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* * * Características gerais do desempenho que são indicativas de aprendizagem (1) aperfeiçoamento (diferentes aspectos em que pode ocorrer); (2) consistência = redução de variabilidade; (3) persistência (retenção); e (4) adaptabilidade (transferência). * * * Curvas de desempenho Linear Gráfico1 3.55 5 6.2 4 6.3 8.2 5 7.2 9 Velocidade (cm/s) Variabilidade ponto final (mm) Plan1 200 50 3.55 100 5 150 6.2 170 55 4 120 6.3 195 8.2 140 60 5 135 7.2 205 9 Plan1 0 0 0 0 0 0 0 0 0 Velocidade (cm/s) Variabilidade ponto final (mm) Plan2 Plan3 * * * Curva acelerada negativamente Gráfico1 12 9 7.5 6.2 5.2 4.5 4 3.7 3.5 3.4 3.3 3.2 3.1 2.9 2.8 2.8 2.8 Tentativas Erro Plan1 12 9 7.5 6.2 5.2 4.5 4 3.7 3.5 3.4 3.3 3.2 3.1 2.9 2.8 2.8 2.8 Plan1 Tentativas Erro Plan2 Plan3 * * * Curva acelerada positivamente Gráfico2 11.2 11.2 11.2 11.1 11 10.9 10.8 10.7 10.5 10.3 10 9.5 8.8 7.8 6.5 5 2 Tentativas Erro Plan1 12 9 7.5 6.2 5.2 4.5 4 3.7 3.5 3.4 3.3 3.2 3.1 2.9 2.8 2.8 2.8 11.2 11.2 11.2 11.1 11 10.9 10.8 10.7 10.5 10.3 10 9.5 8.8 7.8 6.5 5 2 Plan1 Tentativas Erro Plan2 Tentativas Erro Plan3 * * * Em forma de S Gráfico3 10.5 10.3 10 9.5 8.8 7.8 6.5 5.5 4.7 4 3.4 3 2.8 2.7 2.7 2.7 Tentativas Erro Plan1 12 9 7.5 6.2 5.2 4.5 4 3.7 3.5 3.4 3.3 3.2 3.1 2.9 2.8 2.8 2.8 11.2 11.2 11.2 11.1 11 10.9 10.8 10.7 10.5 10.3 10 9.5 8.8 7.8 6.5 5 2 10.5 10.5 10.3 10 9.5 8.8 7.8 6.5 5.5 4.7 4 3.4 3 2.8 2.7 2.7 2.7 Plan1 Tentativas Erro Plan2 Tentativas Erro Plan3 Tentativas Erro * * * Motivos para platôs de desempenho transição entre estágios de aprendizagem; falta de motivação; efeito teto ou piso * * * Tarefa de controle de força Gráfico2 96.5555555556 72.4916666667 66.4 57.8083333333 50.8 53.5083333333 52.8111111111 50.175 56.6 43.35 51.5444444444 50 66.7444444444 49.8583333333 50 43.3083333333 34.6444444444 45.925 52.8222222222 44.525 44.6888888889 53.6416666667 37.8777777778 39.7666666667 38.9444444444 41.0666666667 44.0444444444 36.6583333333 44.8 38.825 40.7 40.7333333333 44.7888888889 41.8916666667 37.6777777778 36.525 37.3555555556 34.55 42.3222222222 38.55 40.2555555556 33.4666666667 36.6333333333 36.7083333333 38.5444444444 32.525 37.1111111111 34.0666666667 39.2555555556 30.5333333333 35.9111111111 31.9 32.2888888889 35.9833333333 41.3333333333 36.6083333333 44.5555555556 35.0416666667 37.2777777778 34.6458333333 Tentativas GFA GFS Erro absoluto (mm/s) Aprend Suj 1 Suj 2 Suj 3 Suj 4 Suj 5 Suj 6 Suj 7 Suj 8 Suj 9 x-700 S1 S2 S3 S4 S5 S6 S7 S8 S9 Bl1 Bl2 Bl3 Bl4 Bl5 Bl6 Bl7 Bl8 Bl9 Bl10 Bl11 Bl12 Bl13 Bl14 Bl15 Bl16 Bl17 Bl18 Bl19 Bl20 Bl21 Bl22 Bl23 Bl24 Bl25 Bl26 Bl27 Bl28 Bl29 Bl30 Bloco de 15 tent 1 Bl1 Bl3 Bl5 Bl7 Bl9 Bl11 Bl13 Bl15 Bl17 Bl19 Bl21 Bl23 Bl25 Bl27 Bl29 0.708 0.820 0.691 0.530 1.174 0.598 0.531 1.010 0.805 708 820 691 530 1174 598 531 1010 805 8 120 -9 -170 474 -102 -169 310 105 8 120 9 170 474 102 169 310 105 Bl 1 56.6 51.6 57.7 89.9 147.1 57.4 83 167.5 158.2 S1 56.6 46.5 44.4 38.5 31.7 38.1 39.1 50.2 41.6 44.6 56.5 53.1 25 27.5 36.2 30.4 26.5 24.6 30.4 40.9 13 38.3 35.1 36.2 31.7 33 24.4 29.9 40.1 35.4 1 56.6 44.4 31.7 39.1 41.6 56.5 25 36.2 26.5 30.4 13 35.1 31.7 24.4 40.1 0.781 0.801 0.839 0.717 0.772 0.673 0.559 0.501 0.477 781 801 839 717 772 673 559 501 477 81 101 139 17 72 -27 -141 -199 -223 81 101 139 17 72 27 141 199 223 Bl 2 46.5 21.2 60.1 89.1 65.2 34.9 44.2 104.6 131.8 S2 51.6 21.2 38.6 27.1 31.7 40 53.2 30.7 27.8 35.7 21.7 42.1 39.3 32.8 28.1 35.7 34.5 34.9 15.9 31.6 22.1 29 21.7 21.8 21 24 16.7 37.7 24 26.7 1 51.6 38.6 31.7 53.2 27.8 21.7 39.3 28.1 34.5 15.9 22.1 21.7 21 16.7 24 0.858 0.728 0.755 0.735 0.876 