# !!!performance-id: pid9060b-10 # !!!title: Mazurka in C-sharp minor, Op. 63, No. 3 # !!!trials: 1 # !!!date: 2007/03/30/ # !!!reverse-conductor: Craig Stuart Sapp # !!!performer: Alexander Brailowsky # !!!performance-date: 1960 # !!!label: Sony SB2K 63237 # !!!label-title: Chopin Mazurkas (Complete) & Polonaises: Alexander Brailowsky # !!!offset: 0 0.498 162.2 0.868 84.5 1.578 81.1 2.318 153.8 2.708 162.2 3.078 100.0 3.678 157.9 4.058 133.3 4.508 101.7 5.098 150.0 5.498 166.7 5.858 117.6 6.368 187.5 6.688 133.3 7.138 105.3 7.708 130.4 8.168 153.8 8.558 100.0 9.158 146.3 9.568 136.4 10.008 109.1 10.558 153.8 10.948 176.5 11.288 139.5 11.718 166.7 12.078 96.8 12.698 107.1 13.258 142.9 13.678 157.9 14.058 101.7 14.648 162.2 15.018 136.4 15.458 115.4 15.978 139.5 16.408 171.4 16.758 111.1 17.298 157.9 17.678 81.3 18.416 108.7 18.968 133.3 19.418 162.2 19.788 130.4 20.248 162.2 20.618 113.2 21.148 115.4 21.668 139.5 22.098 117.6 22.608 142.9 23.028 107.1 23.588 88.2 24.268 109.1 24.818 166.7 25.178 116.3 25.694 164.8 26.058 187.5 26.378 133.3 26.828 90.9 27.488 127.7 27.958 157.9 28.338 166.7 28.698 166.7 29.058 138.9 29.490 167.1 29.849 177.0 30.188 133.3 30.638 140.5 31.065 119.5 31.567 78.1 32.335 119.3 32.838 166.7 33.198 113.2 33.728 130.4 34.188 100.0 34.788 77.9 35.558 107.1 36.118 153.8 36.508 101.7 37.098 139.5 37.528 171.4 37.878 142.9 38.298 98.4 38.908 130.4 39.368 153.8 39.758 166.7 40.118 157.9 40.498 113.2 41.028 109.1 41.578 133.3 42.028 150.0 42.428 146.3 42.838 103.1 43.420 71.3 44.261 86.1 44.958 136.4 45.398 150.0 45.798 92.3 46.448 103.4 47.028 81.6 47.763 90.2 48.428 122.4 48.918 166.7 49.278 100.0 49.878 125.0 50.358 122.4 50.848 105.3 51.418 146.3 51.828 133.3 52.278 103.4 52.858 142.9 53.278 133.3 53.728 107.1 54.288 122.4 54.778 153.8 55.168 109.1 55.718 153.8 56.108 111.1 56.648 105.3 57.218 139.5 57.648 136.4 58.088 101.7 58.678 146.3 59.088 133.3 59.538 107.1 60.098 136.4 60.538 150.0 60.938 101.7 61.528 146.3 61.938 142.9 62.358 113.2 62.888 150.0 63.288 111.1 63.828 100.0 64.428 146.3 64.838 120.0 65.338 111.1 65.878 150.0 66.278 139.5 66.708 111.1 67.248 157.9 67.628 139.5 68.058 109.1 68.608 142.9 69.028 94.2 69.665 69.5 70.528 130.4 70.988 127.7 71.458 83.3 72.178 130.4 72.638 91.5 73.294 93.2 73.938 150.0 74.338 139.5 74.768 105.3 75.338 166.7 75.698 150.0 76.098 122.4 76.588 166.7 76.948 133.3 77.398 95.2 78.028 130.4 78.488 166.7 78.848 120.0 79.348 162.2 79.718 150.0 80.118 127.7 80.588 157.9 80.968 162.2 81.338 133.3 81.788 162.2 82.158 95.2 82.788 88.2 83.468 115.4 83.988 166.7 84.348 103.4 84.928 166.7 85.288 139.5 85.718 130.4 86.178 157.9 86.558 100.5 87.155 129.6 87.618 146.3 88.028 136.4 88.468 150.0 88.868 110.3 89.412 100.7 90.008 69.8 90.868 28.2 92.996 69.4 93.861 113.9 94.388 150.0 94.788 133.3 95.238 83.3 95.958 139.5 96.388 96.8 97.008 84.5 97.718 136.4 98.158 142.9 98.578 90.9 99.238 109.1 99.788 113.2 100.318 98.4 100.928 127.7 101.398 146.3 101.808 146.3 102.218 142.9 102.638 127.7 103.108 85.7 103.808 125.0 104.288 142.9 104.708 142.9 105.128 142.9 105.548 130.4 106.008 115.4 106.528 136.4 106.968 136.4 107.408 130.4 107.868 142.9 108.288 130.4 108.748 136.4 109.188 115.4 109.708 120.0 110.208 89.6 110.878 32.6 112.718 64.2 113.653 102.6 114.238 88.2 114.918 58.3