# !!!performance-id: pid9072-15 # !!!title: Mazurka in C major, Op. 24, No. 2 # !!!trials: 1 # !!!date: 2007/02/10/ # !!!reverse-conductor: Craig Stuart Sapp # !!!performer: Tatiana Shebanova # !!!performance-date: 2002 # !!!label: DUX 0350/0351 # !!!label-title: Fryderyk Chopin: Complete Mazurkas # !!!offset: 0 0.768 157.9 1.148 171.4 1.498 181.8 1.828 193.5 2.138 193.5 2.448 193.5 2.758 176.5 3.098 186.3 3.420 182.9 3.748 166.7 4.108 133.3 4.558 113.2 5.088 228.1 5.351 209.1 5.638 250.0 5.878 240.0 6.128 214.3 6.408 206.9 6.698 260.9 6.928 214.3 7.208 250.0 7.448 212.0 7.731 224.7 7.998 222.2 8.268 193.5 8.578 219.8 8.851 276.5 9.068 250.0 9.308 206.9 9.598 222.2 9.868 250.0 10.108 169.0 10.463 292.7 10.668 199.3 10.969 215.1 11.248 214.3 11.528 206.9 11.818 272.7 12.038 200.0 12.338 240.0 12.588 260.9 12.818 200.0 13.118 272.7 13.338 214.3 13.618 240.0 13.868 200.0 14.168 176.5 14.508 230.8 14.768 222.2 15.038 250.0 15.278 222.2 15.548 260.9 15.778 260.9 16.008 214.3 16.288 240.0 16.538 222.2 16.808 240.0 17.058 181.8 17.388 146.3 17.798 88.2 18.478 136.4 18.918 181.8 19.248 230.8 19.508 191.1 19.822 176.0 20.163 235.3 20.418 171.9 20.767 199.3 21.068 171.4 21.418 166.7 21.778 187.5 22.098 186.3 22.420 223.9 22.688 200.0 22.988 166.7 23.348 187.5 23.668 206.9 23.958 187.5 24.278 137.0 24.716 186.3 25.038 122.4 25.528 153.8 25.918 125.0 26.398 103.4 26.978 136.4 27.418 122.4 27.908 181.8 28.238 162.2 28.608 181.8 28.938 252.1 29.176 198.7 29.478 215.1 29.757 206.2 30.048 181.8 30.378 222.2 30.648 222.2 30.918 217.4 31.194 227.3 31.458 176.5 31.798 205.5 32.090 241.0 32.339 200.7 32.638 139.2 33.069 115.6 33.588 133.3 34.038 136.4 34.478 100.0 35.078 84.5 35.788 221.4 36.059 214.3 36.339 241.0 36.588 218.2 36.863 190.5 37.178 206.9 37.468 272.7 37.688 200.0 37.988 272.7 38.208 222.2 38.478 181.8 38.808 206.9 39.098 187.5 39.418 211.3 39.702 265.5 39.928 219.0 40.202 196.1 40.508 171.4 40.858 247.9 41.100 201.3 41.398 181.8 41.728 225.6 41.994 174.4 42.338 193.5 42.648 227.3 42.912 234.4 43.168 214.3 43.448 230.8 43.708 240.0 43.958 206.9 44.248 250.0 44.488 222.2 44.758 260.9 44.988 193.5 45.298 176.5 45.638 230.8 45.898 200.0 46.198 285.7 46.408 230.8 46.668 240.0 46.918 250.0 47.158 222.2 47.428 230.8 47.688 230.8 47.948 230.8 48.208 193.5 48.518 206.9 48.808 184.6 49.133 210.5 49.418 176.5 49.758 222.2 50.028 214.3 50.308 171.4 50.658 193.5 50.968 181.8 51.298 166.7 51.658 166.7 52.018 122.4 52.508 93.8 53.148 72.5 53.976 104.9 54.548 101.9 55.137 75.0 55.937 192.9 56.248 181.8 56.578 215.1 56.857 239.0 57.108 193.5 57.418 214.3 57.698 214.3 57.978 157.9 58.358 171.4 58.708 193.5 59.018 193.5 59.328 136.4 59.768 240.0 60.018 206.9 60.308 206.9 60.598 250.0 60.838 206.9 61.128 222.2 61.398 230.8 61.658 206.9 61.948 222.2 62.218 187.5 62.538 187.5 62.858 133.3 63.308 230.8 63.568 222.2 63.838 214.3 64.118 250.0 64.358 214.3 64.638 214.3 64.918 260.9 65.148 222.2 65.418 206.9 65.708 187.5 66.028 171.4 66.378 105.3 66.948 176.5 67.288 206.9 67.578 206.9 67.868 200.0 68.168 214.3 68.448 187.5 68.768 159.2 69.145 180.2 69.478 130.4 69.938 133.3 70.388 206.9 70.678 206.9 70.968 193.5 71.278 240.0 71.528 206.9 71.818 214.3 72.098 222.2 72.368 200.0 72.668 166.7 73.028 171.4 73.378 150.0 73.778 130.4 74.238 230.8 74.498 200.0 74.798 176.5 75.138 250.0 75.378 226.4 75.643 218.2 75.918 206.9 76.208 187.5 76.528 166.7 76.888 146.3 77.298 130.4 77.758 125.0 78.238 214.3 78.518 200.0 78.818 200.0 79.118 240.0 79.368 214.3 79.648 206.9 79.938 187.5 80.258 181.8 80.588 145.6 81.000 177.5 81.338 125.0 81.818 120.0 82.318 200.0 82.618 187.5 82.938 176.5 83.278 193.5 83.588 130.4 84.048 115.4 84.568 181.8 84.898 125.0 85.378 100.0 85.978 91.0 86.637 59.3 87.648 213.5 87.929 207.6 88.218 285.7 88.428 234.4 88.684 219.0 88.958 200.0 89.258 250.0 89.498 206.9 89.788 240.0 90.038 230.8 90.298 214.3 90.578 237.2 90.831 189.3 91.148 194.2 91.457 283.0 91.669 251.0 91.908 214.3 92.188 222.2 92.458 182.9 92.786 285.7 92.996 192.3 93.308 217.4 93.584 219.0 93.858 206.9 94.148 222.2 94.418 250.0 94.658 206.9 94.948 240.0 95.198 260.9 95.428 206.9 95.718 230.8 95.978 240.0 96.228 260.9 96.458 214.3 96.738 176.5 97.078 230.8 97.338 214.3 97.618 250.0 97.858 222.2 98.128 240.0 98.378 240.0 98.628 230.8 98.888 240.0 99.138 240.0 99.388 250.0 99.628 187.5 99.948 162.2 100.318 95.7 100.945 156.7 101.328 193.5 101.638 193.5 101.948 200.0 102.248 193.5 102.558 176.5 102.898 176.5 103.238 181.8 103.568 142.9 103.988 194.2 104.297 186.9 104.618 187.5 104.938 166.7 105.298 176.5 105.638 171.4 105.988 181.8 106.318 166.7 106.678 181.8 107.008 157.9 107.388 166.2 107.749 139.9 108.178 189.9 108.494 202.0 108.791 202.0 109.088 181.8 109.418 200.0 109.718 200.0 110.018 181.8 110.348 219.0 110.622 217.4 110.898 193.5 111.208 187.5 111.528 171.4 111.878 133.3 112.328 125.5 112.806 121.5 113.300 154.6 113.688 171.4 114.038 171.4 114.388 146.3 114.798 160.0 115.173 160.0 115.548 146.3 115.958 136.4 116.398 100.0 116.998 54.1 118.108 44.3