# !!!performance-id: pid9072-13 # !!!title: Mazurka in A minor, Op. 17, No. 4 # !!!trials: 1 # !!!date: 2006/11/18/ # !!!reverse-conductor: Craig Stuart Sapp # !!!performer: Tatiana Shebanova # !!!performance-date: 2002 # !!!label: DUX 0350/0351 # !!!label-title: Fryderyk Chopin: Complete Mazurkas # !!!offset: 0 0.233 90.6 0.895 96.8 1.515 93.8 2.155 100.0 2.755 105.3 3.325 93.8 3.965 87.0 4.655 72.3 5.485 63.8 6.425 32.1 8.295 51.9 9.450 53.3 10.575 75.2 11.373 96.9 11.992 85.3 12.695 83.2 13.416 106.8 13.978 112.4 14.512 127.7 14.982 102.9 15.565 73.8 16.378 80.3 17.125 113.6 17.653 116.7 18.167 109.3 18.716 76.5 19.500 121.2 19.995 109.1 20.545 83.3 21.265 87.0 21.955 107.1 22.515 103.4 23.095 96.0 23.720 86.3 24.415 82.0 25.147 69.0 26.016 72.6 26.843 99.7 27.445 63.1 28.396 91.0 29.055 129.6 29.518 110.5 30.061 92.4 30.710 124.5 31.192 75.6 31.986 95.4 32.615 107.1 33.175 117.6 33.685 102.7 34.269 91.5 34.925 115.8 35.443 77.8 36.214 75.9 37.005 58.0 38.039 82.9 38.763 86.7 39.455 69.8 40.314 61.2 41.295 71.4 42.135 57.6 43.176 75.0 43.976 109.3 44.525 89.6 45.195 102.6 45.780 133.0 46.231 103.4 46.811 94.3 47.447 128.5 47.914 87.0 48.604 89.4 49.275 109.1 49.825 125.0 50.305 109.1 50.855 93.8 51.495 127.4 51.966 123.2 52.453 90.6 53.115 124.2 53.598 100.5 54.195 107.1 54.755 117.2 55.267 82.4 55.995 78.9 56.755 80.8 57.498 64.0 58.435 120.7 58.932 70.3 59.786 93.9 60.425 142.9 60.845 103.6 61.424 80.1 62.173 105.8 62.740 95.7 63.367 94.8 64.000 112.1 64.535 100.0 65.135 116.3 65.651 94.6 66.285 117.0 66.798 71.9 67.633 71.9 68.467 49.8 69.671 79.2 70.429 91.5 71.085 70.6 71.935 57.7 72.975 48.4 74.215 74.7 75.018 81.4 75.755 108.1 76.310 120.0 76.810 155.4 77.196 126.3 77.671 113.9 78.198 182.4 78.527 126.3 79.002 134.2 79.449 170.0 79.802 130.2 80.263 118.1 80.771 160.4 81.145 150.0 81.545 139.5 81.975 181.8 82.305 127.7 82.775 90.9 83.435 130.4 83.895 98.4 84.505 77.9 85.275 70.6 86.125 47.5 87.388 51.6 88.551 76.9 89.331 87.7 90.015 133.3 90.465 100.0 91.065 150.0 91.465 97.6 92.080 87.7 92.764 133.0 93.215 86.6 93.908 94.2 94.545 109.1 95.095 121.7 95.588 110.5 96.131 87.7 96.815 139.5 97.245 115.4 97.765 94.2 98.402 84.3 99.114 112.6 99.647 92.2 100.298 93.9 100.937 92.3 101.587 70.8 102.435 61.0 103.418 60.7 104.406 111.3 104.945 62.3 105.908 89.0 106.582 119.3 107.085 92.6 107.733 94.9 108.365 123.0 108.853 76.7 109.635 92.3 110.285 105.3 110.855 109.1 111.405 92.6 112.053 92.0 112.705 111.9 113.241 83.8 113.957 74.3 114.765 45.4 116.086 65.1 117.008 81.4 117.745 64.9 118.669 77.9 119.439 58.5 120.465 48.4 121.705 100.0 122.305 87.0 122.995 101.7 123.585 105.3 124.155 117.2 124.667 129.3 125.131 135.1 125.575 127.7 126.045 119.5 126.547 111.5 127.085 137.3 127.522 138.6 127.955 