9 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 403 0 0
"1410" "exp1" 12 10 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 434 0 0
"1410" "exp1" 12 11 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 349 25 1
"1410" "exp1" 12 12 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 343 20 1
"1410" "exp1" 12 13 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 2 442 55 1
"1410" "exp1" 12 14 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 728 0 0
"1410" "exp1" 12 15 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 374 65 1
"1410" "exp1" 12 16 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 518 15 1
"1410" "exp1" 12 17 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 523 0 0
"1410" "exp1" 12 18 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 389 65 1
"1410" "exp1" 12 19 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 412 35 1
"1410" "exp1" 12 20 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 382 0 0
"1410" "exp1" 12 21 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 363 0 0
"1410" "exp1" 12 22 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 560 0 0
"1410" "exp1" 12 23 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 362 30 1
"1410" "exp1" 12 24 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 400 0 0
"1410" "exp1" 12 25 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 433 45 1
"1410" "exp1" 12 26 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 526 30 1
"1410" "exp1" 12 27 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 410 75 1
"1410" "exp1" 12 28 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 378 0 0
"1410" "exp1" 12 29 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 409 0 0
"1410" "exp1" 12 30 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 433 75 1
"1410" "exp1" 12 31 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 403 35 1
"1410" "exp1" 12 32 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 656 0 0
"1410" "exp1" 12 33 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 522 0 0
"1410" "exp1" 12 34 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 529 35 1
"1410" "exp1" 12 35 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 585 35 1
"1410" "exp1" 12 36 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 550 0 0
"1410" "exp1" 12 37 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 372 75 1
"1410" "exp1" 12 38 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 367 30 1
"1410" "exp1" 12 39 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 410 0 0
"1410" "exp1" 12 40 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 506 65 1
"1410" "exp1" 12 41 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 790 15 1
"1410" "exp1" 12 42 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 459 25 1
"1410" "exp1" 12 43 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 418 25 1
"1410" "exp1" 12 44 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 2 466 0 0
"1410" "exp1" 12 45 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 540 0 0
"1410" "exp1" 12 46 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 958 25 1
"1410" "exp1" 12 47 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 502 30 1
"1410" "exp1" 12 48 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 755 35 1
"1410" "exp1" 12 49 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 560 40 1
"1410" "exp1" 12 50 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 468 0 0
"1410" "exp1" 12 51 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 438 20 1
"1410" "exp1" 12 52 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 382 25 1
"1410" "exp1" 12 53 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 440 45 1
"1410" "exp1" 12 54 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 2 349 0 0
"1410" "exp1" 12 55 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 586 45 1
"1410" "exp1" 12 56 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 602 0 0
"1410" "exp1" 12 57 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 488 65 1
"1410" "exp1" 12 58 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 429 25 1
"1410" "exp1" 12 59 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 380 15 1
"1410" "exp1" 12 60 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 490 0 0
"1410" "exp1" 13 1 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 511 15 1
"1410" "exp1" 13 2 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 448 45 1
"1410" "exp1" 13 3 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 380 75 1
"1410" "exp1" 13 4 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 339 75 1
"1410" "exp1" 13 5 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 483 20 1
"1410" "exp1" 13 6 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 405 20 1
"1410" "exp1" 13 7 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 532 25 1
"1410" "exp1" 13 8 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 427 0 0
"1410" "exp1" 13 9 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 432 0 0
"1410" "exp1" 13 10 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 353 0 0
"1410" "exp1" 13 11 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 396 0 0
"1410" "exp1" 13 12 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 598 15 1
"1410" "exp1" 13 13 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 410 0 0
"1410" "exp1" 13 14 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 456 65 1
"1410" "exp1" 13 15 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 539 35 1