0.778 0.873 0.624 1.099 858 728 755 735 876 778 873 624 1099 158 28 55 35 176 78 173 -76 399 158 28 55 35 176 78 173 76 399 Bl 3 44.4 38.6 50.7 64 28.2 44.8 54.6 85.5 46.4 S3 57.7 60.1 50.7 51.5 59.6 61.1 84 42 44.4 56.1 30.2 35.9 16.2 36.8 41.9 35.6 31.2 28.6 30.7 33.2 22.5 29.8 21.4 28.1 36.4 31.5 31.6 51.8 42.3 28 1 57.7 50.7 59.6 84 44.4 30.2 16.2 41.9 31.2 30.7 22.5 21.4 36.4 31.6 42.3 0.605 0.765 0.589 0.561 0.849 0.754 0.703 0.871 0.615 605 765 589 561 849 754 703 871 615 -95 65 -111 -139 149 54 3 171 -85 95 65 111 139 149 54 3 171 85 Bl 4 38.5 27.1 51.5 69 47.5 42 57.5 92.2 50 S4 89.9 89.1 64 69 51.9 43.9 71.6 63 29.8 39.6 70.5 29.8 40.6 39 31.8 33.5 57.9 28.4 45.3 58.7 60.8 38.9 36.2 38.2 50.6 33 49.9 37.3 36.9 26.5 1 89.9 64 51.9 71.6 29.8 70.5 40.6 31.8 57.9 45.3 60.8 36.2 50.6 49.9 36.9 0.705 0.768 0.709 0.585 0.868 0.644 0.717 0.661 0.973 705 768 709 585 868 644 717 661 973 5 68 9 -115 168 -56 17 -39 273 5 68 9 115 168 56 17 39 273 Bl 5 31.7 31.7 59.6 51.9 74.9 62.8 56.4 92.9 47.5 S5 147.1 65.2 28.2 47.5 74.9 76.7 67.9 45.9 31.2 37.8 48.8 33.3 46.6 37.3 39.4 48 64 42.1 30 48 40.1 21.5 31.9 48.4 38.8 43.4 27.3 24.5 42.4 43 1 147.1 28.2 74.9 67.9 31.2 48.8 46.6 39.4 64 30 40.1 31.9 38.8 27.3 42.4 0.780 0.645 0.737 0.832 0.747 0.733 0.566 0.800 0.631 780 645 737 832 747 733 566 800 631 80 -55 37 132 47 33 -134 100 -69 80 55 37 132 47 33 134 100 69 Bl 6 38.1 40 61.1 43.9 76.7 44.9 64.2 55.2 39.8 S6 57.4 34.9 44.8 42 62.8 44.9 49 51.2 43.4 63.8 47.1 38.1 36.5 62.5 50.7 30.5 43.3 37.4 27.2 34.7 61.5 39.2 34.7 22.3 39.2 33 23.2 37.5 34.1 40.1 1 57.4 44.8 62.8 49 43.4 47.1 36.5 50.7 43.3 27.2 61.5 34.7 39.2 23.2 34.1 0.715 0.664 0.631 0.623 0.849 0.743 0.664 0.635 0.524 715 664 631 623 849 743 664 635 524 15 -36 -69 -77 149 43 -36 -65 -176 15 36 69 77 149 43 36 65 176 Bl 7 39.1 53.2 84 71.6 67.9 49 50.3 112.4 73.2 S7 83 44.2 54.6 57.5 56.4 64.2 50.3 40.1 32.5 49.9 27.4 31 21.9 32.7 45.6 43.4 38.5 30 18.8 39.3 28.5 45.4 40.6 56.1 34.7 24.9 33.3 38.2 16.8 37.7 1 83 54.6 56.4 50.3 32.5 27.4 21.9 45.6 38.5 18.8 28.5 40.6 34.7 33.3 16.8 0.730 0.711 0.619 0.688 0.758 0.786 0.768 0.797 0.675 730 711 619 688 758 786 768 797 675 30 11 -81 -12 58 86 68 97 -25 30 11 81 12 58 86 6897 25 Bl 8 50.2 30.7 42 63 45.9 51.2 40.1 69.1 57.8 S8 167.5 104.6 85.5 92.2 92.9 55.2 112.4 69.1 38.6 79.7 52.2 57.5 80.7 86 71 74.7 58.9 75.2 83.9 43.8 50.7 39.9 82.4 45.3 61.8 72.1 48.4 88.7 127.5 77.1 1 167.5 85.5 92.9 112.4 38.6 52.2 80.7 71 58.9 83.9 50.7 82.4 61.8 48.4 127.5 0.749 0.696 0.758 0.873 0.749 0.656 0.756 0.899 0.781 749 696 758 873 749 656 756 899 781 49 -4 58 173 49 -44 56 199 81 49 4 58 173 49 44 56 199 81 Bl 9 41.6 27.8 44.4 29.8 31.2 43.4 32.5 38.6 22.5 S9 158.2 131.8 46.4 50 47.5 39.8 73.2 57.8 22.5 68.2 47.8 20.1 43.7 41.8 58.5 34.5 48.3 37.9 54 50.7 63.1 47.7 42.9 37.6 39.1 28.3 35.8 26.4 36.9 21 1 158.2 46.4 47.5 73.2 22.5 47.8 43.7 58.5 48.3 54 63.1 42.9 39.1 35.8 36.9 0.745 0.728 0.709 0.671 0.829 0.649 0.733 1.119 0.846 745 728 709 671 829 649 733 1119 846 45 28 9 -29 129 -51 33 419 146 45 28 9 29 129 51 33 419 146 Bl 10 44.6 35.7 56.1 39.6 37.8 63.8 49.9 79.7 68.2 0.740 0.682 0.577 0.722 0.785 0.702 0.682 0.692 0.882 740 682 577 722 785 702 682 692 882 40 -18 -123 22 85 2 -18 -8 182 40 18 123 22 85 2 18 8 182 Bl 11 56.5 21.7 30.2 70.5 48.8 47.1 27.4 52.2 47.8 96.5555555556 66.4 50.8 52.8111111111 56.6 51.5444444444 66.7444444444 50 34.6444444444 52.8222222222 44.6888888889 37.8777777778 38.9444444444 44.0444444444 44.8 40.7 44.7888888889 37.6777777778 37.3555555556 42.3222222222 40.2555555556 36.6333333333 38.5444444444 37.1111111111 39.2555555556 35.9111111111 32.2888888889 