# !!!performance-id: pid9064-04 # !!!title: Mazurka in A minor, Op. 17, No. 4 # !!!trials: 1 # !!!date: 2006/11/11/ # !!!reverse-conductor: Craig Stuart Sapp # !!!performer: Michel Block # !!!performance-date: 1995 # !!!label: ProPiano PPR224507 # !!!label-title: Chopin Mazurkas # !!!offset: 0 0.000 163.9 0.366 63.0 1.318 94.2 1.955 116.1 2.472 137.6 2.908 120.7 3.405 112.6 3.938 83.8 4.654 59.9 5.655 33.4 7.454 22.5 10.124 32.1 11.996 48.7 13.229 85.0 13.935 85.2 14.639 63.8 15.580 102.6 16.165 122.4 16.655 85.7 17.355 67.4 18.245 48.0 19.495 74.0 20.306 76.3 21.092 68.7 21.965 92.3 22.615 92.3 23.265 107.1 23.825 111.1 24.365 80.3 25.112 87.7 25.796 111.3 26.335 78.9 27.095 100.0 27.695 74.0 28.506 70.0 29.363 56.0 30.435 50.1 31.633 94.6 32.267 44.4 33.618 67.9 34.502 99.5 35.105 82.6 35.831 85.7 36.531 47.8 37.786 34.3 39.535 68.7 40.408 90.5 41.071 91.7 41.725 60.4 42.718 61.3 43.696 68.6 44.571 47.8 45.825 62.5 46.785 65.3 47.704 55.8 48.780 51.9 49.935 75.0 50.735 52.2 51.885 52.6 53.025 48.8 54.255 56.1 55.324 68.1 56.205 113.2 56.735 61.5 57.710 90.2 58.375 66.2 59.281 63.6 60.225 78.9 60.985 46.2 62.285 82.8 63.010 80.1 63.759 67.7 64.645 72.3 65.475 87.0 66.165 103.4 66.745 100.0 67.345 82.4 68.073 75.6 68.867 73.3 69.685 93.8 70.325 85.8 71.024 97.2 71.641 80.6 72.385 75.3 73.182 49.5 74.394 98.0 75.006 67.5 75.895 74.0 76.706 86.7 77.398 72.6 78.224 69.5 79.087 51.6 80.249 42.1 81.675 73.8 82.488 77.0 83.267 74.0 84.078 86.8 84.769 68.5 85.645 85.7 86.345 50.0 87.545 55.6 88.625 61.2 89.605 65.2 90.525 50.8 91.705 67.4 92.595 84.5 93.305 41.1 94.765 80.0 95.515 62.5 96.475 121.0 96.971 132.5 97.424 135.4 97.867 46.9 99.147 90.2 99.812 104.2 100.388 90.0 101.055 155.4 101.441 152.3 101.835 78.9 102.595 125.0 103.075 141.2 103.500 134.2 103.947 121.0 104.443 145.6 104.855 65.2 105.775 77.9 106.545 61.2 107.525 85.7 108.225 64.5 109.155 27.8 111.315 25.3 113.685 33.3 115.485 48.3 116.727 57.4 117.773 50.9 118.951 73.3 119.769 83.8 120.485 69.4 121.349 64.1 122.285 67.4 123.175 62.5 124.135 91.6 124.790 109.3 125.339 102.4 125.925 96.8 126.545 96.8 127.165 88.2 127.845 80.0 128.595 92.7 129.242 67.0 130.137 125.5 130.615 100.2 131.214 110.9 131.755 100.0 132.355 87.5 133.041 74.6 133.845 68.4 134.722 101.2 135.315 55.8 136.390 77.4 137.165 110.9 137.706 92.4 138.355 80.1 139.104 60.1 140.102 47.5 141.365 84.2 142.078 111.7 142.615 92.3 143.265 78.3 144.031 63.6 144.975 104.2 145.551 54.8 146.645 66.7 147.545 70.6 148.395 62.5 149.355 57.1 150.405 92.3 151.055 80.0 151.805 57.1 152.855 80.0 153.605 136.4 154.045 92.9 154.691 106.4 155.255 103.8 155.833 74.8 156.635 101.7 157.225 157.9 157.605 116.1 158.122 129.6 158.585 77.1 159.363 78.1 160.131 96.2 160.755 