"1410" "exp1" 13 16 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 442 0 0
"1410" "exp1" 13 17 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 439 75 1
"1410" "exp1" 13 18 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 397 0 0
"1410" "exp1" 13 19 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 439 0 0
"1410" "exp1" 13 20 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 527 0 0
"1410" "exp1" 13 21 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 566 0 0
"1410" "exp1" 13 22 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 468 0 0
"1410" "exp1" 13 23 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 379 35 1
"1410" "exp1" 13 24 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 437 25 1
"1410" "exp1" 13 25 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 432 65 1
"1410" "exp1" 13 26 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 360 20 1
"1410" "exp1" 13 27 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 608 15 1
"1410" "exp1" 13 28 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 404 15 1
"1410" "exp1" 13 29 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 376 45 1
"1410" "exp1" 13 30 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 440 25 1
"1410" "exp1" 13 31 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 434 0 0
"1410" "exp1" 13 32 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 583 65 1
"1410" "exp1" 13 33 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 414 30 1
"1410" "exp1" 13 34 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 354 40 1
"1410" "exp1" 13 35 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 343 45 1
"1410" "exp1" 13 36 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 405 0 0
"1410" "exp1" 13 37 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 372 0 0
"1410" "exp1" 13 38 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 363 0 0
"1410" "exp1" 13 39 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 331 0 0
"1410" "exp1" 13 40 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 358 30 1
"1410" "exp1" 13 41 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 2 260 0 0
"1410" "exp1" 13 42 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 503 35 1
"1410" "exp1" 13 43 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 435 0 0
"1410" "exp1" 13 44 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 448 0 0
"1410" "exp1" 13 45 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 912 0 0
"1410" "exp1" 13 46 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 535 45 1
"1410" "exp1" 13 47 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 366 75 1
"1410" "exp1" 13 48 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 422 15 1
"1410" "exp1" 13 49 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 456 0 0
"1410" "exp1" 13 50 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 466 35 1
"1410" "exp1" 13 51 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 455 75 1
"1410" "exp1" 13 52 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 373 0 0
"1410" "exp1" 13 53 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 413 0 0
"1410" "exp1" 13 54 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 388 45 1
"1410" "exp1" 13 55 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 588 0 0
"1410" "exp1" 13 56 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 2 684 0 0
"1410" "exp1" 13 57 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 400 20 1
"1410" "exp1" 13 58 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 462 25 1
"1410" "exp1" 13 59 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 599 0 0
"1410" "exp1" 13 60 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 599 0 0
"1410" "exp1" 14 1 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 486 0 0
"1410" "exp1" 14 2 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 393 0 0
"1410" "exp1" 14 3 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 564 65 1
"1410" "exp1" 14 4 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 432 65 1
"1410" "exp1" 14 5 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 356 20 1
"1410" "exp1" 14 6 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 392 15 1
"1410" "exp1" 14 7 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 442 0 0
"1410" "exp1" 14 8 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 390 30 1
"1410" "exp1" 14 9 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 571 0 0
"1410" "exp1" 14 10 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 2 807 0 0
"1410" "exp1" 14 11 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 568 0 0
"1410" "exp1" 14 12 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 413 0 0
"1410" "exp1" 14 13 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 463 0 0
"1410" "exp1" 14 14 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 870 15 1
"1410" "exp1" 14 15 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 623 35 1
"1410" "exp1" 14 16 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 394 0 0
"1410" "exp1" 14 17 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 2 553 65 1
"1410" "exp1" 14 18 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 416 20 1
"1410" "exp1" 14 19 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 441 0 0
"1410" "exp1" 14 20 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 439 15 1
"1410" "exp1" 14 21 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 404 0 0