41.3333333333 44.5555555556 37.2777777778 0.747 0.710 0.749 0.818 0.785 0.717 0.784 0.797 0.488 747 710 749 818 785 717 784 797 488 47 10 49 118 85 17 84 97 -212 47 10 49 118 85 17 84 97 212 Bl 12 53.1 42.1 35.9 29.8 33.3 38.1 31 57.5 20.1 0.708 0.739 0.604 0.653 0.873 0.787 0.617 0.842 0.745 708 739 604 653 873 787 617 842 745 8 39 -96 -47 173 87 -83 142 45 8 39 96 47 173 87 83 142 45 Bl 13 25 39.3 16.2 40.6 46.6 36.5 21.9 80.7 43.7 0.669 0.743 0.797 0.879 0.681 0.754 0.640 0.776 0.596 669 743 797 879 681 754 640 776 596 -31 43 97 179 -19 54 -60 76 -104 31 43 97 179 19 54 60 76 104 Bl 14 27.5 32.8 36.8 39 37.3 62.5 32.7 86 41.8 0.730 0.683 0.594 0.645 0.700 0.692 0.690 0.597 0.826 730 683 594 645 700 692 690 597 826 30 -17 -106 -55 0 -8 -10 -103 126 30 17 106 55 0 8 10 103 126 Bl 15 36.2 28.1 41.9 31.8 39.4 50.7 45.6 71 58.5 0.752 0.733 0.672 0.644 0.684 0.668 0.780 0.695 0.581 752 733 672 644 684 668 780 695 581 52 33 -28 -56 -16 -32 80 -5 -119 52 33 28 56 16 32 80 5 119 Bl 16 30.4 35.7 35.6 33.5 48 30.5 43.4 74.7 34.5 0.572 0.717 0.691 0.847 0.723 0.775 0.689 0.963 0.990 572 717 691 847 723 775 689 963 990 -128 17 -9 147 23 75 -11 263 290 128 17 9 147 23 75 11 263 290 Bl 17 26.5 34.5 31.2 57.9 64 43.3 38.5 58.9 48.3 0.683 0.723 0.677 0.627 0.743 0.652 0.707 0.779 0.762 683 723 677 627 743 652 707 779 762 -17 23 -23 -73 43 -48 7 79 62 17 23 23 73 43 48 7 79 62 Bl 18 24.6 34.9 28.6 28.4 42.1 37.4 30 75.2 37.9 0.782 0.694 0.703 0.744 0.873 0.675 0.722 0.958 0.745 782 694 703 744 873 675 722 958 745 82 -6 3 44 173 -25 22 258 45 82 6 3 44 173 25 22 258 45 Bl 19 30.4 15.9 30.7 45.3 30 27.2 18.8 83.9 54 0.670 0.694 0.633 0.850 0.735 0.701 0.633 0.715 0.833 670 694 633 850 735 701 633 715 833 -30 -6 -67 150 35 1 -67 15 133 30 6 67 150 35 1 67 15 133 Bl 20 40.9 31.6 33.2 58.7 48 34.7 39.3 43.8 50.7 0.668 0.680 0.704 0.821 0.724 0.670 0.693 0.843 0.668 668 680 704 821 724 670 693 843 668 -32 -20 4 121 24 -30 -7 143 -32 32 20 4 121 24 30 7 143 32 Bl 21 13 22.1 22.5 60.8 40.1 61.5 28.5 50.7 63.1 0.818 0.759 0.718 0.608 0.710 0.693 0.768 0.687 0.734 818 759 718 608 710 693 768 687 734 118 59 18 -92 10 -7 68 -13 34 118 59 18 92 10 7 68 13 34 Bl 22 38.3 29 29.8 38.9 21.5 39.2 45.4 39.9 47.7 0.666 0.767 0.693 0.816 0.691 0.774 0.740 0.618 0.670 666 767 693 816 691 774 740 618 670 -34 67 -7 116 -9 74 40 -82 -30 34 67 7 116 9 74 40 82 30 Bl 23 35.1 21.7 21.4 36.2 31.9 34.7 40.6 82.4 42.9 0.716 0.730 0.654 0.684 0.668 0.718 0.792 0.746 0.642 716 730 654 684 668 718 792 746 642 16 30 -46 -16 -32 18 92 46 -58 16 30 46 16 32 18 92 46 58 Bl 24 36.2 21.8 28.1 38.2 48.4 22.3 56.1 45.3 37.6 0.727 0.717 0.641 0.664 0.665 0.639 0.750 0.488 0.648 727 717 641 664 665 639 750 488 648 27 17 -59 -36 -35 -61 50 -212 -52 27 17 59 36 35 61 50 212 52 Bl 25 31.7 21 36.4 50.6 38.8 39.2 34.7 61.8 39.1 0.711 0.657 0.661 0.682 0.755 0.750 0.733 0.752 0.635 711 657 661 682 755 750 733 752 635 11 -43 -39 -18 55 50 33 52 -65 11 43 39 18 55 50 33 52 65 Bl 26 33 24 31.5 33 43.4 33 24.9 72.1 28.3 0.776 0.715 0.670 0.667 0.720 0.569 0.801 0.750 0.739 776 715 670 667 720 569 801 750 739 76 15 -30 -33 20 -131 101 50 39 76 15 30 33 20 131 101 50 39 Bl 27 24.4 16.7 31.6 49.9 27.3 23.2 33.3 48.4 35.8 0.664 0.727 0.554 0.769 0.724 0.677 0.770 0.691 0.669 664 727 554 769 724 677 770 691 669 -36 27 -146 69 24 -23 70 -9 -31 36 27 146 69 24 23 70 9 31 Bl 28 29.9 37.7 51.8 37.3 24.5 37.5 38.2 88.7 26.4 0.668 0.741 0.727 0.593 0.703 0.684 0.710 0.856 0.604 668 741 727 593 703 684 710 856 604 -32 41 27 -107 3 -16 10 156 -96 32 41 27 107 3 16 10 156 96 Bl 29 40.1 24 42.3 36.9 42.4 34.1 16.8 127.5 36.9 0.638 0.633 0.569 0.732 