# !!!performance-id: pid9061-13 # !!!title: Mazurka in A minor, Op. 17, No. 4 # !!!trials: 1 # !!!date: 2006/11/18/ # !!!reverse-conductor: Craig Stuart Sapp # !!!performer: Alexander Uninsky # !!!performance-date: 1971 # !!!label: Philips 442 574-2 # !!!label-title: Chopin: Complete Mazurkas, Complete Impromptus, Berceuse # !!!offset: 0 0.443 68.8 1.315 90.9 1.975 95.1 2.606 84.6 3.315 98.0 3.927 89.4 4.598 67.6 5.485 87.0 6.175 69.0 7.045 81.1 7.785 48.1 9.033 55.5 10.115 58.8 11.135 111.1 11.675 120.0 12.175 91.3 12.832 119.3 13.335 113.2 13.865 115.4 14.385 75.9 15.175 59.6 16.181 85.7 16.881 97.6 17.496 83.4 18.215 111.1 18.755 94.6 19.389 97.4 20.005 109.1 20.555 113.2 21.085 110.9 21.626 82.3 22.355 109.1 22.905 114.5 23.429 95.8 24.055 89.6 24.725 76.4 25.510 73.3 26.329 100.8 26.924 71.3 27.765 116.1 28.282 124.5 28.764 130.2 29.225 118.1 29.733 102.7 30.317 127.7 30.787 95.2 31.417 124.0 31.901 99.3 32.505 83.0 33.228 95.7 33.855 119.5 34.357 60.8 35.344 81.7 36.078 107.7 36.635 86.1 37.332 63.2 38.281 93.9 38.920 70.2 39.775 70.6 40.625 66.6 41.526 79.2 42.284 124.0 42.768 128.2 43.236 91.0 43.895 121.0 44.391 137.9 44.826 76.8 45.607 94.8 46.240 73.9 47.052 96.9 47.671 121.5 48.165 105.3 48.735 88.6 49.412 107.7 49.969 127.4 50.440 107.7 50.997 113.6 51.525 123.0 52.013 106.0 52.579 100.8 53.174 118.8 53.679 111.1 54.219 107.7 54.776 123.7 55.261 73.9 56.073 116.7 56.587 95.7 57.214 103.4 57.794 115.2 58.315 149.3 58.717 105.4 59.286 126.8 59.759 77.9 60.529 94.9 61.161 106.0 61.727 87.2 62.415 88.4 63.094 98.2 63.705 117.6 64.215 74.3 65.022 93.2 65.666 102.9 66.249 95.7 66.876 60.7 67.865 91.3 68.522 63.0 69.475 63.1 70.426 79.8 71.178 70.1 72.034 93.2 72.678 121.5 73.172 172.4 73.520 102.7 74.104 143.5 74.522 157.9 74.902 113.0 75.433 160.0 75.808 170.0 76.161 87.2 76.849 114.9 77.371 99.2 77.976 113.2 78.506 124.5 78.988 136.1 79.429 62.6 80.388 66.2 81.295 65.1 82.216 83.4 82.935 73.2 83.755 31.3 85.675 46.9 86.953 50.3 88.145 105.3 88.715 106.0 89.281 97.9 89.894 79.9 90.645 145.6 91.057 111.3 91.596 79.1 92.355 93.6 92.996 75.8 93.788 92.4 94.437 104.3 95.012 67.4 95.902 112.6 96.435 103.4 97.015 120.2 97.514 113.0 98.045 117.6 98.555 129.3 99.019 88.0 99.701 114.5 100.225 122.7 100.714 103.3 101.295 105.1 101.866 119.5 102.368 89.2 103.041 127.4 103.512 77.4 104.287 117.6 104.797 126.6 105.271 121.7 105.764 111.7 106.301 99.3 106.905 138.9 107.337 87.2 108.025 114.3 108.550 88.9 109.225 73.4 110.042 101.2 110.635 122.4 111.125 64.2 112.059 86.1 112.756 116.1 113.273 86.8 113.964 71.6 114.802 75.7 115.595 66.7 116.495 69.8 117.355 47.5 118.619 70.9 119.465 124.2 119.948 132.5 120.401 113.4 120.930 118.8 121.435 138.9 121.867 151.9 122.262 138.9 122.694 132.5 123.147 126.1 123.623 122.2 124.114 153.5 