153.8 161.145 127.4 161.616 157.9 161.996 154.2 162.385 142.9 162.805 160.0 163.180 155.8 163.565 133.3 164.015 120.0 164.515 98.4 165.125 66.9 166.022 101.2 166.615 111.1 167.155 95.7 167.782 133.0 168.233 113.6 168.761 93.2 169.405 120.0 169.905 162.2 170.275 117.0 170.788 125.8 171.265 88.2 171.945 83.3 172.665 101.7 173.255 142.9 173.675 133.3 174.125 161.7 174.496 136.7 174.935 92.3 175.585 111.1 176.125 142.9 176.545 132.5 176.998 119.5 177.500 112.1 178.035 126.8 178.508 119.0 179.012 158.7 179.390 110.9 179.931 125.8 180.408 117.6 180.918 118.3 181.425 133.9 181.873 165.7 182.235 122.0 182.727 129.0 183.192 89.7 183.861 101.0 184.455 142.2 184.877 188.7 185.195 157.9 185.575 184.6 185.900 155.8 186.285 157.9 186.665 185.8 186.988 189.3 187.305 176.5 187.645 170.9 187.996 127.9 188.465 115.6 188.984 115.4 189.504 133.0 189.955 127.9 190.424 122.4 190.914 117.4 191.425 105.3 191.995 146.3 192.405 142.9 192.825 150.0 193.225 127.7 193.695 101.5 194.286 85.2 194.990 159.2 195.367 182.9 195.695 180.7 196.027 215.8 196.305 187.5 196.625 193.5 196.935 136.4 197.375 126.1 197.851 155.4 198.237 47.1 199.510 49.6 200.720 24.0 203.221 17.8 206.585 67.4 207.475 98.8 208.082 83.3 208.802 58.2 209.833 94.9 210.465 79.7 211.218 69.2 212.085 73.2 212.905 53.6 214.025 67.5 214.914 67.3 215.806 66.8 216.704 80.8 217.447 88.5 218.125 100.0 218.725 101.7 219.315 99.8 219.916 104.2 220.492 86.6 221.185 90.9 221.845 87.0 222.535 76.9 223.315 69.0 224.184 52.5 225.327 56.7 226.386 57.0 227.439 48.0 228.688 64.5 229.618 70.8 230.465 59.4 231.475 71.3 232.316 61.3 233.295 33.3 235.095 67.5 235.984 90.2 236.649 78.3 237.415 49.3 238.633 69.7 239.494 75.9 240.285 48.0 241.535 56.6 242.595 47.8 243.849 67.9 244.733 50.3 245.925 72.0 246.758 86.1 247.455 63.2 248.405 49.2 249.625 62.2 250.590 77.4 251.365 69.0 252.235 63.5 253.180 96.8 253.800 100.7 254.396 117.2 254.908 87.3 255.595 96.0 256.220 96.0 256.845 96.2 257.469 89.3 258.141 107.7 258.698 71.5 259.537 81.3 260.275 100.0 260.875 54.4 261.978 100.8 262.573 124.5 263.055 73.1 263.876 83.8 264.592 84.7 265.300 72.7 266.125 57.7 267.165 60.6 268.155 63.8 269.095 65.9 270.005 80.6 270.749 67.4 271.639 92.9 272.285 119.3 272.788 65.4 273.706 111.7 274.243 77.4 275.018 67.7 275.904 103.3 276.485 85.8 277.184 51.0 278.361 58.5 279.386 63.5 280.331 50.3 281.525 89.7 282.194 122.2 282.685 65.6 283.600 33.2 285.405 50.7 286.588 77.6 287.361 85.2 288.065 71.4 288.905 109.9 289.451 103.4 290.031 87.6 290.716 88.8 291.392 73.9 292.204 59.1 293.220 37.2 294.835 30.2 296.825 51.1 297.999 48.7 299.230 45.7 300.542 53.0 301.675 55.6 302.755 95.2 303.385 103.4 303.965 107.1 304.525 93.8 305.165 75.9 305.955 68.2 306.835 41.4 308.286 27.2 310.495 27.2