0.630 0.662 0.775 0.792 0.673 638 633 569 732 630 662 775 792 673 -62 -67 -131 32 -70 -38 75 92 -27 62 67 131 32 70 38 75 92 27 Bl 30 35.4 26.7 28 26.5 43 40.1 37.7 77.1 21 0.756 0.703 0.617 0.840 0.703 0.731 0.743 0.786 0.768 756 703 617 840 703 731 743 786 768 56 3 -83 140 3 31 43 86 68 56 3 83 140 3 31 43 86 68 0.735 0.695 0.660 0.699 0.709 0.717 0.804 0.829 0.665 735 695 660 699 709 717 804 829 665 35 -5 -40 -1 9 17 104 129 -35 35 5 40 1 9 17 104 129 35 0.681 0.720 0.755 0.685 0.589 0.724 0.685 0.726 0.775 681 720 755 685 589 724 685 726 775 -19 20 55 -15 -111 24 -15 26 75 19 20 55 15 111 24 15 26 75 0.703 0.662 0.703 0.592 0.638 0.598 0.662 0.874 0.667 703 662 703 592 638 598 662 874 667 3 -38 3 -108 -62 -102 -38 174 -33 3 38 3 108 62 102 38 174 33 0.647 0.736 0.703 0.873 0.691 0.723 0.589 0.789 0.707 647 736 703 873 691 723 589 789 707 -53 36 3 173 -9 23 -111 89 7 53 36 3 173 9 23 111 89 7 0.741 0.733 0.591 0.688 0.686 0.649 0.758 0.789 0.696 741 733 591 688 686 649 758 789 696 41 33 -109 -12 -14 -51 58 89 -4 41 33 109 12 14 51 58 89 4 0.697 0.653 0.635 0.725 0.787 0.773 0.692 0.749 0.589 697 653 635 725 787 773 692 749 589 -3 -47 -65 25 87 73 -8 49 -111 3 47 65 25 87 73 8 49 111 0.794 0.694 0.693 0.8330.643 0.673 0.737 0.861 0.745 794 694 693 833 643 673 737 861 745 94 -6 -7 133 -57 -27 37 161 45 94 6 7 133 57 27 37 161 45 0.662 0.753 0.760 0.639 0.803 0.635 0.692 0.763 0.742 662 753 760 639 803 635 692 763 742 -38 53 60 -61 103 -65 -8 63 42 38 53 60 61 103 65 8 63 42 0.743 0.670 0.610 0.678 0.680 0.693 0.853 0.644 0.620 743 670 610 678 680 693 853 644 620 43 -30 -90 -22 -20 -7 153 -56 -80 43 30 90 22 20 7 153 56 80 0.677 0.756 0.646 0.868 0.728 0.650 0.755 0.768 0.647 677 756 646 868 728 650 755 768 647 -23 56 -54 168 28 -50 55 68 -53 23 56 54 168 28 50 55 68 53 0.737 0.765 0.678 0.787 0.632 0.736 0.770 0.736 0.695 737 765 678 787 632 736 770 736 695 37 65 -22 87 -68 36 70 36 -5 37 65 22 87 68 36 70 36 5 0.685 0.683 0.606 0.705 0.774 0.633 0.622 0.786 0.663 685 683 606 705 774 633 622 786 663 -15 -17 -94 5 74 -67 -78 86 -37 15 17 94 5 74 67 78 86 37 0.776 0.726 0.686 0.688 0.842 0.729 0.579 0.907 0.772 776 726 686 688 842 729 579 907 772 76 26 -14 -12 142 29 -121 207 72 76 26 14 12 142 29 121 207 72 0.660 0.659 0.608 0.731 0.769 0.680 0.751 0.839 0.620 660 659 608 731 769 680 751 839 620 -40 -41 -92 31 69 -20 51 139 -80 40 41 92 31 69 20 51 139 80 0.693 0.689 0.622 0.690 0.720 0.564 0.744 0.716 0.801 693 689 622 690 720 564 744 716 801 -7 -11 -78 -10 20 -136 44 16 101 7 11 78 10 20 136 44 16 101 0.688 0.760 0.623 0.653 0.824 0.660 0.763 0.622 0.682 688 760 623 653 824 660 763 622 682 -12 60 -77 -47 124 -40 63 -78 -18 12 60 77 47 124 40 63 78 18 0.716 0.702 0.649 0.695 0.638 0.611 0.737 0.666 0.673 716 702 649 695 638 611 737 666 673 16 2 -51 -5 -62 -89 37 -34 -27 16 2 51 5 62 89 37 34 27 0.745 0.675 0.661 0.741 0.789 0.808 0.685 0.864 0.740 745 675 661 741 789 808 685 864 740 45 -25 -39 41 89 108 -15 164 40 45 25 39 41 89 108 15 164 40 0.654 0.714 0.775 0.813 0.773 0.647 0.670 0.801 0.658 654 714 775 813 773 647 670 801 658 -46 14 75 113 73 -53 -30 101 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0.743 0.756 0.723 734 668 689 739 737 737 743 756 723 34 -32 -11 39 37 37 43 56 23 34 32 11 39 37 37 43 56 23 0.666 0.701 0.736 0.787 0.724 0.639 0.668 0.743 0.709 666 701 736 787 724 639 668 743 709 -34 1 36 87 24 -61 -32 43 9 34 1 36 87 24 61 32 43 9 0.712 0.774 0.707 0.709 0.699 0.752 0.669 0.804 0.695 712 774 707 709 699 752 669 804 695 12 74 7 9 -1 52 -31 104 -5 12 74 7 9 1 52 31 104 5 0.684 0.658 0.657 0.756 0.731 0.736 0.720 0.732 0.792 684 658 657 756 