###performance-id: pid9094-15 ###title: Mazurka in C major, Op. 24, No. 2 ###trial: 01/01 ###date: 2007/02/10/ ###reverse-conductor: Craig Stuart Sapp ###performer: Andrew Rangell ###performance-date: 2001 ###label: Dorian DOR-93258 ###label-title: Chopin: The Mauzrkas, Complete ###data-type: Global Beat Dynamics (0.2x2 smoothing; 100 ms delay) ###extraction-date: Tue Feb 13 04:14:26 PST 2007 0.908 72.3 (1:1) 1.238 75.9 (1:2) 1.568 78.5 (1:3) 1.878 74.0 (2:1) 2.188 75.5 (2:2) 2.484 71.7 (2:3) 2.788 73.0 (3:1) 3.088 70.8 (3:2) 3.408 72.6 (3:3) 3.728 66.3 (4:1) 4.068 71.0 (4:2) 4.498 69.5 (4:3) 5.138 72.0 (5:1) 5.458 75.9 (5:2) 5.738 73.2 (5:3) 5.998 76.0 (6:1) 6.298 81.3 (6:2) 6.678 74.9 (6:3) 6.998 78.2 (7:1) 7.288 78.6 (7:2) 7.568 73.0 (7:3) 7.808 75.6 (8:1) 8.127 70.8 (8:2) 8.538 76.5 (8:3) 8.948 75.1 (9:1) 9.308 79.3 (9:2) 9.727 74.7 (9:3) 9.978 76.7 (10:1) 10.268 82.1 (10:2) 10.558 74.0 (10:3) 10.824 76.2 (11:1) 11.218 79.9 (11:2) 11.538 73.4 (11:3) 11.788 72.8 (12:1) 12.1 71.9 (12:2) 12.498 77.9 (12:3) 12.858 72.3 (13:1) 13.168 73.7 (13:2) 13.438 83.8 (13:3) 13.728 73.8 (14:1) 13.998 74.5 (14:2) 14.258 82.2 (14:3) 14.558 78.7 (15:1) 14.818 81.5 (15:2) 15.118 77.9 (15:3) 15.348 72.9 (16:1) 15.698 69.5 (16:2) 16.058 79.8 (16:3) 16.357 74.5 (17:1) 16.668 72.6 (17:2) 16.918 83.3 (17:3) 17.208 76.3 (18:1) 17.478 74.8 (18:2) 17.718 82.0 (18:3) 17.998 77.7 (19:1) 18.268 82.8 (19:2) 18.49 81.3 (19:3) 18.778 74.0 (20:1) 19.128 72.2 (20:2) 19.498 79.1 (20:3) 20.098 77.5 (21:1) 20.537 85.2 (21:2) 20.938 80.7 (21:3) 21.278 75.9 (22:1) 21.678 75.6 (22:2) 22.155 74.5 (22:3) 22.418 72.9 (23:1) 22.728 73.0 (23:2) 23.018 75.3 (23:3) 23.308 78.4 (24:1) 23.618 70.8 (24:2) 23.928 72.2 (24:3) 24.202 74.4 (25:1) 24.488 83.9 (25:2) 24.818 84.2 (25:3) 25.196 74.1 (26:1) 25.558 75.2 (26:2) 25.898 73.6 (26:3) 26.158 75.3 (27:1) 26.518 79.2 (27:2) 26.858 77.5 (27:3) 27.318 77.2 (28:1) 27.758 72.8 (28:2) 28.258 71.8 (28:3) 28.828 71.2 (29:1) 29.188 78.1 (29:2) 29.518 82.1 (29:3) 29.798 76.7 (30:1) 30.138 74.5 (30:2) 30.631 74.3 (30:3) 30.892 73.9 (31:1) 31.248 79.9 (31:2) 31.533 77.1 (31:3) 31.828 80.0 (32:1) 32.168 73.9 (32:2) 32.478 78.7 (32:3) 32.778 74.7 (33:1) 33.068 82.1 (33:2) 33.358 80.0 (33:3) 33.718 74.0 (34:1) 34.128 74.9 (34:2) 34.438 72.2 (34:3) 34.718 72.3 (35:1) 35.088 75.9 (35:2) 35.478 73.9 (35:3) 36.018 74.6 (36:1) 36.468 70.8 (36:2) 37.008 66.6 (36:3) 37.598 67.1 (37:1) 38.148 70.2 (37:2) 38.558 73.8 (37:3) 38.838 74.2 (38:1) 39.168 75.4 (38:2) 39.598 72.5 (38:3) 39.928 74.5 (39:1) 40.238 76.3 (39:2) 40.548 73.5 (39:3) 40.818 73.4 (40:1) 41.108 71.7 (40:2) 41.528 77.6 (40:3) 41.908 72.6 (41:1) 42.302 78.4 (41:2) 42.668 73.9 (41:3) 42.928 77.6 (42:1) 43.228 79.7 (42:2) 43.528 78.9 (42:3) 43.906 76.6 (43:1) 44.168 79.7 (43:2) 44.498 72.9 (43:3) 44.739 73.5 (44:1) 45.038 72.4 (44:2) 45.428 80.5 (44:3) 45.798 73.2 (45:1) 46.108 74.0 (45:2) 46.388 83.4 (45:3) 46.688 72.9 (46:1) 46.958 72.2 (46:2) 47.238 81.1 (46:3) 47.518 77.9 (47:1) 47.788 81.2 (47:2) 48.068 77.4 (47:3) 48.298 69.4 (48:1) 48.638 67.0 (48:2) 48.968 78.6 (48:3) 49.278 76.6 (49:1) 49.548 73.2 (49:2) 49.81 77.2 (49:3) 50.088 74.3 (50:1) 50.347 75.3 (50:2) 50.598 81.3 (50:3) 50.888 78.9 (51:1) 51.158 83.6 (51:2) 51.427 78.7 (51:3) 51.658 73.3 (52:1) 51.958 72.4 (52:2) 52.238 82.6 (52:3) 52.538 67.9 (53:1) 52.838 68.1 (53:2) 53.128 78.2 (53:3) 53.438 77.7 (54:1) 53.728 77.5 (54:2) 54.018 83.5 (54:3) 54.341 73.1 (55:1) 54.718 78.3 (55:2) 55.108 77.8 (55:3) 55.438 78.5 (56:1) 55.818 74.7 (56:2) 56.606 69.3 (56:3) 57.359 73.9 (57:1) 58.138 77.4 (57:2) 58.558 78.2 (57:3) 58.988 75.4 (58:1) 59.268 77.1 (58:2) 59.557 74.0 (58:3) 59.848 78.7 (59:1) 60.128 76.3 (59:2) 60.408 78.4 (59:3) 60.676 78.6 (60:1) 60.938 79.7 (60:2) 61.288 83.3 (60:3) 61.688 82.6 (61:1) 62.108 82.1 (61:2) 62.468 81.8 (61:3) 62.848 78.8 (62:1) 63.128 77.3 (62:2) 63.408 72.6 (62:3) 63.668 77.8 (63:1) 63.928 77.3 (63:2) 64.188 82.2 (63:3) 64.458 80.6 (64:1) 64.728 84.0 (64:2) 65.108 83.8 (64:3) 65.508 84.2 (65:1) 66.018 82.4 (65:2) 66.398 83.7 (65:3) 66.788 76.1 (66:1) 67.048 78.1 (66:2) 67.338 75.7 (66:3) 67.598 79.1 (67:1) 67.868 76.8 (67:2) 68.128 77.5 (67:3) 68.398 76.4 (68:1) 68.648 76.0 (68:2) 68.908 83.3 (68:3) 69.198 72.8 (69:1) 69.498 72.3 (69:2) 69.788 77.9 (69:3) 70.068 77.6 (70:1) 70.398 80.7 (70:2) 70.678 80.9 (70:3) 70.998 78.0 (71:1) 71.318 74.3 (71:2) 71.598 71.2 (71:3) 71.938 70.8 (72:1) 72.348 73.9 (72:2) 72.688 80.7 (72:3) 73.148 81.8 (73:1) 73.733 75.3 (73:2) 74.088 75.5 (73:3) 74.488 81.5 (74:1) 74.848 78.8 (74:2) 75.138 81.1 (74:3) 75.458 82.0 (75:1) 75.768 80.0 (75:2) 76.048 79.3 (75:3) 76.358 79.6 (76:1) 76.8 79.1 (76:2) 77.198 79.1 (76:3) 77.518 82.4 (77:1) 77.878 79.2 (77:2) 78.158 81.0 (77:3) 78.468 81.7 (78:1) 78.788 78.0 (78:2) 79.058 80.4 (78:3) 79.358 80.1 (79:1) 79.648 80.1 (79:2) 79.928 77.9 (79:3) 80.218 81.0 (80:1) 80.58 76.7 (80:2) 80.988 