"1410" "exp1" 14 22 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 912 0 0
"1410" "exp1" 14 23 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 373 75 1
"1410" "exp1" 14 24 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 540 30 1
"1410" "exp1" 14 25 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 438 0 0
"1410" "exp1" 14 26 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 360 45 1
"1410" "exp1" 14 27 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 524 35 1
"1410" "exp1" 14 28 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 581 0 0
"1410" "exp1" 14 29 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 407 0 0
"1410" "exp1" 14 30 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 807 0 0
"1410" "exp1" 14 31 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 507 0 0
"1410" "exp1" 14 32 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 386 25 1
"1410" "exp1" 14 33 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 392 0 0
"1410" "exp1" 14 34 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 340 35 1
"1410" "exp1" 14 35 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 356 0 0
"1410" "exp1" 14 36 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 568 40 1
"1410" "exp1" 14 37 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 450 75 1
"1410" "exp1" 14 38 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 489 20 1
"1410" "exp1" 14 39 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 499 75 1
"1410" "exp1" 14 40 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 480 20 1
"1410" "exp1" 14 41 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 352 65 1
"1410" "exp1" 14 42 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 442 45 1
"1410" "exp1" 14 43 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 412 65 1
"1410" "exp1" 14 44 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 485 75 1
"1410" "exp1" 14 45 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 706 45 1
"1410" "exp1" 14 46 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 375 75 1
"1410" "exp1" 14 47 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 461 25 1
"1410" "exp1" 14 48 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 407 25 1
"1410" "exp1" 14 49 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 458 30 1
"1410" "exp1" 14 50 "graphed-outcome" "pro-out" 62 38 15 85 60 40 15 85 1 423 15 1
"1410" "exp1" 14 51 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 409 0 0
"1410" "exp1" 14 52 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 383 75 1
"1410" "exp1" 14 53 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 339 25 1
"1410" "exp1" 14 54 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 379 30 1
"1410" "exp1" 14 55 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 441 45 1
"1410" "exp1" 14 56 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 2 403 0 0
"1410" "exp1" 14 57 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 539 35 1
"1410" "exp1" 14 58 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 393 35 1
"1410" "exp1" 14 59 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 419 15 1
"1410" "exp1" 14 60 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 431 40 1
"1410" "exp1" 15 1 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 499 0 0
"1410" "exp1" 15 2 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 361 0 0
"1410" "exp1" 15 3 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 748 0 0
"1410" "exp1" 15 4 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 672 25 1
"1410" "exp1" 15 5 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 395 75 1
"1410" "exp1" 15 6 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 410 45 1
"1410" "exp1" 15 7 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 634 35 1
"1410" "exp1" 15 8 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 537 25 1
"1410" "exp1" 15 9 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 381 25 1
"1410" "exp1" 15 10 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 640 15 1
"1410" "exp1" 15 11 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 438 75 1
"1410" "exp1" 15 12 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 390 15 1
"1410" "exp1" 15 13 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 417 0 0
"1410" "exp1" 15 14 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 404 0 0
"1410" "exp1" 15 15 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 696 35 1
"1410" "exp1" 15 16 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 604 40 1
"1410" "exp1" 15 17 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 426 0 0
"1410" "exp1" 15 18 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 358 65 1
"1410" "exp1" 15 19 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 579 0 0
"1410" "exp1" 15 20 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 514 0 0
"1410" "exp1" 15 21 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 420 0 0
"1410" "exp1" 15 22 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 365 75 1
"1410" "exp1" 15 23 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 397 75 1
"1410" "exp1" 15 24 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 402 15 1
"1410" "exp1" 15 25 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 377 0 0
"1410" "exp1" 15 26 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 421 25 1
"1410" "exp1" 15 27 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 609 65 1
"1410" "exp1" 15 28 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 423 45 1