731 736 720 732 792 -16 -42 -43 56 31 36 20 32 92 16 42 43 56 31 36 20 32 92 0.626 0.690 0.749 0.707 0.592 0.684 0.700 0.812 0.691 626 690 749 707 592 684 700 812 691 -74 -10 49 7 -108 -16 0 112 -9 74 10 49 7 108 16 0 112 9 0.681 0.672 0.627 0.775 0.675 0.833 0.645 0.775 0.754 681 672 627 775 675 833 645 775 754 -19 -28 -73 75 -25 133 -55 75 54 19 28 73 75 25 133 55 75 54 0.774 0.688 0.785 0.746 0.693 0.710 0.635 0.962 0.693 774 688 785 746 693 710 635 962 693 74 -12 85 46 -7 10 -65 262 -7 74 12 85 46 7 10 65 262 7 0.719 0.712 0.651 0.762 0.693 0.690 0.730 0.774 0.701 719 712 651 762 693 690 730 774 701 19 12 -49 62 -7 -10 30 74 1 19 12 49 62 7 10 30 74 1 0.725 0.657 0.597 0.706 0.706 0.704 0.723 0.725 0.727 725 657 597 706 706 704 723 725 727 25 -43 -103 6 6 4 23 25 27 25 43 103 6 6 4 23 25 27 0.711 0.732 0.638 0.735 0.662 0.779 0.737 0.725 0.732 711 732 638 735 662 779 737 725 732 11 32 -62 35 -38 79 37 25 32 11 32 62 35 38 79 37 25 32 0.747 0.765 0.654 0.762 0.682 0.734 0.667 0.799 0.718 747 765 654 762 682 734 667 799 718 47 65 -46 62 -18 34 -33 99 18 47 65 46 62 18 34 33 99 18 0.702 0.759 0.701 0.715 0.704 0.701 0.612 0.779 0.681 702 759 701 715 704 701 612 779 681 2 59 1 15 4 1 -88 79 -19 2 59 1 15 4 1 88 79 19 0.627 0.710 0.730 0.717 0.696 0.692 0.739 0.677 0.722 627 710 730 717 696 692 739 677 722 -73 10 30 17 -4 -8 39 -23 22 73 10 30 17 4 8 39 23 22 0.751 0.729 0.759 0.774 0.775 0.719 0.672 0.839 0.663 751 729 759 774 775 719 672 839 663 51 29 59 74 75 19 -28 139 -37 51 29 59 74 75 19 28 139 37 0.715 0.651 0.613 0.635 0.635 0.650 0.706 0.839 0.756 715 651 613 635 635 650 706 839 756 15 -49 -87 -65 -65 -50 6 139 56 15 49 87 65 65 50 6 139 56 0.739 0.729 0.705 0.703 0.660 0.800 0.684 0.883 0.688 739 729 705 703 660 800 684 883 688 39 29 5 3 -40 100 -16 183 -12 39 29 5 3 40 100 16 183 12 0.640 0.679 0.809 0.691 0.765 0.720 0.696 0.845 0.693 640 679 809 691 765 720 696 845 693 -60 -21 109 -9 65 20 -4 145 -7 60 21 109 9 65 20 4 145 7 0.704 0.715 0.729 0.692 0.747 0.687 0.678 0.855 0.651 704 715 729 692 747 687 678 855 651 4 15 29 -8 47 -13 -22 155 -49 4 15 29 8 47 13 22 155 49 0.696 0.659 0.739 0.679 0.681 0.678 0.705 0.924 0.642 696 659 739 679 681 678 705 924 642 -4 -41 39 -21 -19 -22 5 224 -58 4 41 39 21 19 22 5 224 58 0.727 0.683 0.711 0.763 0.684 0.678 0.708 0.856 0.717 727 683 711 763 684 678 708 856 717 27 -17 11 63 -16 -22 8 156 17 27 17 11 63 16 22 8 156 170.631 0.705 0.728 0.609 0.773 0.785 0.660 0.810 0.623 631 705 728 609 773 785 660 810 623 -69 5 28 -91 73 85 -40 110 -77 69 5 28 91 73 85 40 110 77 0.759 0.724 0.674 0.718 0.720 0.702 0.700 0.699 0.734 759 724 674 718 720 702 700 699 734 59 24 -26 18 20 2 0 -1 34 59 24 26 18 20 2 0 1 34 0.690 0.652 0.668 0.709 0.711 0.671 0.690 0.861 0.680 690 652 668 709 711 671 690 861 680 -10 -48 -32 9 11 -29 -10 161 -20 10 48 32 9 11 29 10 161 20 0.726 0.727 0.672 0.700 0.680 0.716 0.751 0.708 0.710 726 727 672 700 680 716 751 708 710 26 27 -28 0 -20 16 51 8 10 26 27 28 0 20 16 51 8 10 0.704 0.713 0.715 0.703 0.817 0.743 0.620 0.754 0.627 704 713 715 703 817 743 620 754 627 4 13 15 3 117 43 -80 54 -73 4 13 15 3 117 43 80 54 73 0.668 0.731 0.689 0.668 0.729 0.706 0.652 0.639 0.708 668 731 689 668 729 706 652 639 708 -32 31 -11 -32 29 6 -48 -61 8 32 31 11 32 29 6 48 61 8 0.768 0.763 0.649 0.620 0.755 0.620 0.692 0.534 0.718 768 763 649 620 755 620 692 534 718 68 63 -51 -80 55 -80 -8 -166 18 68 63 51 80 55 80 8 166 18 0.709 0.701 0.661 0.686 0.675 0.790 0.782 0.630 0.684 709 701 661 686 675 790 782 630 684 9 1 -39 -14 -25 90 82 -70 -16 9 1 39 14 25 90 82 70 16 0.752 0.669 0.665 0.644 0.628 0.743 0.660 0.674 0.705 752 669 