# !!!performance-id: pid918904-12 # !!!title: Mazurka in C-sharp minor, Op. 63, No. 3 # !!!trials: 1 # !!!date: 2008/04/04/ # !!!reverse-conductor: Craig Stuart Sapp # !!!performer: Witold Malcuzynski # !!!performance-date: 1961 # !!!label: EMI CZS 5 68226 2 # !!!label-title: Malcuzynski: Artist Profile # !!!offset: 0 0.508 69.8 1.368 76.9 2.148 111.1 2.688 127.7 3.158 130.4 3.618 105.3 4.188 150.0 4.588 142.9 5.008 127.7 5.478 125.0 5.958 122.4 6.448 100.0 7.048 125.0 7.528 123.5 8.014 127.7 8.484 114.5 9.008 113.2 9.538 113.2 10.068 120.0 10.568 103.4 11.148 89.6 11.818 87.0 12.508 105.3 13.078 102.7 13.662 106.0 14.228 98.4 14.838 116.3 15.354 129.3 15.818 142.5 16.239 115.6 16.758 153.8 17.148 146.3 17.558 130.4 18.018 127.7 18.488 136.4 18.928 111.1 19.468 115.4 19.988 98.4 20.598 127.7 21.068 113.2 21.598 133.3 22.048 122.4 22.538 115.4 23.058 93.8 23.698 90.9 24.358 82.2 25.088 70.9 25.934 119.0 26.438 146.3 26.848 144.6 27.263 148.5 27.667 170.9 28.018 130.4 28.478 171.4 28.828 193.5 29.138 103.3 29.719 136.7 30.158 139.5 30.588 142.9 31.008 166.7 31.368 157.9 31.748 142.9 32.168 122.4 32.658 162.2 33.028 130.4 33.488 117.6 33.998 103.4 34.578 88.4 35.257 122.2 35.748 107.1 36.308 83.3 37.028 88.2 37.708 60.6 38.698 83.3 39.418 125.8 39.895 165.3 40.258 120.0 40.758 164.4 41.123 179.1 41.458 95.5 42.086 114.9 42.608 127.7 43.078 139.5 43.508 146.3 43.918 125.0 44.398 111.1 44.938 113.2 45.468 120.0 45.968 115.4 46.488 103.4 47.068 84.5 47.778 82.2 48.508 113.2 49.038 90.9 49.698 65.2 50.618 60.6 51.608 92.3 52.258 89.6 52.928 130.4 53.388 120.0 53.888 136.4 54.328 139.5 54.758 133.3 55.208 117.6 55.718 153.8 56.108 146.3 56.518 150.0 56.918 133.3 57.368 130.4 57.828 117.6 58.338 157.9 58.718 127.7 59.188 153.8 59.578 157.9 59.958 142.9 60.378 107.1 60.938 162.2 61.308 171.4 61.658 136.4 62.098 129.9 62.560 131.0 63.018 105.3 63.588 146.3 63.998 146.3 64.408 136.4 64.848 166.7 65.208 157.9 65.588 136.4 66.028 174.9 66.371 172.9 66.718 133.3 67.168 139.5 67.598 133.3 68.048 133.3 68.498 162.2 68.868 146.3 69.278 127.7 69.748 157.9 70.128 146.3 70.538 97.7 71.152 159.6 71.528 127.7 71.998 74.1 72.808 81.1 73.548 113.2 74.078 136.4 74.518 144.2 74.934 174.4 75.278 109.1 75.828 151.1 76.225 180.2 76.558 181.8 76.888 170.0 77.241 159.2 77.618 103.3 78.199 150.4 78.598 113.2 79.128 93.8 79.768 117.6 80.278 125.0 80.758 125.0 81.238 131.6 81.694 119.0 82.198 107.1 82.758 80.3 83.505 66.4 84.408 111.1 84.948 127.7 85.418 150.0 85.818 146.3 86.228 137.0 86.666 169.5 87.020 194.8 87.328 150.0 87.728 193.5 88.038 171.4 88.388 176.0 88.729 182.4 89.058 166.7 89.418 162.2 89.788 217.4 90.064 164.8 90.428 166.7 90.788 133.3 91.238 136.4 91.678 78.9 92.438 31.9 94.319 77.0 95.098 120.0 95.598 93.8 96.238 75.0 97.038 77.9 97.808 136.4 98.248 95.2 98.878 107.1 99.438 120.0 99.938 125.0 100.418 82.2 101.148 131.3 101.605 121.7 102.098 135.1 102.542 118.6 103.048 136.4 103.488 146.3 103.898 107.1 104.458 95.2 105.088 139.5 105.518 130.4 105.978 157.9 106.358 166.7 106.718 153.8 107.108 146.3 107.518 171.4 107.868 162.2 108.238 155.8 108.623 155.8 109.008 166.7 109.368 115.4 109.888 133.3 110.338 120.0 110.838 125.0 111.318 74.1 112.128 27.0 114.348 83.3 115.068 113.2 115.598 109.1 116.148 81.1 116.888 88.9