"1410" "exp1" 15 29 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 428 75 1
"1410" "exp1" 15 30 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 372 40 1
"1410" "exp1" 15 31 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 443 45 1
"1410" "exp1" 15 32 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 457 35 1
"1410" "exp1" 15 33 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 509 0 0
"1410" "exp1" 15 34 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 367 0 0
"1410" "exp1" 15 35 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 858 15 1
"1410" "exp1" 15 36 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 375 0 0
"1410" "exp1" 15 37 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 419 0 0
"1410" "exp1" 15 38 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 395 15 1
"1410" "exp1" 15 39 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 394 45 1
"1410" "exp1" 15 40 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 394 0 0
"1410" "exp1" 15 41 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 426 0 0
"1410" "exp1" 15 42 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 454 65 1
"1410" "exp1" 15 43 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 438 30 1
"1410" "exp1" 15 44 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 404 0 0
"1410" "exp1" 15 45 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 382 15 1
"1410" "exp1" 15 46 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 566 0 0
"1410" "exp1" 15 47 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 442 45 1
"1410" "exp1" 15 48 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 386 20 1
"1410" "exp1" 15 49 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 415 45 1
"1410" "exp1" 15 50 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 397 25 1
"1410" "exp1" 15 51 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 406 75 1
"1410" "exp1" 15 52 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 432 0 0
"1410" "exp1" 15 53 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 626 35 1
"1410" "exp1" 15 54 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 393 65 1
"1410" "exp1" 15 55 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 475 25 1
"1410" "exp1" 15 56 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 494 35 1
"1410" "exp1" 15 57 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 514 25 1
"1410" "exp1" 15 58 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 392 15 1
"1410" "exp1" 15 59 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 338 30 1
"1410" "exp1" 15 60 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 516 0 0
"1410" "exp1" 16 1 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 574 0 0
"1410" "exp1" 16 2 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 422 0 0
"1410" "exp1" 16 3 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 486 40 1
"1410" "exp1" 16 4 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 437 75 1
"1410" "exp1" 16 5 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 361 35 1
"1410" "exp1" 16 6 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 2 457 0 0
"1410" "exp1" 16 7 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 469 0 0
"1410" "exp1" 16 8 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 406 25 1
"1410" "exp1" 16 9 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 584 15 1
"1410" "exp1" 16 10 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 579 15 1
"1410" "exp1" 16 11 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 496 0 0
"1410" "exp1" 16 12 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 366 20 1
"1410" "exp1" 16 13 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 2 475 75 1
"1410" "exp1" 16 14 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 764 0 0
"1410" "exp1" 16 15 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 382 65 1
"1410" "exp1" 16 16 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 540 25 1
"1410" "exp1" 16 17 "graphed-outcome" "pro-prob" 78 22 45 55 80 20 45 55 1 536 0 0
"1410" "exp1" 16 18 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 708 0 0
"1410" "exp1" 16 19 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 496 0 0
"1410" "exp1" 16 20 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 433 0 0
"1410" "exp1" 16 21 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 397 0 0
"1410" "exp1" 16 22 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 526 45 1
"1410" "exp1" 16 23 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 783 25 1
"1410" "exp1" 16 24 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 734 75 1
"1410" "exp1" 16 25 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 558 0 0
"1410" "exp1" 16 26 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 362 0 0
"1410" "exp1" 16 27 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 586 25 1
"1410" "exp1" 16 28 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 408 0 0
"1410" "exp1" 16 29 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 480 65 1
"1410" "exp1" 16 30 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 465 65 1
"1410" "exp1" 16 31 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 615 40 1
"1410" "exp1" 16 32 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 489 65 1
"1410" "exp1" 16 33 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 421 0 0
"1410" "exp1" 16 34 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 564 65 1
"1410" "exp1" 16 35 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 464 45 1