665 644 628 743 660 674 705 52 -31 -35 -56 -72 43 -40 -26 5 52 31 35 56 72 43 40 26 5 0.630 0.709 0.654 0.743 0.641 0.715 0.703 0.749 0.686 630 709 654 743 641 715 703 749 686 -70 9 -46 43 -59 15 3 49 -14 70 9 46 43 59 15 3 49 14 0.744 0.728 0.714 0.720 0.723 0.644 0.755 0.590 0.669 744 728 714 720 723 644 755 590 669 44 28 14 20 23 -56 55 -110 -31 44 28 14 20 23 56 55 110 31 0.739 0.716 0.709 0.708 0.681 0.677 0.700 0.766 0.715 739 716 709 708 681 677 700 766 715 39 16 9 8 -19 -23 0 66 15 39 16 9 8 19 23 0 66 15 Transf S1 S2 S3 S4 S5 S6 S7 S8 S9 X-700 ABS s1 s2 s3 s4 s5 s6 s7 s8 s9 tent 1 tent2 tent 3 tent 4 tent 5 tent 6 tent 7 tent 8 tent 9 tent 10 Média 818 883 720 752 870 715 758 742 776 118 183 20 52 170 15 58 42 76 tent 1 118 183 20 52 170 15 58 42 76 s1 118 4 69 26 188 74 24 8 78 103 69.2 696 747 792 675 706 689 773 714 818 -4 47 92 -25 6 -11 73 14 118 tent 2 4 47 92 25 6 11 73 14 118 s2 183 47 80 44 2 52 67 82 101 1 65.9 1008 780 701 644 677 708 661 633 794 308 80 1 -56 -23 8 -39 -67 94 tent 3 308 80 1 56 23 8 39 67 94 s3 20 92 1 39 52 13 33 43 31 80 40.4 674 744 661 791 714 733 720 772 774 -26 44 -39 91 14 33 20 72 74 tent 4 26 44 39 91 14 33 20 72 74 s4 52 25 56 91 25 9 55 63 66 50 49.2 888 702 752 725 569 631 619 779 706 188 2 52 25 -131 -69 -81 79 6 tent 5 188 2 52 25 131 69 81 79 6 s5 170 6 23 14 131 0 82 7 66 40 53.9 774 752 713 691 700 590 794 726 694 74 52 13 -9 0 -110 94 26 -6 tent 6 74 52 13 9 0 110 94 26 6 s6 15 11 8 33 69 110 65 25 84 20 44 676 767 733 755 782 765 725 917 776 -24 67 33 55 82 65 25 217 76 tent 7 24 67 33 55 82 65 25 217 76 s7 58 73 39 20 81 94 25 27 60 44 52.1 692 782 743 637 693 725 727 716 719 -8 82 43 -63 -7 25 27 16 19 tent 8 8 82 43 63 7 25 27 16 19 s8 42 14 67 72 79 26 217 16 27 143 70.3 778 801 731 766 634 616 760 673 756 78 101 31 66 -66 -84 60 -27 56 tent 9 78 101 31 66 66 84 60 27 56 s9 76 118 94 74 6 6 76 19 56 32 55.7 803 701 780 750 740 720 744 843 668 103 1 80 50 40 20 44 143 -32 tent 10 103 1 80 50 40 20 44 143 32 55.6333333333 obs: s1 na tent 3 - valor 308 foi convertido para a média das outras variáveis - 69. anova Dados ordenados para ANOVA dois fatores 3(Grupo) x 10 (tent). Erro absoluto Erro variável 1 118 4 69 26 188 74 24 8 78 103 1 74.0202674948 39.7969848104 1 183 47 80 44 2 52 67 82 101 1 1 68.3571503209 37.938107491 1 20 92 1 39 52 13 33 43 31 80 1 34.5210080965 24.8394846967 1 52 25 56 91 25 9 55 63 66 50 1 27.252522819 23.0282435283 1 170 6 23 14 131 0 82 7 66 40 1 76.0835067541 35.7910603363 1 15 11 8 33 69 110 65 25 84 20 1 25.3021738197 38.4798648646 1 58 73 39 20 81 94 25 27 60 44 1 24.9339126492 28.3989436423 1 42 14 67 72 79 26 217 16 27 143 1 26.7338736438 89.987221315 1 76 118 94 74 6 6 76 19 56 32 1 41.7228953933 28.2347303865 2 41 44 46 58 32 1 13 70 43 19 2 9.3914855055 27.4627019792 2 85 31 18 4 109 60 36 44 33 7 2 45.2912795138 19.3002590656 2 61 27 1 46 4 14 7 9 19 24 2 26.0710567488 7.0213958726 2 52 67 28 5 29 26 4 23 52 7 2 23.9311512469 19.1389654893 2 36 20 7 11 3 98 27 16 133 117 2 13.1263094585 53.3638454386 2 55 5 63 106 43 24 41 18 1 40 2 36.4252659565 16.634301909 2 128 8 11 153 46 58 90 36 20 75 2 67.3624524494 28.3584202663 2 36 38 16 40 61 35 42 68 8 86 2 15.9749804382 30.2026488905 2 36 35 29 61 56 70 82 2 15 68 2 14.152738251 36.2049720342 2 123 49 92 29 63 74 77 39 7 27 2 36.9350781778 30.2853099703 2 219 76 11 19 2 10 71 67 27 41 2 90.6051874895 26.0230666909 2 42 53 5 37 10 32 45 46 8 20 2 20.8877954797 16.3462533934 3 49 46 43 62 40 66 2 25 8 11 3 8.514693183 25.7934100111 3 55 9 138 122 43 22 25 41 95 68 3 54.6470493256 30.9790251622 3 42 111 57 132 34 67 61 14 43 150 3 