75.0 (80:3) 81.488 73.7 (81:1) 82.1 73.5 (81:2) 82.458 75.7 (81:3) 82.858 75.0 (82:1) 83.198 74.7 (82:2) 83.498 79.5 (82:3) 83.838 79.4 (83:1) 84.118 79.7 (83:2) 84.418 78.7 (83:3) 84.778 79.4 (84:1) 85.248 75.0 (84:2) 85.598 78.9 (84:3) 85.948 80.3 (85:1) 86.308 78.1 (85:2) 86.578 80.6 (85:3) 86.988 75.6 (86:1) 87.348 73.2 (86:2) 87.678 74.4 (86:3) 88.088 76.1 (87:1) 88.638 70.1 (87:2) 88.978 72.2 (87:3) 89.448 68.2 (88:1) 90.048 64.2 (88:2) 90.745 68.1 (88:3) 91.378 66.1 (89:1) 91.798 73.3 (89:2) 92.188 72.2 (89:3) 92.488 72.6 (90:1) 92.812 77.0 (90:2) 93.228 72.4 (90:3) 93.548 76.1 (91:1) 93.858 77.8 (91:2) 94.168 73.4 (91:3) 94.448 73.2 (92:1) 94.767 72.1 (92:2) 95.198 77.9 (92:3) 95.578 73.9 (93:1) 96.01 80.5 (93:2) 96.376 76.2 (93:3) 96.648 75.1 (94:1) 96.938 77.4 (94:2) 97.228 77.2 (94:3) 97.478 80.4 (95:1) 97.848 80.1 (95:2) 98.198 74.0 (95:3) 98.448 74.9 (96:1) 98.748 75.9 (96:2) 99.098 80.9 (96:3) 99.418 74.0 (97:1) 99.748 76.7 (97:2) 100.058 82.2 (97:3) 100.358 75.5 (98:1) 100.638 76.0 (98:2) 100.898 83.3 (98:3) 101.198 79.0 (99:1) 101.478 82.8 (99:2) 101.768 76.5 (99:3) 102.008 68.4 (100:1) 102.298 71.4 (100:2) 102.588 77.3 (100:3) 102.859 75.0 (101:1) 103.139 73.4 (101:2) 103.398 80.7 (101:3) 103.688 77.0 (102:1) 103.948 75.6 (102:2) 104.198 84.4 (102:3) 104.488 79.4 (103:1) 104.748 83.9 (103:2) 104.998 84.2 (103:3) 105.248 73.0 (104:1) 105.558 72.8 (104:2) 105.888 79.6 (104:3) 106.298 71.7 (105:1) 106.638 72.8 (105:2) 106.938 73.9 (105:3) 107.238 74.1 (106:1) 107.538 73.9 (106:2) 107.828 69.6 (106:3) 108.128 72.3 (107:1) 108.428 70.8 (107:2) 108.738 72.6 (107:3) 109.158 69.8 (108:1) 109.529 51.1 (108:2) 109.979 43.6 (108:3) 110.428 71.2 (109:1) 110.758 72.1 (109:2) 111.048 76.7 (109:3) 111.348 75.8 (110:1) 111.668 76.4 (110:2) 111.968 70.1 (110:3) 112.268 72.3 (111:1) 112.568 67.6 (111:2) 112.878 70.3 (111:3) 113.228 70.3 (112:1) 113.515 54.6 (112:2) 113.827 47.5 (112:3) 114.138 72.1 (113:1) 114.508 66.1 (113:2) 114.828 51.8 (113:3) 115.148 68.2 (114:1) 115.538 68.8 (114:2) 115.933 49.8 (114:3) 116.328 71.2 (115:1) 116.678 68.9 (115:2) 116.988 74.0 (115:3) 117.328 67.8 (116:1) 117.788 70.3 (116:2) 118.138 61.4 (116:3) 118.488 73.5 (117:1) 118.918 73.0 (117:2) 119.248 55.6 (117:3) 119.578 72.1 (118:1) 120.078 69.4 (118:2) 120.433 58.7 (118:3) 120.788 69.3 (119:1) 121.188 70.0 (119:2) 121.598 69.8 (119:3) 122.158 67.8 (120:1) 123.22 68.4 (120:2) 124.36 58.1 (120:3) 125.433 48.4 (121:1)