# !!!performance-id: pid610633-02 # !!!title: Mazurka in C-sharp minor, Op. 63, No. 3 # !!!trials: 1 # !!!date: 2008/03/14/ # !!!reverse-conductor: Craig Stuart Sapp # !!!performer: Julio Garcia Casas # !!!performance-date: 2007 # !!!label: YouTube lCbSFYv2whs # !!!label-title: YouTube perforances of mazurka 63/3 # !!!offset: 0 5.558 65.9 6.468 57.8 7.506 101.4 8.098 136.1 8.539 133.6 8.988 93.8 9.628 130.4 10.088 136.4 10.528 136.4 10.968 157.9 11.348 127.7 11.818 114.3 12.343 148.1 12.748 101.5 13.339 115.6 13.858 90.9 14.518 133.3 14.968 109.1 15.518 82.5 16.245 84.5 16.955 177.0 17.294 144.2 17.710 139.9 18.139 73.2 18.959 130.7 19.418 107.1 19.978 129.6 20.441 159.2 20.818 150.0 21.218 133.3 21.668 146.3 22.078 110.7 22.620 174.9 22.963 160.0 23.338 142.9 23.758 113.6 24.286 85.5 24.988 139.5 25.418 146.3 25.828 146.3 26.238 139.5 26.668 107.1 27.228 82.2 27.958 109.1 28.508 107.1 29.068 83.3 29.788 77.8 30.559 136.7 30.998 139.5 31.428 115.4 31.948 146.3 32.358 146.3 32.768 80.4 33.514 164.8 33.878 166.7 34.238 111.1 34.778 193.5 35.088 136.4 35.528 142.9 35.948 176.5 36.288 162.2 36.658 146.3 37.068 166.7 37.428 157.9 37.808 98.7 38.416 129.9 38.878 88.6 39.555 82.1 40.286 142.2 40.708 99.0 41.314 89.0 41.988 125.0 42.468 92.3 43.118 60.0 44.118 76.5 44.902 147.8 45.308 83.8 46.024 174.4 46.368 166.7 46.728 113.2 47.258 153.8 47.648 150.0 48.048 157.9 48.428 177.0 48.767 170.9 49.118 146.3 49.528 157.9 49.908 166.7 50.268 120.0 50.768 139.5 51.198 110.9 51.739 105.4 52.308 111.1 52.848 75.9 53.638 83.3 54.358 117.6 54.868 111.1 55.408 111.1 55.948 110.7 56.490 133.9 56.938 150.0 57.338 146.3 57.748 166.7 58.108 136.4 58.548 142.9 58.968 118.8 59.473 118.8 59.978 90.9 60.638 69.8 61.498 120.0 61.998 166.7 62.358 176.5 62.698 166.7 63.058 181.8 63.388 176.5 63.728 146.3 64.138 130.4 64.598 119.0 65.102 110.5 65.645 93.3 66.288 73.2 67.108 107.1 67.668 187.5 67.988 181.8 68.318 134.8 68.763 218.2 69.038 176.5 69.378 139.5 69.808 139.5 70.238 113.4 70.767 113.0 71.298 87.0 71.988 77.9 72.758 113.2 73.288 187.5 73.608 162.2 73.978 111.9 74.514 179.6 74.848 162.2 75.218 100.3 75.816 153.1 76.208 133.3 76.658 83.3 77.378 93.8 78.018 81.1 78.758 62.5 79.718 122.4 80.208 100.0 80.808 75.0 81.608 103.4 82.188 139.5 82.618 130.4 83.078 115.4 83.598 97.7 84.212 88.8 84.888 117.6 85.398 130.4 85.858 89.6 86.528 142.9 86.948 90.4 87.612 83.8 88.328 103.8 88.906 76.9 89.686 101.4 90.278 179.6 90.612 91.3 91.269 111.3 91.808 88.2 92.488 122.4 92.978 127.7 93.448 149.6 93.849 157.9 94.229 160.0 94.604 108.1 95.159 182.4 95.488 146.3 95.898 150.0 96.298 153.8 96.688 96.8 97.308 153.8 97.698 146.3 98.108 109.1 98.658 115.4 99.178 76.8 99.959 76.0 100.748 133.3 101.198 35.1 102.908 60.9 103.894 110.3 104.438 98.4 105.048 95.2 105.678 115.8 106.196 124.5 106.678 85.5 107.380 113.6 107.908 78.4 108.673 81.0 109.414 81.7 110.148 61.3 111.127 108.9 111.678 117.6 112.188 125.0 112.668 117.6 113.178 96.8 113.798 111.1 114.338 92.3 114.988 101.7 115.578 122.2 116.069 130.7 116.528 125.0 117.008 122.4 117.498 93.3 118.141 136.7 118.580 107.3 119.139 90.2 119.804 129.3 120.268 136.4 120.708 139.5 121.138 133.3 121.588 109.1 122.138 113.0 122.669 125.3 123.148 44.6 124.494 85.2 125.198 142.9 125.618 98.4 126.228 76.9 127.008 59.2