# !!!performance-id: pid9055-13 # !!!title: Mazurka in A minor, Op. 17, No. 4 # !!!trials: 1 # !!!date: 2006/11/15/ # !!!reverse-conductor: Craig Stuart Sapp # !!!performer: Jean-Marc Luisada # !!!performance-date: 1990 # !!!label: Deutsche Grammophon 463054-2 # !!!label-title: Chopin Complete Edition: Mazurkas # !!!offset: 0 0.000 121.2 0.495 75.9 1.285 98.4 1.895 113.2 2.425 130.4 2.885 133.3 3.335 109.1 3.885 88.2 4.565 49.2 5.785 37.6 7.381 59.9 8.382 68.0 9.265 67.4 10.155 89.6 10.825 70.6 11.675 107.1 12.235 118.8 12.740 110.5 13.283 139.5 13.713 99.7 14.315 58.8 15.335 87.0 16.025 107.1 16.585 89.6 17.255 67.4 18.145 85.7 18.845 111.3 19.384 85.6 20.085 101.7 20.675 91.3 21.332 135.4 21.775 88.4 22.454 74.3 23.261 121.5 23.755 80.4 24.501 70.3 25.355 56.3 26.420 81.1 27.160 63.3 28.108 131.3 28.565 129.3 29.029 95.4 29.658 122.7 30.147 122.4 30.637 62.4 31.598 102.2 32.185 139.5 32.615 130.4 33.075 118.3 33.582 68.7 34.455 74.4 35.261 81.6 35.996 88.4 36.675 78.2 37.442 75.6 38.236 72.4 39.065 82.2 39.795 100.0 40.395 127.7 40.865 111.1 41.405 100.8 42.000 111.7 42.537 79.1 43.296 109.3 43.845 162.6 44.214 107.3 44.773 105.3 45.343 94.8 45.976 77.0 46.755 101.7 47.345 136.4 47.785 103.8 48.363 78.1 49.131 101.0 49.725 124.0 50.209 107.9 50.765 125.0 51.245 135.4 51.688 114.5 52.212 99.5 52.815 86.6 53.508 134.2 53.955 86.6 54.648 56.6 55.708 66.9 56.605 80.2 57.353 68.6 58.227 143.9 58.644 107.5 59.202 96.3 59.825 88.1 60.506 76.6 61.289 77.3 62.065 109.7 62.612 132.5 63.065 140.5 63.492 83.3 64.212 106.6 64.775 93.6 65.416 74.4 66.222 90.5 66.885 84.0 67.599 66.7 68.498 69.2 69.365 75.2 70.163 135.7 70.605 117.6 71.115 117.2 71.627 140.8 72.053 142.9 72.473 161.3 72.845 222.2 73.115 138.9 73.547 127.4 74.018 196.1 74.324 128.2 74.792 197.4 75.096 189.9 75.412 153.8 75.802 129.0 76.267 170.9 76.618 182.4 76.947 158.7 77.325 187.5 77.645 142.2 78.067 107.7 78.624 131.0 79.082 117.0 79.595 91.2 80.253 61.1 81.235 63.3 82.183 64.4 83.115 68.8 83.987 79.6 84.741 104.3 85.316 172.4 85.664 137.6 86.100 127.9 86.569 164.8 86.933 82.0 87.665 69.8 88.525 103.4 89.105 146.3 89.515 100.2 90.114 77.8 90.885 100.0 91.485 121.2 91.980 104.3 92.555 127.7 93.025 116.1 93.542 152.7 93.935 94.0 94.573 116.1 95.090 101.5 95.681 90.1 96.347 62.0 97.315 67.6 98.202 70.2 99.057 63.5 100.002 138.6 100.435 103.8 101.013 64.2 101.947 137.3 102.384 124.7 102.865 64.6 103.794 108.9 104.345 136.1 104.786 143.2 105.205 100.5 105.802 108.5 106.355 105.8 106.922 57.7 107.961 87.7 108.645 98.2 109.256 62.9 110.210 74.1 111.020 60.9 112.006 117.9 112.515 89.4 113.186 105.4 113.755 171.4 114.105 167.6 114.463 168.1 114.820 131.9 115.275 127.7 115.745 181.8 116.075 162.2 116.445 139.5 116.875 172.9 117.222 169.5 117.576 113.4 118.105 164.8 118.469 