150.0 128.355 133.3 128.805 155.0 129.192 160.9 129.565 145.3 129.978 127.4 130.449 147.8 130.855 127.7 131.325 133.3 131.775 85.1 132.480 72.6 133.306 96.9 133.925 139.5 134.355 111.1 134.895 117.0 135.408 128.2 135.876 133.9 136.324 155.4 136.710 154.6 137.098 133.0 137.549 127.9 138.018 145.3 138.431 138.2 138.865 155.8 139.250 169.0 139.605 146.3 140.015 151.5 140.411 156.7 140.794 133.6 141.243 155.4 141.629 178.6 141.965 139.9 142.394 147.1 142.802 112.6 143.335 111.9 143.871 157.9 144.251 164.8 144.615 131.6 145.071 134.2 145.518 147.8 145.924 134.8 146.369 168.5 146.725 170.9 147.076 139.9 147.505 139.5 147.935 156.7 148.318 137.9 148.753 163.5 149.120 177.0 149.459 155.4 149.845 171.4 150.195 155.8 150.580 145.6 150.992 142.2 151.414 157.9 151.794 145.6 152.206 139.9 152.635 92.3 153.285 84.5 153.995 73.1 154.816 145.3 155.229 136.4 155.669 130.4 156.129 144.2 156.545 137.3 156.982 155.0 157.369 158.7 157.747 142.9 158.167 125.5 158.645 133.6 159.094 122.2 159.585 100.5 160.182 156.7 160.565 150.0 160.965 146.3 161.375 153.8 161.765 107.1 162.325 78.0 163.094 54.9 164.186 73.5 165.002 55.9 166.075 44.5 167.424 24.7 169.854 23.4 172.415 60.9 173.400 94.5 174.035 60.2 175.031 81.7 175.765 127.7 176.235 76.0 177.024 81.2 177.763 110.5 178.306 62.6 179.265 74.8 180.067 100.3 180.665 109.1 181.215 100.0 181.815 74.9 182.616 117.9 183.125 106.6 183.688 70.8 184.535 75.9 185.325 81.1 186.065 97.9 186.678 84.9 187.385 71.4 188.225 68.2 189.105 51.7 190.265 68.3 191.143 81.6 191.878 53.2 193.006 83.0 193.729 120.0 194.229 81.7 194.963 86.7 195.655 117.2 196.167 93.0 196.812 80.8 197.555 100.0 198.155 101.7 198.745 86.2 199.441 85.5 200.143 111.3 200.682 80.9 201.424 66.6 202.325 66.1 203.233 73.9 204.045 57.6 205.086 69.8 205.945 51.3 207.115 42.3 208.535 75.0 209.335 77.2 210.112 101.2 210.705 99.2 211.310 104.3 211.885 89.6 212.555 108.1 213.110 107.1 213.670 94.5 214.305 108.7 214.857 125.5 215.335 88.9 216.010 114.3 216.535 94.3 217.171 89.6 217.841 106.0 218.407 123.0 218.895 111.1 219.435 105.4 220.004 108.9 220.555 83.3 221.275 73.1 222.096 82.6 222.822 65.7 223.735 83.3 224.455 107.0 225.016 83.4 225.735 100.0 226.335 113.2 226.865 103.4 227.445 115.4 227.965 119.0 228.469 92.9 229.115 100.0 229.715 115.4 230.235 98.4 230.845 109.1 231.395 107.1 231.955 89.6 232.625 87.6 233.310 108.1 233.865 106.0 234.431 88.9 235.106 107.3 235.665 98.4 236.275 74.5 237.080 71.9 237.915 93.8 238.555 103.4 239.135 100.0 239.735 105.3 240.305 92.3 240.955 105.3 241.525 88.2 242.205 84.4 242.916 73.3 243.735 69.8 244.595 42.6 246.005 90.8 246.666 92.3 247.316 96.6 247.937 95.5 248.565 96.8 249.185 93.8 249.825 90.9 250.485 85.7 251.185 72.3 252.015 70.6 252.865 60.6 253.855 51.3 255.025 23.7 257.555 32.7