# !!!performance-id: pid9090-21 # !!!title: Mazurka in C-sharp minor, Op. 63, No. 3 # !!!trials: 1 # !!!date: 2007/04/01/ # !!!reverse-conductor: Craig Stuart Sapp # !!!performer: William Kapell # !!!performance-date: 1951 # !!!label: RCA 09026-68990-2 # !!!label-title: William Kapell: Chopin Mazurkas # !!!offset: 0 2.238 113.2 2.768 119.8 3.269 105.4 3.838 136.4 4.278 136.4 4.718 95.2 5.348 122.7 5.837 137.6 6.273 131.9 6.728 142.9 7.148 130.4 7.608 115.4 8.128 139.5 8.558 111.1 9.098 92.3 9.748 127.7 10.218 125.0 10.698 142.9 11.118 136.4 11.558 127.4 12.029 91.0 12.688 133.3 13.138 142.9 13.558 142.9 13.978 133.3 14.428 130.4 14.888 130.4 15.348 153.8 15.738 153.8 16.128 103.4 16.708 150.0 17.108 162.2 17.478 133.3 17.928 162.2 18.298 150.0 18.698 136.4 19.138 127.7 19.608 83.4 20.327 124.7 20.808 125.0 21.288 127.7 21.758 142.9 22.178 125.0 22.658 115.4 23.178 117.6 23.688 139.5 24.118 97.9 24.731 209.1 25.018 162.2 25.388 96.8 26.008 166.7 26.368 166.7 26.728 116.1 27.245 212.0 27.528 230.8 27.788 103.6 28.367 127.4 28.838 150.0 29.238 166.7 29.598 187.5 29.918 157.9 30.298 146.3 30.708 206.9 30.998 181.8 31.328 146.3 31.738 171.4 32.088 142.9 32.508 166.7 32.868 136.4 33.308 153.8 33.698 122.4 34.188 133.3 34.638 109.1 35.188 90.8 35.849 143.2 36.268 153.8 36.658 142.9 37.078 171.4 37.428 200.0 37.728 113.4 38.257 149.6 38.658 153.8 39.048 162.2 39.418 181.8 39.748 136.4 40.188 133.3 40.638 166.7 40.998 139.5 41.428 146.3 41.838 136.4 42.278 125.0 42.758 97.9 43.371 134.2 43.818 130.4 44.278 83.1 45.000 113.6 45.528 93.8 46.168 86.1 46.865 126.8 47.338 146.3 47.748 153.8 48.138 161.3 48.510 137.0 48.948 127.7 49.418 153.8 49.808 117.6 50.318 139.5 50.748 122.4 51.238 115.4 51.758 115.4 52.278 176.5 52.618 157.9 52.998 153.8 53.388 167.1 53.747 146.0 54.158 139.5 54.588 181.8 54.918 142.9 55.338 115.6 55.857 127.4 56.328 146.3 56.738 97.9 57.351 155.0 57.738 181.8 58.068 127.7 58.538 183.5 58.865 204.8 59.158 136.4 59.598 206.9 59.888 162.2 60.258 122.4 60.748 150.0 61.148 157.9 61.528 130.4 61.988 176.5 62.328 187.5 62.648 139.5 63.078 171.4 63.428 166.7 63.788 115.8 64.306 153.1 64.698 139.5 65.128 81.1 65.868 83.3 66.588 74.1 67.398 71.4 68.238 75.0 69.038 120.0 69.538 93.8 70.178 97.7 70.792 133.6 71.241 134.2 71.688 136.4 72.128 157.9 72.508 110.9 73.049 125.3 73.528 136.4 73.968 94.9 74.600 115.8 75.118 120.0 75.618 125.0 76.098 133.3 76.548 139.5 76.978 136.4 77.418 120.0 77.918 139.5 78.348 146.3 78.758 127.7 79.228 133.3 79.678 122.4 80.168 142.9 80.588 150.0 80.988 153.8 81.378 111.1 81.918 157.9 82.298 146.3 82.708 157.9 83.088 121.0 83.584 126.6 84.058 153.8 84.448 171.4 84.798 150.0 85.198 153.8 85.588 133.3 86.038 113.2 86.568 127.7 87.038 53.1 88.168 102.2 88.755 138.6 89.188 142.9 89.608 96.8 90.228 82.2 90.958 93.8 91.598 94.5 92.233 104.3 92.808 133.3 93.258 139.5 93.688 93.8 94.328 103.1 94.910 131.0 95.368 130.4 95.828 150.0 96.228 150.0 96.628 170.5 96.980 140.2 97.408 120.0 97.908 150.0 98.308 157.9 98.688 146.3 99.098 139.5 99.528 157.9 99.908 146.3 100.318 153.8 100.708 166.7 101.068 150.0 101.468 166.7 101.828 166.7 102.188 146.3 102.598 171.4 102.948 162.2 103.318 166.7 103.678 157.9 104.058 56.1 105.127 108.9 105.678 171.4 106.028 150.0 106.428 111.1