# !!!performance-id: pid9070b-23 # !!!title: Mazurka in C-sharp minor, Op. 63, No. 3 # !!!trials: 1 # !!!date: 2006/03/31/ # !!!reverse-conductor: Craig Stuart Sapp # !!!performer: Samson Francois # !!!performance-date: 1956 # !!!label: EMI CZS 7 67413 2 # !!!label-title: Chopin: 51 Mazurkas, Sonates 2 & 3 # !!!offset: 0 0.548 153.8 0.938 136.4 1.378 142.9 1.798 171.4 2.148 162.2 2.518 153.8 2.908 153.8 3.298 162.2 3.668 162.2 4.038 162.2 4.408 157.9 4.788 157.9 5.168 166.7 5.528 113.2 6.058 150.0 6.458 187.5 6.778 166.7 7.138 157.9 7.518 117.6 8.028 110.5 8.571 123.2 9.058 136.4 9.498 176.5 9.838 139.5 10.268 171.4 10.618 117.0 11.131 147.4 11.538 139.9 11.967 149.6 12.368 181.8 12.698 176.5 13.038 139.5 13.468 187.5 13.788 160.9 14.161 151.1 14.558 222.2 14.828 146.3 15.238 150.0 15.638 181.8 15.968 133.3 16.418 166.7 16.778 180.7 17.110 150.8 17.508 133.3 17.958 166.7 18.318 125.3 18.797 115.6 19.316 135.1 19.760 182.9 20.088 136.4 20.528 125.0 21.008 166.7 21.368 129.9 21.830 177.5 22.168 193.5 22.478 111.9 23.014 156.3 23.398 146.3 23.808 181.8 24.138 228.1 24.401 178.0 24.738 184.6 25.063 190.5 25.378 166.7 25.738 148.1 26.143 140.8 26.569 194.2 26.878 146.3 27.288 179.1 27.623 211.3 27.907 146.3 28.317 85.8 29.016 76.5 29.800 94.8 30.433 93.0 31.078 162.2 31.448 162.2 31.818 153.8 32.208 181.8 32.538 112.6 33.071 147.4 33.478 150.0 33.878 179.6 34.212 222.2 34.482 209.8 34.768 231.7 35.027 170.9 35.378 157.9 35.758 222.2 36.028 245.9 36.272 191.1 36.586 170.9 36.937 153.1 37.329 150.8 37.727 85.6 38.428 74.1 39.238 103.3 39.819 170.5 40.171 178.0 40.508 171.4 40.858 111.1 41.398 166.7 41.758 153.8 42.148 166.7 42.508 176.5 42.848 171.4 43.198 166.7 43.558 105.3 44.128 83.2 44.849 141.5 45.273 179.1 45.608 153.8 45.998 191.1 46.312 196.1 46.618 193.5 46.928 110.1 47.473 169.0 47.828 222.2 48.098 146.3 48.508 125.0 48.988 123.0 49.476 169.5 49.830 167.6 50.188 181.8 50.518 166.7 50.878 133.3 51.328 181.8 51.658 166.7 52.018 166.7 52.378 181.8 52.708 133.3 53.158 86.7 53.850 109.3 54.399 119.5 54.901 155.0 55.288 176.5 55.628 176.5 55.968 187.5 56.288 166.7 56.648 124.5 57.130 118.1 57.638 100.0 58.238 71.8 59.074 93.2 59.718 100.0 60.318 69.7 61.179 130.7 61.638 94.9 62.270 163.0 62.638 150.0 63.038 153.8 63.428 136.4 63.868 182.4 64.197 157.5 64.578 181.8 64.908 122.4 65.398 136.7 65.837 139.2 66.268 178.6 66.604 173.9 66.949 127.7 67.419 154.2 67.808 230.8 68.068 162.2 68.438 171.4 68.788 136.4 69.228 153.8 69.618 80.0 70.368 139.5 70.798 99.0 71.404 148.5 71.808 187.5 72.128 176.5 72.468 153.8 72.858 153.8 73.248 153.8 73.638 200.0 73.938 171.4 74.288 181.8 74.618 222.2 74.888 191.7 75.201 168.1 75.558 219.8 75.831 116.3 76.347 142.5 76.768 92.3 77.418 95.2 78.048 100.0 78.648 162.2 79.018 206.9 79.308 102.4 79.894 135.1 80.338 162.2 80.708 94.9 81.340 151.1 81.737 202.7 82.033 121.5 82.527 111.3 83.066 157.1 83.448 126.3 83.923 112.4 84.457 131.9 84.912 168.5 85.268 150.0 85.668 171.4 86.018 120.0 86.518 181.8 86.848 146.3 87.258 157.9 87.638 189.9 87.954 182.9 88.282 134.5 88.728 204.1 89.022 178.0 89.359 133.6 89.808 139.5 90.238 196.7 90.543 134.8 90.988 171.4 91.338 166.7 91.698 150.0 92.098 75.1 92.897 46.8 94.178 107.1 94.738 153.8 95.128 150.0 95.528 88.2