# !!!performance-id: pid9072b-16 # !!!title: Mazurka in C-sharp minor, Op. 63, No. 3 # !!!trials: 1 # !!!date: 2007/03/31/ # !!!reverse-conductor: Craig Stuart Sapp # !!!performer: Tatiana Shebanova # !!!performance-date: 2002 # !!!label: DUX 0350/0351 # !!!label-title: Fryderyk Chopin: Complete Mazurkas # !!!offset: 0 0.368 105.3 0.938 78.9 1.698 119.5 2.200 158.7 2.578 127.7 3.048 103.4 3.628 133.3 4.078 166.7 4.438 139.5 4.868 130.4 5.328 122.4 5.818 103.4 6.398 109.1 6.948 107.1 7.508 133.3 7.958 133.3 8.408 146.3 8.818 146.3 9.228 166.7 9.588 171.4 9.938 142.9 10.358 136.4 10.798 130.4 11.258 136.4 11.698 105.3 12.268 95.2 12.898 133.3 13.348 127.7 13.818 105.3 14.388 115.4 14.908 153.8 15.298 176.5 15.638 153.8 16.028 162.2 16.398 153.8 16.788 136.4 17.228 125.0 17.708 103.4 18.288 98.4 18.898 133.3 19.348 176.5 19.688 146.3 20.098 157.9 20.478 122.4 20.968 109.1 21.518 109.1 22.068 91.0 22.727 75.9 23.518 142.9 23.938 90.9 24.598 96.0 25.223 155.8 25.608 96.8 26.228 166.7 26.588 176.5 26.928 171.4 27.278 162.2 27.648 146.3 28.058 133.3 28.508 181.8 28.838 181.8 29.168 142.9 29.588 166.7 29.948 153.8 30.338 146.3 30.748 125.0 31.228 139.5 31.658 130.4 32.118 166.7 32.478 142.9 32.898 105.3 33.468 102.7 34.052 68.5 34.928 57.4 35.974 66.4 36.878 146.3 37.288 96.2 37.912 126.1 38.388 187.5 38.708 166.7 39.068 162.2 39.438 162.2 39.808 171.4 40.158 187.5 40.478 166.7 40.838 142.9 41.258 150.0 41.658 182.4 41.987 170.9 42.338 146.3 42.748 122.4 43.238 117.6 43.748 142.9 44.168 120.0 44.668 82.2 45.398 63.2 46.348 71.4 47.188 103.4 47.768 113.2 48.298 139.5 48.728 176.5 49.068 146.3 49.478 157.9 49.858 166.7 50.218 150.0 50.618 162.2 50.988 157.9 51.368 122.4 51.858 127.7 52.328 157.9 52.708 153.8 53.098 142.9 53.518 187.5 53.838 171.4 54.188 162.2 54.558 150.0 54.958 162.2 55.328 157.9 55.708 146.3 56.118 120.0 56.618 100.0 57.218 133.3 57.668 166.7 58.028 136.4 58.468 171.4 58.818 166.7 59.178 153.8 59.568 176.5 59.908 150.0 60.308 193.5 60.618 153.8 61.008 130.4 61.468 117.6 61.978 171.4 62.328 171.4 62.678 127.7 63.148 162.2 63.518 187.5 63.838 136.4 64.278 146.3 64.688 153.8 65.078 101.7 65.668 100.0 66.268 76.9 67.048 78.9 67.808 69.8 68.668 90.9 69.328 105.3 69.898 95.2 70.528 90.4 71.192 137.6 71.628 109.1 72.178 145.3 72.591 168.1 72.948 101.7 73.538 85.7 74.238 103.4 74.818 87.0 75.508 115.4 76.028 146.3 76.438 142.9 76.858 154.2 77.247 166.2 77.608 162.2 77.978 158.7 78.356 142.2 78.778 120.0 79.278 113.2 79.808 96.8 80.428 87.0 81.118 127.7 81.588 162.2 81.958 150.0 82.358 157.9 82.738 127.7 83.208 139.5 83.638 162.2 84.008 171.4 84.358 142.9 84.778 109.1 85.328 146.3 85.738 176.5 86.078 157.9 86.458 139.5 86.888 120.0 87.388 81.1 88.128 29.1 90.188 92.3 90.838 136.4 91.278 146.3 91.688 101.7 92.278 69.8 93.138 68.2 94.018 87.0 94.708 107.1 95.268 133.3 95.718 106.4 96.282 114.1 96.808 136.4 97.248 146.3 97.658 146.3 98.068 141.2 98.493 131.9 98.948 157.9 99.328 136.4 99.768 105.3 100.338 105.3 100.908 136.4 101.348 162.2 101.718 171.4 102.068 166.7 102.428 142.9 102.848 139.5 103.278 153.8 103.668 153.8 104.058 117.6 104.568 133.3 105.018 153.8 105.408 157.9 105.788 146.3 106.198 111.1 106.738 90.9 107.398 24.4 109.858 90.9 110.518 150.0 110.918 122.4 111.408 90.9