"1410" "exp1" 16 36 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 393 35 1
"1410" "exp1" 16 37 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 409 0 0
"1410" "exp1" 16 38 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 718 45 1
"1410" "exp1" 16 39 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 918 30 1
"1410" "exp1" 16 40 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 438 30 1
"1410" "exp1" 16 41 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 685 15 1
"1410" "exp1" 16 42 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 648 0 0
"1410" "exp1" 16 43 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 455 20 1
"1410" "exp1" 16 44 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 459 0 0
"1410" "exp1" 16 45 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 619 0 0
"1410" "exp1" 16 46 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 633 15 1
"1410" "exp1" 16 47 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 804 45 1
"1410" "exp1" 16 48 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 684 15 1
"1410" "exp1" 16 49 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 538 15 1
"1410" "exp1" 16 50 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 555 15 1
"1410" "exp1" 16 51 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 577 0 0
"1410" "exp1" 16 52 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 455 25 1
"1410" "exp1" 16 53 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 1327 35 1
"1410" "exp1" 16 54 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 501 65 1
"1410" "exp1" 16 55 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 573 75 1
"1410" "exp1" 16 56 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 604 25 1
"1410" "exp1" 16 57 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 571 0 0
"1410" "exp1" 16 58 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 450 75 1
"1410" "exp1" 16 59 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 664 0 0
"1410" "exp1" 16 60 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 482 75 1
"1410" "exp1" 17 1 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 511 0 0
"1410" "exp1" 17 2 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 597 25 1
"1410" "exp1" 17 3 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 422 75 1
"1410" "exp1" 17 4 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 438 35 1
"1410" "exp1" 17 5 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 363 75 1
"1410" "exp1" 17 6 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 468 0 0
"1410" "exp1" 17 7 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 494 35 1
"1410" "exp1" 17 8 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 570 0 0
"1410" "exp1" 17 9 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 318 0 0
"1410" "exp1" 17 10 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 421 15 1
"1410" "exp1" 17 11 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 423 40 1
"1410" "exp1" 17 12 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 777 0 0
"1410" "exp1" 17 13 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 524 45 1
"1410" "exp1" 17 14 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 615 0 0
"1410" "exp1" 17 15 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 547 0 0
"1410" "exp1" 17 16 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 560 65 1
"1410" "exp1" 17 17 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 440 25 1
"1410" "exp1" 17 18 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 498 25 1
"1410" "exp1" 17 19 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 378 15 1
"1410" "exp1" 17 20 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 359 45 1
"1410" "exp1" 17 21 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 475 65 1
"1410" "exp1" 17 22 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 2 352 70 1
"1410" "exp1" 17 23 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 783 0 0
"1410" "exp1" 17 24 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 557 65 1
"1410" "exp1" 17 25 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 771 35 1
"1410" "exp1" 17 26 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 382 45 1
"1410" "exp1" 17 27 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 718 20 1
"1410" "exp1" 17 28 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 420 75 1
"1410" "exp1" 17 29 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 428 0 0
"1410" "exp1" 17 30 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 987 85 1
"1410" "exp1" 17 31 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 522 35 1
"1410" "exp1" 17 32 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 462 75 1
"1410" "exp1" 17 33 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 411 35 1
"1410" "exp1" 17 34 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 697 35 1
"1410" "exp1" 17 35 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 742 65 1
"1410" "exp1" 17 36 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 508 0 0
"1410" "exp1" 17 37 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 869 0 0
"1410" "exp1" 17 38 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 616 0 0
"1410" "exp1" 17 39 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 467 75 1
"1410" "exp1" 17 40 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 376 0 0
"1410" "exp1" 17 41 "graphed-outcome" "pro-out" 78 22 15 85 80 20 15 85 1 603 0 0
