# !!!performance-id: pid9055b-12 # !!!title: Mazurka in C-sharp minor, Op. 63, No. 3 # !!!trials: 1 # !!!date: 2007/03/30/ # !!!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 0.808 90.9 1.468 84.5 2.178 68.1 3.059 127.9 3.528 149.3 3.930 91.2 4.588 131.3 5.045 141.8 5.468 127.7 5.938 133.3 6.388 150.0 6.788 96.8 7.408 136.4 7.848 92.3 8.498 80.0 9.248 100.0 9.848 120.0 10.348 111.1 10.888 136.4 11.328 133.3 11.778 127.7 12.248 117.6 12.758 139.5 13.188 94.3 13.824 108.3 14.378 88.2 15.058 83.3 15.778 115.4 16.298 150.0 16.698 96.8 17.318 133.3 17.768 136.4 18.208 109.1 18.758 122.4 19.248 115.4 19.768 125.0 20.248 145.3 20.661 80.3 21.408 89.6 22.078 94.3 22.714 132.2 23.168 113.2 23.698 130.4 24.158 100.0 24.758 98.4 25.368 91.5 26.024 69.6 26.886 103.1 27.468 89.6 28.138 96.8 28.758 131.0 29.216 129.9 29.678 122.7 30.167 176.0 30.508 153.8 30.898 139.5 31.328 111.1 31.868 117.6 32.378 157.9 32.758 171.4 33.108 139.5 33.538 133.3 33.988 166.7 34.348 157.9 34.728 150.0 35.128 193.5 35.438 98.2 36.049 88.5 36.727 139.2 37.158 127.7 37.628 136.4 38.068 81.1 38.808 100.0 39.408 71.4 40.248 71.4 41.088 95.2 41.718 101.7 42.308 153.8 42.698 141.5 43.122 155.4 43.508 98.4 44.118 151.5 44.514 124.0 44.998 176.5 45.338 139.5 45.768 139.5 46.198 107.1 46.758 127.7 47.228 133.3 47.678 157.9 48.058 120.0 48.558 78.5 49.322 134.5 49.768 127.7 50.238 107.1 50.798 82.2 51.528 54.7 52.624 87.7 53.308 111.1 53.848 112.8 54.380 163.0 54.748 103.4 55.328 133.3 55.778 150.0 56.178 130.4 56.638 162.2 57.008 139.5 57.438 93.8 58.078 109.1 58.628 136.4 59.068 130.4 59.528 117.0 60.041 140.2 60.469 120.2 60.968 142.9 61.388 166.7 61.748 146.3 62.158 157.9 62.538 133.3 62.988 95.2 63.618 75.2 64.416 80.3 65.163 110.1 65.708 118.1 66.216 132.7 66.668 101.7 67.258 136.4 67.698 166.7 68.058 150.0 68.458 166.7 68.818 108.5 69.371 118.3 69.878 130.4 70.338 96.6 70.959 105.4 71.528 127.7 71.998 130.7 72.457 113.0 72.988 120.0 73.488 129.6 73.951 113.9 74.478 108.9 75.029 65.4 75.947 57.6 76.988 57.1 78.038 80.0 78.788 89.6 79.458 77.8 80.229 94.9 80.861 94.2 81.498 146.3 81.908 125.0 82.388 142.9 82.808 123.5 83.294 124.0 83.778 109.1 84.328 166.7 84.688 84.5 85.398 81.1 86.138 98.5 86.747 115.2 87.268 120.0 87.768 146.3 88.178 127.7 88.648 142.9 89.068 117.6 89.578 157.9 89.958 133.3 90.408 142.9 90.828 108.7 91.380 128.2 91.848 98.5 92.457 130.2 92.918 108.1 93.473 97.6 94.088 122.4 94.578 125.0 95.058 120.0 95.558 82.2 96.288 90.9 96.948 109.1 97.498 115.4 98.018 115.4 98.538 55.7 99.616 60.2 100.612 36.7 102.248 24.8 104.668 54.4 105.771 109.7 106.318 105.3 106.888 113.2 107.418 81.4 108.155 83.0 108.878 68.7 109.751 72.6 110.578 75.9 111.368 113.2 111.898 72.3 112.728 87.0 113.418 73.3 114.237 86.0 114.935 98.0 115.547 74.6 116.351 100.5 116.948 109.1 117.498 89.6 118.168 78.9 118.928 85.7 119.628 90.6 120.290 118.1 120.798 109.1 121.348 115.4 121.868 90.9 122.528 133.3 122.978 74.1 123.788 88.2 124.468 154.2 124.857 95.1 125.488 113.2 126.018 88.2 126.698 89.6 127.368 45.1 128.698 22.6 131.348 66.7 132.248 142.9 132.668 162.2 133.038 81.1