# !!!performance-id: pid9097-24 # !!!title: Mazurka in C-sharp minor, Op. 63, No. 3 # !!!trials: 1 # !!!date: 2007/04/01/ # !!!reverse-conductor: Craig Stuart Sapp # !!!performer: Gyorgy Ferenczy # !!!performance-date: 1956 # !!!label: Hungaroton HCD 32121 # !!!label-title: Great Hungarian Musicians: Gyorgy Ferenczy, piano # !!!offset: 0 0.708 146.3 1.118 100.0 1.718 109.1 2.268 130.4 2.728 156.7 3.111 84.9 3.818 130.4 4.278 120.0 4.778 115.4 5.298 150.0 5.698 157.9 6.078 95.2 6.708 133.3 7.158 111.3 7.697 127.4 8.168 130.4 8.628 139.5 9.058 103.4 9.638 176.5 9.978 127.7 10.448 122.4 10.938 157.9 11.318 146.3 11.728 117.6 12.238 139.5 12.668 109.1 13.218 122.4 13.708 142.9 14.128 146.3 14.538 98.4 15.148 139.5 15.578 117.6 16.088 120.0 16.588 153.8 16.978 166.7 17.338 113.2 17.868 150.0 18.268 122.4 18.758 130.4 19.218 142.9 19.638 142.9 20.058 111.1 20.598 171.4 20.948 111.1 21.488 125.0 21.968 130.4 22.428 150.0 22.828 136.4 23.268 120.0 23.768 101.7 24.358 153.8 24.748 157.9 25.128 136.4 25.568 157.9 25.948 181.8 26.278 125.0 26.758 117.6 27.268 133.3 27.718 166.7 28.078 157.9 28.458 153.8 28.848 111.1 29.388 150.0 29.788 171.4 30.138 142.9 30.558 153.8 30.948 125.0 31.428 162.2 31.798 171.4 32.148 162.2 32.518 153.8 32.908 166.7 33.268 150.0 33.668 93.0 34.313 196.7 34.618 166.7 34.978 130.4 35.438 166.7 35.798 193.5 36.108 127.9 36.577 127.4 37.048 146.3 37.458 176.5 37.798 176.5 38.138 176.5 38.478 150.8 38.876 180.7 39.208 133.3 39.658 136.4 40.098 73.1 40.919 62.2 41.883 129.0 42.348 157.9 42.728 142.9 43.148 142.9 43.568 122.4 44.058 125.0 44.538 107.1 45.098 125.0 45.578 115.6 46.097 170.9 46.448 109.1 46.998 139.5 47.428 153.8 47.818 153.8 48.208 171.4 48.558 136.4 48.998 105.3 49.568 150.0 49.968 136.4 50.408 142.9 50.828 135.7 51.270 182.9 51.598 133.3 52.048 153.8 52.438 187.5 52.758 157.9 53.138 176.5 53.478 139.5 53.908 120.0 54.408 122.4 54.898 146.3 55.308 146.3 55.718 157.9 56.098 171.4 56.448 139.5 56.878 146.3 57.288 187.5 57.608 176.5 57.948 146.3 58.358 141.8 58.781 125.8 59.258 127.7 59.728 146.3 60.138 162.2 60.508 153.8 60.898 166.7 61.258 157.9 61.638 130.4 62.098 133.3 62.548 139.5 62.978 127.7 63.448 93.0 64.093 35.7 65.776 33.5 67.568 58.9 68.586 65.1 69.508 59.7 70.513 87.6 71.198 109.1 71.748 146.3 72.158 125.0 72.638 100.0 73.238 139.5 73.668 116.7 74.182 131.6 74.638 171.4 74.988 115.4 75.508 136.4 75.948 120.0 76.448 136.4 76.888 103.4 77.468 166.7 77.828 133.3 78.278 146.3 78.688 142.9 79.108 162.2 79.478 142.9 79.898 166.7 80.258 125.0 80.738 133.3 81.188 139.5 81.618 150.0 82.018 117.6 82.528 162.2 82.898 133.3 83.348 133.3 83.798 230.8 84.058 146.3 84.468 150.0 84.868 157.9 85.248 181.8 85.578 129.3 86.042 184.0 86.368 90.9 87.028 111.1 87.568 21.3 90.389 143.2 90.808 162.2 91.178 153.8 91.568 142.9 91.988 76.9 92.768 103.4 93.348 70.6 94.198 164.4 94.563 114.3 95.088 102.7 95.672 123.5 96.158 110.7 96.700 109.5 97.248 107.1 97.808 115.4 98.328 97.1 98.946 129.9 99.408 122.4 99.898 122.4 100.388 105.3 100.958 115.6 101.477 112.4 102.011 147.4 102.418 127.7 102.888 139.5 103.318 157.9 103.698 122.4 104.188 136.4 104.628 142.9 105.048 181.8 105.378 117.6 105.888 162.2 106.258 111.9 106.794 116.7 107.308 69.0 108.178 16.8 111.748 111.1 112.288 117.6 112.798 142.2 113.220 75.2