43.7001144163 50.7690850814 3 100 58 31 41 36 34 105 22 27 69 3 28.0659936578 35.1610580046 3 63 94 67 28 116 50 60 5 10 57 3 33.3511618988 26.6889490239 3 138 45 49 37 16 46 31 24 52 10 3 47.0372193056 16.9056203672 3 51 9 77 21 99 60 11 6 40 39 3 37.5606176733 22.420972325 3 45 46 139 39 28 4 8 87 133 61 3 45.0699456401 54.5188040955 3 35 33 28 9 112 23 25 82 53 142 3 39.7026447482 49.3102423438 3 32 133 143 194 13 89 179 14 141 59 3 77.3336925279 65.2977794416 3 176 98 41 90 32 7 35 13 14 39 3 57.4264747307 14.3805424098 3 127 139 230 43 34 60 14 111 17 98 3 80.1392538024 44.7493016705 Ganho e decl Grupo força assimétrica Controle bloco trnsf Melhor bloco Tx declínio bloco trnsf Controle ganho s1 35.2 69.2 24.4 183.606557377 55.6333333333 59.6833333333 -6.7858140184 s2 61.8 65.9 16.7 294.6107784431 s3 71.1 40.4 31.6 27.8481012658 melhor bl I declínio s4 52.3 49.2 49.9 -1.4028056112 32.2888888889 72.2986923606 s5 55 53.9 27.3 97.4358974359 s6 44.8 44 23.2 89.6551724138 s7 41.3 52.1 33.3 56.4564564565 s8 59 70.3 48.4 45.2479338843 s9 54.2 55.7 35.8 55.5865921788s10 99.7 55.6333333333 32.2888888889 s11 54.5 94.3382982049 s12 87.3 T-test for Independent Samples (letxdec.sta) Note: Variables were treated as independent samples Mean Mean Valid N Valid N Std.Dev. Std.Dev. F-ratio p Group 1 Group 2 t-value df p Group 1 Group 2 Group 1 Group 2 variancs variancs VAR1 vs. VAR2 94.3382982049 42.0139144234 1.7470867681 19 0.0967673387 9 12 91.5446018321 43.2789555604 4.4741643921 0.0248277689 G1 força assim g2 simétrico Anova prática Anova 2 x15 (grupo por bloco) g1 f. assimétrica g2 f. simetrica Summary of all Effects; design: (lepratic.sta) 1-VAR1, 2-BLOCO df MS df MS Effect Effect Error Error F p-level 1 1 1593.0225830078 19 2213.1665039062 0.7197933793 0.406773746 2 14 3492.8850097656 266 220.6522674561 15.8298168182 0 12 14 464.2494812012 266 220.6522674561 2.1039867401 0.0119874338 Newman Keuls Efeito de bloco Newman-Keuls test; Var.1 (lepratic.sta) Probabilities for Post-Hoc Tests MAIN EFFECT: BLOCO {1} {2} {3} {4} {5} {6} {7} {8} {9} {10} {11} {12} {13} {14} {15} 84.52361 52.15417 49.97500 58.30139 40.28472 49.16528 40.00555 41.81250 43.34028 35.95278 36.86111 35.53472 34.89444 34.13611 39.79861 .... 1 {1} 0.0000218153 0.000007689 0.0000087619 0.0000321269 0.0000171661 0.0000101328 0.0000256896 0.0000201464 0.000017345 0.000014782 0.000020206 0.0000230074 0.0000261068 0.0000124574 .... 2 {2} 0.0000218153 0.6345270872 0.1799358726 0.0998271704 0.7912340164 0.1113019586 0.1594516039 0.2184303403 0.0149388313 0.02401191 0.0129294395 0.0091354847 0.0056483746 0.1238726377 .... 3 {3} 0.000007689 0.6345270872 0.1641962528 0.2140283585 0.8598091006 0.2495620847 0.2826601863 0.3166784644 0.0567436218 0.0807548761 0.0520939827 0.0401185155 0.0274130106 0.2846081853 .... 4 {4} 0.0000087619 0.1799358726 0.1641962528 0.0016545653 0.1905585527 0.0017002821 0.0043720603 0.009713769 0.0000696182 0.0001342893 0.0000579953 0.0000429153 0.0000335574 0.0017953515 .... 5 {5} 0.0000321269 0.0998271704 0.2140283585 0.0016545653 0.2124506831 0.9514456987 0.7389391065 0.7829284668 0.879273057 0.8780501485 0.905821383 0.9033882618 0.8830926418 0.9938232899 .... 6 {6} 0.0000171661 0.7912340164 0.8598091006 0.1905585527 0.2124506831 0.2668081522 0.2439215183 0.2038474679 0.0761725903 0.1022256613 0.0724320412 0.0581479073 0.0415560603 0.3177339435 .... 7 {7} 0.0000101328 0.1113019586 0.2495620847 0.0017002821 0.9514456987 0.2668081522 0.9179333448 0.8861432672 0.8131479621 0.7717113495 0.8664531708 0.8754178882 0.8611713648 0.963997066 .... 