"1410" "exp1" 17 42 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 426 25 1
"1410" "exp1" 17 43 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 733 15 1
"1410" "exp1" 17 44 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 644 45 1
"1410" "exp1" 17 45 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 458 45 1
"1410" "exp1" 17 46 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 376 65 1
"1410" "exp1" 17 47 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 591 45 1
"1410" "exp1" 17 48 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 585 0 0
"1410" "exp1" 17 49 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 512 40 1
"1410" "exp1" 17 50 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 452 35 1
"1410" "exp1" 17 51 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 553 75 1
"1410" "exp1" 17 52 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 485 0 0
"1410" "exp1" 17 53 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 403 75 1
"1410" "exp1" 17 54 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 430 25 1
"1410" "exp1" 17 55 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 490 15 1
"1410" "exp1" 17 56 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 706 30 1
"1410" "exp1" 17 57 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 408 0 0
"1410" "exp1" 17 58 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 997 0 0
"1410" "exp1" 17 59 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 785 45 1
"1410" "exp1" 17 60 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 487 25 1
"1410" "exp1" 18 1 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 619 25 1
"1410" "exp1" 18 2 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 405 25 1
"1410" "exp1" 18 3 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 484 20 1
"1410" "exp1" 18 4 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 396 15 1
"1410" "exp1" 18 5 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 431 35 1
"1410" "exp1" 18 6 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 395 25 1
"1410" "exp1" 18 7 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 426 15 1
"1410" "exp1" 18 8 "graphed-outcome" "pro-prob" 59 41 45 55 60 40 45 55 1 472 0 0
"1410" "exp1" 18 9 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 626 0 0
"1410" "exp1" 18 10 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 376 75 1
"1410" "exp1" 18 11 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 389 65 1
"1410" "exp1" 18 12 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 733 0 0
"1410" "exp1" 18 13 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 349 40 1
"1410" "exp1" 18 14 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 624 75 1
"1410" "exp1" 18 15 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 457 15 1
"1410" "exp1" 18 16 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 527 75 1
"1410" "exp1" 18 17 "graphed-outcome" "pro-prob" 62 38 45 55 60 40 45 55 1 457 45 1
"1410" "exp1" 18 18 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 825 30 1
"1410" "exp1" 18 19 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 363 0 0
"1410" "exp1" 18 20 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 528 25 1
"1410" "exp1" 18 21 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 857 0 0
"1410" "exp1" 18 22 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 499 15 1
"1410" "exp1" 18 23 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 396 0 0
"1410" "exp1" 18 24 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 510 0 0
"1410" "exp1" 18 25 "graphed-outcome" "congruent" 69 31 65 35 70 30 65 35 1 529 65 1
"1410" "exp1" 18 26 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 494 40 1
"1410" "exp1" 18 27 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 647 0 0
"1410" "exp1" 18 28 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 380 65 1
"1410" "exp1" 18 29 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 461 0 0
"1410" "exp1" 18 30 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 732 35 1
"1410" "exp1" 18 31 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 617 65 1
"1410" "exp1" 18 32 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 1 1029 15 1
"1410" "exp1" 18 33 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 443 45 1
"1410" "exp1" 18 34 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 380 20 1
"1410" "exp1" 18 35 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 665 0 0
"1410" "exp1" 18 36 "graphed-outcome" "pro-out" 70 30 25 75 70 30 25 75 1 525 25 1
"1410" "exp1" 18 37 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 452 15 1
"1410" "exp1" 18 38 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 470 25 1
"1410" "exp1" 18 39 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 430 65 1
"1410" "exp1" 18 40 "graphed-outcome" "pro-prob" 79 21 25 75 80 20 25 75 1 527 25 1
"1410" "exp1" 18 41 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 411 0 0
"1410" "exp1" 18 42 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 462 35 1
"1410" "exp1" 18 43 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 2 813 0 0
"1410" "exp1" 18 44 "graphed-outcome" "congruent" 69 31 75 25 70 30 75 25 1 538 75 1
"1410" "exp1" 18 45 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 455 35 1
"1410" "exp1" 18 46 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 403 35 1
"1410" "exp1" 18 47 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 499 20 1
"1410" "exp1" 18 48 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 527 45 1
