# !!!performance-id: pid9118-15 # !!!title: Mazurka in C major, Op. 24, No. 2 # !!!trials: 1 # !!!date: 2008/04/18/ # !!!reverse-conductor: Craig Stuart Sapp # !!!performer: Karen Kushner # !!!performance-date: 1990 # !!!label: Connoisseur CD4181/2 # !!!label-title: The Chopin Mazurkas, Vol. 1 & 2 # !!!offset: 0 1.918 200.0 2.218 214.3 2.498 222.2 2.768 230.8 3.028 230.8 3.288 222.2 3.558 240.0 3.808 214.3 4.088 228.1 4.351 209.1 4.638 181.8 4.968 109.1 5.518 153.8 5.908 206.9 6.198 214.3 6.478 214.3 6.758 171.4 7.108 176.5 7.448 193.5 7.758 214.3 8.038 200.0 8.338 187.5 8.658 157.9 9.038 166.7 9.398 162.2 9.768 193.5 10.078 222.2 10.348 200.0 10.648 142.9 11.068 171.4 11.418 187.5 11.738 171.4 12.088 214.3 12.368 171.4 12.718 130.4 13.178 157.9 13.558 171.4 13.908 240.0 14.158 187.5 14.478 173.4 14.824 245.9 15.068 176.5 15.408 250.0 15.648 213.5 15.929 200.7 16.228 166.7 16.588 125.0 17.068 142.9 17.488 169.0 17.843 235.3 18.098 200.0 18.398 222.2 18.668 250.0 18.908 206.9 19.198 230.8 19.458 230.8 19.718 230.8 19.978 150.0 20.378 108.9 20.929 96.9 21.548 92.0 22.200 167.6 22.558 181.8 22.888 159.2 23.265 185.8 23.588 206.9 23.878 187.5 24.198 127.7 24.668 222.2 24.938 214.3 25.218 188.1 25.537 186.9 25.858 222.2 26.128 202.7 26.424 169.5 26.778 125.0 27.258 193.5 27.568 193.5 27.878 166.7 28.238 125.0 28.718 166.7 29.078 166.7 29.438 136.4 29.878 130.2 30.339 162.6 30.708 176.5 31.048 199.3 31.349 165.3 31.712 205.5 32.004 200.0 32.304 191.1 32.618 122.4 33.108 222.2 33.378 206.9 33.668 181.8 33.998 138.6 34.431 183.5 34.758 232.6 35.016 233.5 35.273 184.6 35.598 187.5 35.918 166.7 36.278 118.6 36.784 106.4 37.348 176.5 37.688 181.8 38.018 120.0 38.518 117.6 39.028 162.2 39.398 206.9 39.688 206.9 39.978 240.0 40.228 181.8 40.558 176.5 40.898 206.9 41.188 222.2 41.458 214.3 41.738 214.3 42.018 193.5 42.328 173.9 42.673 173.9 43.018 200.0 43.318 222.2 43.588 213.5 43.869 200.7 44.168 171.4 44.518 200.0 44.818 166.7 45.178 240.0 45.428 214.3 45.708 142.9 46.128 157.1 46.510 161.3 46.882 243.9 47.128 176.5 47.468 176.5 47.808 240.0 48.058 200.0 48.358 260.9 48.588 200.0 48.888 240.0 49.138 171.4 49.488 133.3 49.938 157.9 50.318 176.5 50.658 222.2 50.928 204.1 51.222 234.4 51.478 250.0 51.718 193.5 52.028 230.8 52.288 230.8 52.548 241.9 52.796 186.3 53.118 150.0 53.518 121.5 54.012 184.0 54.338 214.3 54.618 181.8 54.948 222.2 55.218 204.1 55.512 184.0 55.838 214.3 56.118 139.5 56.548 133.3 56.998 127.7 57.468 87.0 58.158 69.0 59.028 139.5 59.458 142.9 59.878 109.1 60.428 244.9 60.673 220.6 60.945 191.7 61.258 272.7 61.478 214.3 61.758 202.0 62.055 257.5 62.288 171.4 62.638 142.9 63.058 146.3 63.468 151.1 63.865 106.6 64.428 250.0 64.668 200.0 64.968 200.0 65.268 240.0 65.518 222.2 65.788 206.9 66.078 250.0 66.318 193.5 66.628 171.4 66.978 133.3 67.428 137.9 67.863 113.9 68.390 252.1 68.628 206.9 68.918 198.7 69.220 263.2 69.448 214.3 69.728 206.9 70.018 250.0 70.258 193.5 70.568 166.7 70.928 139.5 71.358 138.2 71.792 136.7 72.231 198.7 72.533 218.2 72.808 192.3 73.120 232.6 73.378 200.0 73.678 181.8 74.008 189.9 74.324 156.3 74.708 131.9 75.163 178.0 75.500 232.6 75.758 214.3 76.038 200.0 76.338 206.9 76.628 191.7 76.941 253.2 77.178 200.0 77.478 206.9 77.768 206.9 78.058 157.9 78.438 176.5 78.778 181.8 79.108 250.0 79.348 206.9 79.638 200.0 79.938 214.3 80.218 200.0 80.518 222.2 80.788 200.0 81.088 206.9 81.378 200.0 81.678 176.5 82.018 181.8 82.348 206.9 82.638 206.9 82.928 214.3 83.208 200.0 83.508 222.2 83.778 194.8 84.086 212.8 84.368 222.2 84.638 206.2 84.929 216.6 85.206 180.7 85.538 166.7 85.898 210.5 86.183 210.5 86.468 206.9 86.758 214.3 87.038 214.3 87.318 162.2 87.688 176.5 88.028 193.5 88.338 157.9 88.718 162.2 89.088 130.2 89.549 84.6 90.258 120.0 90.758 187.5 91.078 206.9 91.368 213.5 91.649 162.6 92.018 171.4 92.368 187.5 92.688 200.0 92.988 222.2 93.258 200.0 93.558 171.4 93.908 171.4 94.258 166.7 94.618 170.5 94.970 208.3 95.258 197.4 95.562 173.4 95.908 171.4 96.258 187.5 96.578 170.9 96.929 215.1 97.208 161.7 97.579 136.7 98.018 136.4 98.458 176.5 98.798 230.8 99.058 176.5 99.398 234.4 99.654 191.1 99.968 193.5 100.278 222.2 100.548 214.3 100.828 230.8 101.088 139.5 101.518 136.4 101.958 157.9 102.338 181.8 102.668 240.0 102.918 181.8 103.248 222.2 103.518 214.3 103.798 153.8 104.188 222.2 104.458 214.3 104.738 206.9 105.028 187.5 105.348 127.7 105.818 93.8 106.458 176.5 106.798 206.9 107.088 232.6 107.346 220.6 107.618 234.4 107.874 219.0 108.148 243.9 108.394 211.3 108.678 166.7 109.038 204.8 109.331 210.5 109.616 192.3 109.928 212.0 110.211 216.6 110.488 260.9 110.718 222.2 110.988 230.8 111.248 214.3 111.528 212.8 111.810 252.1 112.048 198.7 112.350 187.5 112.670 191.1 112.984 191.1 113.298 200.0 113.598 224.7 113.865 228.1 114.128 189.3 114.445 217.4 114.721 209.1 115.008 224.7 115.275 228.1 115.538 214.3 115.818 187.5 116.138 193.5 116.448 193.5 116.758 176.5 117.098 196.7 117.403 196.7 117.708 176.5 118.048 203.4 118.343 203.4 118.638 193.5 118.948 180.2 119.281 142.5 119.702 77.3 120.478 23.5