# !!!performance-id: pid918812-13 # !!!title: Mazurka in C-sharp minor, Op. 63, No. 3 # !!!trials: 1 # !!!date: 2008/04/04/ # !!!reverse-conductor: Craig Stuart Sapp # !!!performer: Stanislav Bunin # !!!performance-date: 1987 # !!!label: DG 423 618-2 # !!!label-title: Frederic Chopin # !!!offset: 0 0.457 105.1 1.028 77.9 1.798 69.0 2.668 133.3 3.118 139.5 3.548 77.8 4.319 127.9 4.788 87.0 5.478 130.2 5.939 130.7 6.398 122.4 6.888 105.3 7.458 157.9 7.838 157.9 8.218 142.9 8.638 115.4 9.158 122.4 9.648 146.3 10.058 107.1 10.618 83.3 11.338 71.4 12.178 101.7 12.768 89.6 13.438 87.0 14.128 133.3 14.578 146.3 14.988 115.8 15.506 98.0 16.118 84.5 16.828 76.9 17.608 157.9 17.988 166.7 18.348 133.3 18.798 125.0 19.278 113.2 19.808 111.1 20.348 158.3 20.727 122.2 21.218 152.3 21.612 153.8 22.002 178.6 22.338 157.9 22.718 146.3 23.128 127.7 23.598 120.0 24.098 85.7 24.798 80.3 25.545 119.3 26.048 115.4 26.568 93.8 27.208 89.6 27.878 120.0 28.378 63.8 29.318 157.9 29.698 206.9 29.988 139.5 30.418 133.3 30.868 146.3 31.278 139.5 31.708 206.9 31.998 193.5 32.308 115.4 32.828 166.7 33.188 200.0 33.488 142.9 33.908 181.8 34.238 136.4 34.678 116.7 35.192 168.5 35.548 187.5 35.868 162.2 36.238 125.0 36.718 113.2 37.248 75.9 38.038 122.4 38.528 101.7 39.118 103.4 39.698 103.4 40.278 103.4 40.858 60.6 41.848 87.0 42.538 120.0 43.038 90.9 43.698 176.5 44.038 176.5 44.378 136.4 44.818 139.5 45.248 111.1 45.788 98.4 46.398 133.3 46.848 75.0 47.648 60.5 48.639 115.6 49.158 98.4 49.768 53.6 50.888 50.3 52.080 65.4 52.998 85.7 53.698 130.4 54.158 110.3 54.702 134.5 55.148 113.2 55.678 93.8 56.318 92.3 56.968 142.9 57.388 142.9 57.808 193.5 58.118 150.0 58.518 111.1 59.058 113.2 59.588 181.8 59.918 157.9 60.298 193.5 60.608 162.2 60.978 115.4 61.498 139.5 61.928 202.7 62.224 174.4 62.568 200.0 62.868 171.4 63.218 150.0 63.618 187.5 63.938 176.5 64.278 153.8 64.668 166.7 65.028 176.5 65.368 175.4 65.710 188.7 66.028 187.5 66.348 187.5 66.668 206.9 66.958 187.5 67.278 171.4 67.628 193.5 67.938 206.9 68.228 171.4 68.578 193.5 68.888 176.5 69.228 150.0 69.628 142.9 70.048 157.9 70.428 100.0 71.028 84.5 71.738 68.0 72.620 98.7 73.228 89.6 73.898 133.6 74.347 88.1 75.028 55.9 76.102 57.2 77.151 159.2 77.528 146.3 77.938 133.3 78.388 107.1 78.948 60.0 79.948 62.9 80.902 106.0 81.468 80.0 82.218 139.2 82.649 113.4 83.178 105.3 83.748 139.5 84.178 122.4 84.668 120.0 85.168 92.3 85.818 75.0 86.618 82.2 87.348 89.6 88.018 139.5 88.448 150.0 88.848 113.2 89.378 103.4 89.958 84.5 90.668 68.7 91.541 147.4 91.948 117.6 92.458 162.2 92.828 113.2 93.358 139.5 93.788 113.2 94.318 181.3 94.649 188.1 94.968 146.3 95.378 153.8 95.768 153.8 96.158 113.2 96.688 50.8 97.868 69.0 98.738 153.8 99.128 146.3 99.538 113.2 100.068 98.4 100.678 125.0 101.158 111.1 101.698 157.9 102.078 122.4 102.568 93.8 103.208 67.4 104.098 78.9 104.858 70.4 105.710 107.5 106.268 89.6 106.938 76.9 107.718 120.0 108.218 122.4 108.708 142.9 109.128 136.1 109.569 113.4 110.098 101.7 110.688 114.5 111.212 144.2 111.628 153.8 112.018 105.3 112.588 107.1 113.148 77.9 113.918 187.5 114.238 130.4 114.698 130.4 115.158 150.0 115.558 127.7 116.028 153.8 116.418 142.9 116.838 40.3 118.328 89.6 118.998 181.8 119.328 150.0 119.728 80.0 120.478 75.2