"1410" "exp1" 18 49 "graphed-outcome" "congruent" 82 18 75 25 80 20 75 25 1 550 0 0
"1410" "exp1" 18 50 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 540 75 1
"1410" "exp1" 18 51 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 416 0 0
"1410" "exp1" 18 52 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 403 40 1
"1410" "exp1" 18 53 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 347 0 0
"1410" "exp1" 18 54 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 454 0 0
"1410" "exp1" 18 55 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 547 35 1
"1410" "exp1" 18 56 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 620 0 0
"1410" "exp1" 18 57 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 847 0 0
"1410" "exp1" 18 58 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 693 65 1
"1410" "exp1" 18 59 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 560 30 1
"1410" "exp1" 18 60 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 528 35 1
"1410" "exp1" 19 1 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 533 40 1
"1410" "exp1" 19 2 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 388 0 0
"1410" "exp1" 19 3 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 449 0 0
"1410" "exp1" 19 4 "graphed-outcome" "pro-out" 60 40 15 85 60 40 15 85 1 446 15 1
"1410" "exp1" 19 5 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 383 45 1
"1410" "exp1" 19 6 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 484 0 0
"1410" "exp1" 19 7 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 533 35 1
"1410" "exp1" 19 8 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 431 0 0
"1410" "exp1" 19 9 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 423 0 0
"1410" "exp1" 19 10 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 425 0 0
"1410" "exp1" 19 11 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 492 15 1
"1410" "exp1" 19 12 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 422 0 0
"1410" "exp1" 19 13 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 442 0 0
"1410" "exp1" 19 14 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 366 75 1
"1410" "exp1" 19 15 "graphed-outcome" "pro-prob" 68 32 35 65 70 30 35 65 1 387 0 0
"1410" "exp1" 19 16 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 450 35 1
"1410" "exp1" 19 17 "graphed-outcome" "pro-out" 79 21 15 85 80 20 15 85 1 866 15 1
"1410" "exp1" 19 18 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 500 65 1
"1410" "exp1" 19 19 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 425 75 1
"1410" "exp1" 19 20 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 425 0 0
"1410" "exp1" 19 21 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 433 15 1
"1410" "exp1" 19 22 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 1 423 35 1
"1410" "exp1" 19 23 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 568 25 1
"1410" "exp1" 19 24 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 1109 45 1
"1410" "exp1" 19 25 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 564 40 1
"1410" "exp1" 19 26 "graphed-outcome" "pro-prob" 72 28 35 65 70 30 35 65 1 420 0 0
"1410" "exp1" 19 27 "graphed-outcome" "congruent" 62 38 65 35 60 40 65 35 1 552 65 1
"1410" "exp1" 19 28 "graphed-outcome" "congruent" 79 21 75 25 80 20 75 25 1 447 0 0
"1410" "exp1" 19 29 "graphed-outcome" "congruent" 61 39 65 35 60 40 65 35 1 363 65 1
"1410" "exp1" 19 30 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 355 0 0
"1410" "exp1" 19 31 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 356 65 1
"1410" "exp1" 19 32 "graphed-outcome" "congruent" 70 30 75 25 70 30 75 25 1 400 75 1
"1410" "exp1" 19 33 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 539 15 1
"1410" "exp1" 19 34 "graphed-outcome" "congruent" 68 32 75 25 70 30 75 25 1 431 75 1
"1410" "exp1" 19 35 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 352 30 1
"1410" "exp1" 19 36 "graphed-outcome" "pro-out" 72 28 25 75 70 30 25 75 1 526 0 0
"1410" "exp1" 19 37 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 613 25 1
"1410" "exp1" 19 38 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 415 35 1
"1410" "exp1" 19 39 "graphed-outcome" "pro-prob" 81 19 45 55 80 20 45 55 1 438 45 1
"1410" "exp1" 19 40 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 673 0 0
"1410" "exp1" 19 41 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 679 75 1
"1410" "exp1" 19 42 "graphed-outcome" "pro-prob" 82 18 25 75 80 20 25 75 1 875 25 1
"1410" "exp1" 19 43 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 679 25 1
"1410" "exp1" 19 44 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 998 20 1
"1410" "exp1" 19 45 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 480 65 1
"1410" "exp1" 19 46 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 434 15 1
"1410" "exp1" 19 47 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 500 20 1
"1410" "exp1" 19 48 "graphed-outcome" "pro-out" 82 18 15 85 80 20 15 85 1 601 15 1
"1410" "exp1" 19 49 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 566 20 1
"1410" "exp1" 19 50 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 557 25 1
"1410" "exp1" 19 51 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 1001 85 1
"1410" "exp1" 19 52 "graphed-outcome" "congruent" 71 29 65 35 70 30 65 35 1 686 0 0
"1410" "exp1" 19 53 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 497 75 1
"1410" "exp1" 19 54 "graphed-outcome" "pro-prob" 60 40 45 55 60 40 45 55 1 727 45 1
