# !!!performance-id: pid9054-15 # !!!title: Mazurka in C major, Op. 24, No. 2 # !!!trials: 01/01 # !!!date: 2006/02/10/ # !!!reverse-conductor: Craig Stuart Sapp # !!!performer: Ronald Smith # !!!performance-date: 1975 # !!!label: EMI 724358576726 # !!!label-title: Chopin Mazurkas # !!!offset: 0 1.048 206.9 1.338 181.8 1.668 214.3 1.948 206.9 2.238 222.2 2.508 214.3 2.788 216.6 3.065 204.8 3.358 222.2 3.628 206.9 3.918 222.2 4.188 142.9 4.608 200.0 4.908 260.9 5.138 272.7 5.358 283.0 5.570 194.8 5.878 176.5 6.218 240.0 6.468 260.9 6.698 257.5 6.931 291.3 7.137 199.3 7.438 193.5 7.748 214.3 8.028 237.2 8.281 314.1 8.472 322.6 8.658 176.5 8.998 187.5 9.318 222.2 9.588 228.1 9.851 289.9 10.058 301.5 10.257 199.3 10.558 230.8 10.818 200.0 11.118 250.0 11.358 214.3 11.638 214.3 11.918 240.0 12.168 206.9 12.458 232.6 12.716 238.1 12.968 250.0 13.208 206.9 13.498 222.2 13.768 222.2 14.038 206.9 14.328 250.0 14.568 206.9 14.858 240.0 15.108 272.7 15.328 206.9 15.618 245.9 15.862 225.6 16.128 272.7 16.348 200.0 16.648 171.4 16.998 142.9 17.418 272.7 17.638 162.2 18.008 161.7 18.379 333.3 18.559 243.9 18.805 295.6 19.008 285.7 19.218 193.5 19.528 260.9 19.758 200.0 20.058 240.0 20.308 267.9 20.532 306.1 20.728 206.9 21.018 240.0 21.268 193.5 21.578 280.4 21.792 370.4 21.954 245.9 22.198 171.4 22.548 181.8 22.878 166.7 23.238 176.5 23.578 200.0 23.878 272.7 24.098 130.4 24.558 173.9 24.903 184.6 25.228 342.9 25.403 291.3 25.609 262.0 25.838 150.0 26.238 250.0 26.478 181.8 26.808 272.7 27.028 245.9 27.272 275.2 27.490 263.2 27.718 240.0 27.968 250.0 28.208 292.7 28.413 269.1 28.636 229.0 28.898 171.4 29.248 153.8 29.638 136.4 30.078 118.6 30.584 96.2 31.208 200.0 31.508 250.0 31.748 265.5 31.974 287.1 32.183 173.9 32.528 176.5 32.868 240.0 33.118 272.7 33.338 272.7 33.558 289.9 33.765 180.2 34.098 214.3 34.378 205.5 34.670 215.8 34.948 272.7 35.168 352.9 35.338 166.7 35.698 193.5 36.008 294.1 36.212 184.0 36.538 315.8 36.728 300.0 36.928 193.5 37.238 250.0 37.478 193.5 37.788 250.0 38.028 200.0 38.328 200.0 38.628 260.9 38.858 200.0 39.158 240.0 39.408 230.8 39.668 260.9 39.898 206.9 40.188 214.3 40.468 222.2 40.738 187.5 41.058 250.0 41.298 206.9 41.588 284.4 41.799 262.0 42.028 200.0 42.328 250.0 42.568 230.8 42.828 285.7 43.038 206.9 43.328 230.8 43.588 206.9 43.878 230.8 44.138 230.8 44.398 222.2 44.668 214.3 44.948 230.8 45.208 187.5 45.528 230.8 45.788 206.9 46.078 176.5 46.418 166.7 46.778 109.1 47.328 69.4 48.193 169.0 48.548 181.8 48.878 176.5 49.218 272.7 49.438 160.0 49.813 173.9 50.158 333.3 50.338 176.5 50.678 214.3 50.958 315.8 51.148 214.3 51.428 222.2 51.698 214.3 51.978 222.2 52.248 222.2 52.518 315.8 52.708 187.5 53.028 176.5 53.368 352.9 53.538 193.5 53.848 230.8 54.108 315.8 54.298 214.3 54.578 206.9 54.868 206.9 55.158 240.0 55.408 240.0 55.658 279.1 55.873 184.6 56.198 214.3 56.478 300.0 56.678 214.3 56.958 264.3 57.185 281.7 57.398 206.9 57.688 193.5 57.998 214.3 58.278 272.7 58.498 222.2 58.768 284.4 58.979 223.0 59.248 206.9 59.538 285.7 59.748 214.3 60.028 247.9 60.270 303.0 60.468 200.0 60.768 171.4 61.118 157.9 61.498 222.2 61.768 200.0 62.068 200.0 62.368 260.9 62.598 250.0 62.838 272.7 63.058 230.8 63.318 271.5 63.539 241.0 63.788 250.0 64.028 214.3 64.308 206.9 64.598 250.0 64.838 214.3 65.118 214.3 65.398 260.9 65.628 250.0 65.868 260.9 66.098 230.8 66.358 315.8 66.548 260.9 66.778 206.9 67.068 200.0 67.368 193.5 67.678 260.9 67.908 206.9 68.198 222.2 68.468 250.0 68.708 260.9 68.938 285.7 69.148 230.8 69.408 260.9 69.638 256.4 69.872 243.9 70.118 187.5 70.438 222.2 70.708 214.3 70.988 206.9 71.278 193.5 71.588 222.2 71.858 187.5 72.178 166.7 72.538 200.0 72.838 162.2 73.208 130.4 73.668 114.7 74.191 100.3 74.789 125.5 75.267 264.3 75.494 270.3 75.716 312.5 75.908 157.9 76.288 166.7 76.648 260.9 76.878 277.8 77.094 256.4 77.328 285.7 77.538 193.5 77.848 193.5 78.158 210.5 78.443 219.8 78.716 329.7 78.898 315.8 79.088 200.0 79.388 187.5 79.708 285.7 79.918 202.7 80.214 309.3 80.408 285.7 80.618 193.5 80.928 240.0 81.178 200.0 81.478 240.0 81.728 214.3 82.008 223.9 82.276 256.4 82.510 208.3 82.798 260.9 83.028 222.2 83.298 272.7 83.518 206.9 83.808 214.3 84.088 230.8 84.348 206.9 84.638 214.3 84.918 206.9 85.208 230.8 85.468 250.0 85.708 206.9 85.998 260.9 86.228 260.9 86.458 272.7 86.678 222.2 86.948 200.0 87.248 214.3 87.528 200.0 87.828 214.3 88.108 222.2 88.378 222.2 88.648 214.3 88.928 222.2 89.198 206.9 89.488 240.0 89.738 222.2 90.008 227.3 90.272 228.1 90.535 228.1 90.798 214.3 91.078 206.9 91.368 222.2 91.638 214.3 91.918 230.8 92.178 214.3 92.458 214.3 92.738 222.2 93.008 222.2 93.278 206.2 93.569 201.3 93.867 239.0 94.118 193.5 94.428 191.7 94.741 202.0 95.038 206.9 95.328 196.7 95.633 196.7 95.938 214.3 96.218 214.3 96.498 206.9 96.788 214.3 97.068 206.9 97.358 206.9 97.648 193.5 97.958 206.9 98.248 206.9 98.538 171.4 98.888 203.4 99.183 203.4 99.478 193.5 99.788 200.0 100.088 181.8 100.418 125.0 100.898 14.1