# !!!performance-id: pid9049b-12 # !!!title: Mazurka in C-sharp minor, Op. 63, No. 3 # !!!trials: 1 # !!!date: 2007/03/28/ # !!!reverse-conductor: Craig Stuart Sapp # !!!performer: Artur Rubinstein # !!!performance-date: 1939 # !!!label: Naxos 8.110656-57 # !!!label-title: Fryderyk Chopin: Mazurkas # !!!offset: 0 1.728 87.0 2.418 91.0 3.077 108.9 3.628 136.4 4.068 136.4 4.508 107.1 5.068 136.4 5.508 125.0 5.988 120.0 6.488 125.0 6.968 131.3 7.425 119.3 7.928 130.4 8.388 125.0 8.868 101.7 9.458 103.4 10.038 105.3 10.608 127.7 11.078 125.0 11.558 125.0 12.038 99.2 12.643 106.2 13.208 113.2 13.738 124.0 14.222 95.8 14.848 88.2 15.528 111.1 16.068 111.1 16.608 105.3 17.178 111.1 17.718 157.9 18.098 125.0 18.578 125.0 19.058 130.4 19.518 133.3 19.968 111.1 20.508 130.4 20.968 90.8 21.629 117.9 22.138 125.0 22.618 133.3 23.068 139.5 23.498 139.5 23.928 125.0 24.408 105.3 24.978 111.1 25.518 86.1 26.215 138.6 26.648 96.8 27.268 82.2 27.998 88.2 28.678 136.4 29.118 130.4 29.578 146.3 29.988 187.5 30.308 125.0 30.788 127.7 31.258 157.9 31.638 139.5 32.068 181.8 32.398 171.4 32.748 111.1 33.288 122.4 33.778 162.2 34.148 127.7 34.618 120.0 35.118 171.4 35.468 142.9 35.888 153.8 36.278 150.0 36.678 103.4 37.258 125.0 37.738 127.7 38.208 92.2 38.859 87.1 39.548 150.0 39.948 140.8 40.374 160.4 40.748 181.8 41.078 139.5 41.508 117.6 42.018 171.4 42.368 136.4 42.808 187.5 43.128 162.2 43.498 127.7 43.968 103.4 44.548 125.0 45.028 146.3 45.438 139.5 45.868 127.7 46.338 107.1 46.898 101.7 47.488 75.9 48.278 92.3 48.928 77.9 49.698 51.0 50.875 68.0 51.757 108.9 52.308 130.4 52.768 136.4 53.208 142.9 53.628 142.9 54.048 115.4 54.568 130.4 55.028 171.4 55.378 110.9 55.919 122.7 56.408 127.7 56.878 85.5 57.580 140.2 58.008 150.0 58.408 136.4 58.848 133.3 59.298 127.7 59.768 87.6 60.453 126.3 60.928 139.5 61.358 86.7 62.050 95.5 62.678 64.2 63.613 64.2 64.548 111.1 65.088 109.3 65.637 77.1 66.415 114.7 66.938 120.0 67.438 94.2 68.075 126.8 68.548 166.7 68.908 88.2 69.588 92.0 70.240 88.5 70.918 83.3 71.638 136.4 72.078 111.1 72.618 101.7 73.208 133.3 73.658 139.5 74.088 95.2 74.718 150.0 75.118 136.4 75.558 77.1 76.336 88.0 77.018 89.6 77.688 77.1 78.466 96.5 79.088 111.1 79.628 130.4 80.088 96.0 80.713 126.3 81.188 127.7 81.658 117.6 82.168 133.3 82.618 80.3 83.365 119.3 83.868 113.2 84.398 111.1 84.938 107.1 85.498 90.9 86.158 105.3 86.728 130.4 87.188 136.4 87.628 125.0 88.108 111.1 88.648 100.0 89.248 122.4 89.738 135.7 90.180 125.5 90.658 98.4 91.268 90.9 91.928 130.4 92.388 139.5 92.818 122.4 93.308 117.6 93.818 122.4 94.308 105.3 94.878 95.2 95.508 69.3 96.374 97.7 96.988 130.4 97.448 105.3 98.018 113.2 98.548 88.2 99.228 95.2 99.858 65.2 100.778 48.8 102.008 80.0 102.758 117.6 103.268 81.1 104.008 105.3 104.578 93.8 105.218 125.0 105.698 82.2 106.428 96.8 107.048 63.2 107.998 96.8 108.618 92.3 109.268 84.7 109.976 103.1 110.558 109.1 111.108 117.6 111.618 107.1 112.178 133.3 112.628 133.3 113.078 115.4 113.598 120.0 114.098 117.6 114.608 113.2 115.138 111.1 115.678 98.4 116.288 120.0 116.788 98.4 117.398 92.3 118.048 95.2 118.678 115.4 119.198 92.3 119.848 84.5 120.558 127.7 121.028 122.4 121.518 125.0 121.998 78.9 122.758 39.5 124.278 107.1 124.838 155.0 125.225 135.4 125.668 105.3