124.505 169.0 124.860 147.8 125.266 155.4 125.652 163.0 126.020 154.2 126.409 147.4 126.816 146.7 127.225 116.7 127.739 121.7 128.232 98.8 128.839 90.0 129.506 80.1 130.255 117.6 130.765 136.7 131.204 157.5 131.585 122.4 132.075 143.5 132.493 144.6 132.908 157.9 133.288 160.0 133.663 139.9 134.092 126.8 134.565 126.6 135.039 154.6 135.427 168.1 135.784 161.7 136.155 147.4 136.562 131.6 137.018 126.8 137.491 156.7 137.874 111.1 138.414 142.5 138.835 136.4 139.275 103.6 139.854 112.4 140.388 82.4 141.116 135.7 141.558 147.8 141.964 169.5 142.318 126.8 142.791 141.5 143.215 166.7 143.575 169.5 143.929 159.2 144.306 165.3 144.669 137.0 145.107 137.6 145.543 177.0 145.882 170.0 146.235 162.2 146.605 153.1 146.997 166.7 147.357 144.6 147.772 144.6 148.187 141.5 148.611 107.7 149.168 120.2 149.667 101.9 150.256 104.3 150.831 85.7 151.531 130.2 151.992 143.5 152.410 159.2 152.787 129.9 153.249 137.0 153.687 149.6 154.088 157.9 154.468 154.2 154.857 137.0 155.295 135.1 155.739 128.5 156.206 137.6 156.642 196.7 156.947 167.1 157.306 179.6 157.640 155.8 158.025 163.5 158.392 141.8 158.815 58.7 159.837 79.2 160.595 52.6 161.735 55.6 162.815 30.7 164.769 25.7 167.108 81.4 167.845 111.1 168.385 117.6 168.895 90.9 169.555 113.2 170.085 105.3 170.655 81.1 171.395 84.7 172.103 66.0 173.012 85.3 173.715 122.4 174.205 88.2 174.885 88.2 175.565 97.4 176.181 117.4 176.692 108.7 177.244 110.9 177.785 110.9 178.326 97.4 178.942 119.3 179.445 124.0 179.929 100.7 180.525 127.9 180.994 92.7 181.641 72.8 182.465 97.4 183.081 81.1 183.821 86.8 184.512 119.3 185.015 106.2 185.580 91.5 186.236 121.7 186.729 99.0 187.335 77.6 188.108 115.6 188.627 120.5 189.125 99.2 189.730 93.0 190.375 96.6 190.996 78.3 191.762 73.1 192.583 116.7 193.097 77.1 193.875 49.0 195.100 92.7 195.747 94.0 196.385 77.9 197.155 142.5 197.576 163.0 197.944 98.4 198.554 104.9 199.126 86.6 199.819 114.1 200.345 189.9 200.661 159.2 201.038 100.3 201.636 112.4 202.170 85.7 202.870 138.9 203.302 145.6 203.714 120.7 204.211 114.5 204.735 114.1 205.261 141.5 205.685 119.5 206.187 103.8 206.765 114.9 207.287 78.2 208.054 83.3 208.774 59.8 209.778 113.9 210.305 145.3 210.718 157.9 211.098 105.8 211.665 124.0 212.149 88.8 212.825 125.0 213.305 187.5 213.625 163.5 213.992 119.5 214.494 131.6 214.950 98.8 215.557 126.8 216.030 160.0 216.405 162.2 216.775 94.3 217.411 102.7 217.995 93.8 218.635 122.7 219.124 108.9 219.675 101.4 220.267 94.0 220.905 77.9 221.675 71.3 222.517 123.0 223.005 130.4 223.465 113.4 223.994 124.7 224.475 96.8 225.095 95.4 225.724 111.7 226.261 91.9 226.914 74.9 227.715 65.9 228.625 55.0 229.715 68.0 230.597 77.1 231.375 77.7 232.147 69.1 233.015 64.5 233.945 72.3 234.775 66.7 235.674 81.7 236.408 81.4 237.145 50.6 238.330 56.0 239.401 49.8 240.605 60.0 241.605 31.5