"1410" "exp1" 19 55 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 536 30 1
"1410" "exp1" 19 56 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 426 0 0
"1410" "exp1" 19 57 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 404 45 1
"1410" "exp1" 19 58 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 480 20 1
"1410" "exp1" 19 59 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 756 65 1
"1410" "exp1" 19 60 "graphed-outcome" "pro-out" 62 38 35 65 60 40 35 65 1 1104 0 0
"1410" "exp1" 20 1 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 762 0 0
"1410" "exp1" 20 2 "graphed-outcome" "pro-prob" 70 30 35 65 70 30 35 65 1 469 35 1
"1410" "exp1" 20 3 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 385 40 1
"1410" "exp1" 20 4 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 514 0 0
"1410" "exp1" 20 5 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 401 15 1
"1410" "exp1" 20 6 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 435 35 1
"1410" "exp1" 20 7 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 376 0 0
"1410" "exp1" 20 8 "graphed-outcome" "pro-out" 59 41 35 65 60 40 35 65 2 1021 65 1
"1410" "exp1" 20 9 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 572 25 1
"1410" "exp1" 20 10 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 456 0 0
"1410" "exp1" 20 11 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 440 65 1
"1410" "exp1" 20 12 "graphed-outcome" "congruent" 60 40 65 35 60 40 65 35 1 413 65 1
"1410" "exp1" 20 13 "graphed-outcome" "congruent" 72 28 75 25 70 30 75 25 1 425 75 1
"1410" "exp1" 20 14 "graphed-outcome" "pro-out" 68 32 25 75 70 30 25 75 1 460 25 1
"1410" "exp1" 20 15 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 467 0 0
"1410" "exp1" 20 16 "graphed-outcome" "congruent" 72 28 65 35 70 30 65 35 1 488 65 1
"1410" "exp1" 20 17 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 344 65 1
"1410" "exp1" 20 18 "graphed-outcome" "congruent" 70 30 65 35 70 30 65 35 1 479 65 1
"1410" "exp1" 20 19 "graphed-outcome" "pro-out" 61 39 35 65 60 40 35 65 1 440 35 1
"1410" "exp1" 20 20 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 375 45 1
"1410" "exp1" 20 21 "graphed-outcome" "congruent" 81 19 75 25 80 20 75 25 1 411 75 1
"1410" "exp1" 20 22 "graphed-outcome" "congruent" 59 41 65 35 60 40 65 35 1 465 65 1
"1410" "exp1" 20 23 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 341 75 1
"1410" "exp1" 20 24 "graphed-outcome" "congruent" 80 20 75 25 80 20 75 25 1 445 75 1
"1410" "exp1" 20 25 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 541 40 1
"1410" "exp1" 20 26 "graphed-outcome" "pro-out" 60 40 35 65 60 40 35 65 1 468 0 0
"1410" "exp1" 20 27 "graphed-outcome" "congruent" 78 22 75 25 80 20 75 25 1 497 75 1
"1410" "exp1" 20 28 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 448 30 1
"1410" "exp1" 20 29 "graphed-outcome" "neutral" 70 30 30 70 70 30 30 70 1 443 30 1
"1410" "exp1" 20 30 "graphed-outcome" "pro-prob" 71 29 35 65 70 30 35 65 1 441 35 1
"1410" "exp1" 20 31 "graphed-outcome" "pro-prob" 81 19 25 75 80 20 25 75 1 451 25 1
"1410" "exp1" 20 32 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 1 459 40 1
"1410" "exp1" 20 33 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 476 15 1
"1410" "exp1" 20 34 "graphed-outcome" "congruent" 58 42 65 35 60 40 65 35 1 862 65 1
"1410" "exp1" 20 35 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 410 75 1
"1410" "exp1" 20 36 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 914 0 0
"1410" "exp1" 20 37 "graphed-outcome" "pro-prob" 69 31 35 65 70 30 35 65 1 489 0 0
"1410" "exp1" 20 38 "graphed-outcome" "pro-prob" 82 18 45 55 80 20 45 55 1 662 45 1
"1410" "exp1" 20 39 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 548 45 1
"1410" "exp1" 20 40 "graphed-outcome" "neutral" 60 40 40 60 60 40 40 60 2 403 0 0
"1410" "exp1" 20 41 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 530 15 1
"1410" "exp1" 20 42 "graphed-outcome" "congruent" 71 29 75 25 70 30 75 25 1 938 0 0
"1410" "exp1" 20 43 "graphed-outcome" "neutral" 80 20 20 80 80 20 20 80 1 513 20 1
"1410" "exp1" 20 44 "graphed-outcome" "pro-out" 81 19 15 85 80 20 15 85 1 429 15 1
"1410" "exp1" 20 45 "graphed-outcome" "pro-out" 58 42 15 85 60 40 15 85 1 459 0 0
"1410" "exp1" 20 46 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 489 25 1
"1410" "exp1" 20 47 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 664 0 0
"1410" "exp1" 20 48 "graphed-outcome" "pro-prob" 61 39 45 55 60 40 45 55 1 635 45 1
"1410" "exp1" 20 49 "graphed-outcome" "pro-prob" 80 20 25 75 80 20 25 75 1 753 25 1
"1410" "exp1" 20 50 "graphed-outcome" "pro-out" 71 29 25 75 70 30 25 75 1 565 0 0
"1410" "exp1" 20 51 "graphed-outcome" "pro-out" 58 42 35 65 60 40 35 65 1 691 35 1
"1410" "exp1" 20 52 "graphed-outcome" "pro-prob" 78 22 25 75 80 20 25 75 1 731 25 1
"1410" "exp1" 20 53 "graphed-outcome" "pro-prob" 58 42 45 55 60 40 45 55 1 431 45 1
"1410" "exp1" 20 54 "graphed-outcome" "pro-out" 59 41 15 85 60 40 15 85 2 625 0 0
"1410" "exp1" 20 55 "graphed-outcome" "pro-out" 69 31 25 75 70 30 25 75 1 513 0 0
"1410" "exp1" 20 56 "graphed-outcome" "congruent" 68 32 65 35 70 30 65 35 1 524 65 1
"1410" "exp1" 20 57 "graphed-outcome" "pro-out" 61 39 15 85 60 40 15 85 1 1113 15 1
"1410" "exp1" 20 58 "graphed-outcome" "pro-prob" 79 21 45 55 80 20 45 55 1 566 45 1
"1410" "exp1" 20 59 "graphed-outcome" "pro-prob" 80 20 45 55 80 20 45 55 1 605 45 1
"1410" "exp1" 20 60 "graphed-outcome" "pro-out" 80 20 15 85 80 20 15 85 1 594 15 1