223.9 118.737 140.2 119.165 190.5 119.480 218.2 119.755 139.5 120.185 160.4 120.559 225.6 120.825 142.9 121.245 127.7 121.715 122.4 122.205 109.1 122.755 226.4 123.020 151.9 123.415 150.4 123.814 189.3 124.131 146.3 124.541 140.8 124.967 202.7 125.263 170.5 125.615 142.9 126.035 179.6 126.369 127.7 126.839 193.5 127.149 160.0 127.524 219.0 127.798 151.1 128.195 174.4 128.539 155.8 128.924 122.2 129.415 112.1 129.950 117.4 130.461 135.4 130.904 124.7 131.385 133.3 131.835 114.1 132.361 169.5 132.715 148.9 133.118 140.5 133.545 169.0 133.900 144.6 134.315 145.6 134.727 182.9 135.055 192.3 135.367 140.2 135.795 163.9 136.161 160.4 136.535 133.3 136.985 146.7 137.394 219.8 137.667 143.5 138.085 189.3 138.402 191.7 138.715 146.3 139.125 193.5 139.435 146.3 139.845 152.3 140.239 147.8 140.645 103.4 141.225 92.3 141.875 222.2 142.145 161.7 142.516 143.2 142.935 193.5 143.245 136.1 143.686 162.6 144.055 193.5 144.365 184.6 144.690 143.9 145.107 163.9 145.473 157.1 145.855 162.2 146.225 165.3 146.588 233.5 146.845 139.5 147.275 193.5 147.585 187.5 147.905 140.8 148.331 150.0 148.731 69.2 149.598 90.2 150.263 64.4 151.195 49.2 152.415 46.2 153.713 34.4 155.455 92.4 156.104 83.2 156.825 128.5 157.292 165.3 157.655 133.3 158.105 137.6 158.541 124.7 159.022 94.5 159.657 64.2 160.592 78.0 161.361 127.1 161.833 99.7 162.435 81.1 163.175 113.2 163.705 135.1 164.149 118.6 164.655 117.6 165.165 139.9 165.594 127.4 166.065 96.8 166.685 116.7 167.199 86.8 167.890 85.8 168.589 51.5 169.755 85.2 170.459 91.3 171.116 55.0 172.206 133.6 172.655 109.3 173.204 78.8 173.965 60.6 174.955 82.2 175.685 92.3 176.335 107.1 176.895 133.3 177.345 137.3 177.782 76.4 178.567 119.0 179.071 86.2 179.767 74.4 180.573 82.0 181.305 57.4 182.351 77.5 183.125 60.6 184.115 74.1 184.925 109.1 185.475 85.7 186.175 76.1 186.963 161.3 187.335 115.4 187.855 105.8 188.422 180.2 188.755 100.0 189.355 171.9 189.704 244.9 189.949 116.3 190.465 122.4 190.955 181.8 191.285 105.3 191.855 161.3 192.227 215.8 192.505 107.5 193.063 108.7 193.615 157.9 193.995 122.4 194.485 113.9 195.012 87.5 195.698 70.0 196.555 103.8 197.133 161.3 197.505 122.0 197.997 90.4 198.661 112.1 199.196 82.1 199.927 143.5 200.345 200.0 200.645 107.7 201.202 235.3 201.457 157.1 201.839 92.9 202.485 127.7 202.955 193.5 203.265 96.8 203.885 219.0 204.159 141.2 204.584 70.3 205.437 91.6 206.092 156.7 206.475 100.0 207.075 98.4 207.685 68.2 208.565 74.1 209.375 72.3 210.205 125.3 210.684 94.6 211.318 125.5 211.796 137.9 212.231 126.6 212.705 87.0 213.395 105.3 213.965 122.4 214.455 102.7 215.039 90.8 215.700 58.3 216.729 31.2 218.655 50.0 219.855 63.0 220.808 72.6 221.634 88.1 222.315 76.9 223.095 105.3 223.665 115.4 224.185 113.2 224.715 111.1 225.255 90.9 225.915 69.5 226.778 37.1 228.395 28.2 230.522 19.3