8 {8} 0.0000256896 0.1594516039 0.2826601863 0.0043720603 0.7389391065 0.2439215183 0.9179333448 0.7389391065 0.7970710993 0.8168907166 0.8182259798 0.8028720021 0.7623251677 0.9716628194 .... 9 {9} 0.0000201464 0.2184303403 0.3166784644 0.009713769 0.7829284668 0.2038474679 0.8861432672 0.7389391065 0.6748991013 0.7189497948 0.6855733395 0.653631568 0.5934481621 0.9385353923 .... 10 {10} 0.000017345 0.0149388313 0.0567436218 0.0000696182 0.879273057 0.0761725903 0.8131479621 0.7970710993 0.6748991013 0.8429461122 0.9273449183 0.9710568786 0.978921771 0.678781569 .... 11 {11} 0.000014782 0.02401191 0.0807548761 0.0001342893 0.8780501485 0.1022256613 0.7717113495 0.8168907166 0.7189497948 0.8429461122 0.954901576 0.9735226631 0.9759633541 0.5216619372 .... 12 {12} 0.000020206 0.0129294395 0.0520939827 0.0000579953 0.905821383 0.0724320412 0.8664531708 0.8182259798 0.6855733395 0.9273449183 0.954901576 0.8889306188 0.9499857426 0.7886744142 .... 13 {13} 0.0000230074 0.0091354847 0.0401185155 0.0000429153 0.9033882618 0.0581479073 0.8754178882 0.8028720021 0.653631568 0.9710568786 0.9735226631 0.8889306188 0.8686228395 0.8221018314 .... 14 {14} 0.0000261068 0.0056483746 0.0274130106 0.0000335574 0.8830926418 0.0415560603 0.8611713648 0.7623251677 0.5934481621 0.978921771 0.9759633541 0.9499857426 0.8686228395 0.819596827 .... 15 {15} 0.0000124574 0.1238726377 0.2846081853 0.0017953515 0.9938232899 0.3177339435 0.963997066 0.9716628194 0.9385353923 0.678781569 0.5216619372 0.7886744142 0.8221018314 0.819596827 Sheet6 GFA 96.5555555556 66.4 50.8 52.8111111111 56.6 51.5444444444 66.7444444444 50 34.6444444444 52.8222222222 44.6888888889 37.8777777778 38.9444444444 44.0444444444 44.8 40.7 44.7888888889 37.6777777778 37.3555555556 42.3222222222 40.2555555556 36.6333333333 38.5444444444 37.1111111111 39.2555555556 35.9111111111 32.2888888889 41.3333333333 44.5555555556 37.2777777778 GFS 72 58 54 50 43 50 50 43 46 45 54 40 41 37 39 41 42 37 35 39 33 37 33 34 31 32 36 37 35 35 Sheet6 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 GFA GFS Erro absoluto (mm/s) Fase aprendizagem Sheet7 Sheet8 Sheet9 Sheet10 Sheet11 Sheet12 Sheet13 Sheet14 Sheet15 Sheet16 * * * Testes de avaliação de aprendizagem (1) retenção: mesma situação de prática. (2) transferência: novo contexto (retirada de CR), ambiente físico, características pessoais (fadiga, stress) e variações da habilidade (mudança de parâmetros de controle). * * * Variáveis para se medir a aprendizagem Temporais: tempo de movimento, tempo sobre o alvo. Erro: absoluto, algébrico e variável. Desempenho: distância alcançada, padrão motor e proporção de acertos. Cinemáticas: deslocamento, velocidade e aceleração. Cinéticas: força. * * * Habilidade motora Qualidade de execução: nível de desempenho. Ação motora: habilidade caracterizada por um padrão de movimentos. * * * Precisão espacial Erro radial em alvo circular * * * Consistência com precisão * * * Cinemática Afastamento entre os dedos para agarrar uma bola em movimento Gráfico3 0 0 0 1 1 4 8 4 13 21 12 26 36 24 41 53 38 56 69 54 70 83 69 81 93 80 91 101 87 99 106 90 102 109 89.6 103 107 84 100 102 76 92 91 64 75 72 51 56 49 41 37 36 38 24 33 38 21 33 38 21 33 38 21 Pré-teste Pós-teste P Pós-teste T Tempo normalizado Abertura (mm) Plan1 Pré-teste Pós-teste P Pós-teste T 0 0 0 1 1 4 8 4 13 21 12 26 36 24 41 53 38 56 69 54 70 83 69 81 93 80 91 101 87 99 106 90 102 109 89.6 103 107 84 100 102 76 92 91 64 75 72 51 56 49 41 37 36 38 24 33 38 21 33 38 21 33 38 21 Plan1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 Pré-teste Pós-teste P Pós-teste T Tempo normalizado Abertura (mm) Plan2
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