# !!!performance-id: pid610633-07 # !!!title: Mazurka in C-sharp minor, Op. 63, No. 3 # !!!trials: 1 # !!!date: 2008/03/15/ # !!!reverse-conductor: Craig Stuart Sapp # !!!performer: Julio GarciaCasas # !!!performance-date: 2007 # !!!label: YouTube nWCNXcyTn-8 # !!!label-title: YouTube perforances of mazurka 63/3 # !!!offset: 0 12.078 75.9 12.868 57.9 13.904 117.0 14.417 138.9 14.849 146.7 15.258 127.7 15.728 133.3 16.178 146.3 16.588 145.6 17.000 182.9 17.328 181.8 17.658 145.3 18.071 159.2 18.448 107.1 19.008 166.7 19.368 122.7 19.857 149.6 20.258 105.3 20.828 80.0 21.578 150.0 21.978 155.0 22.365 182.9 22.693 169.0 23.048 115.4 23.568 137.6 24.004 96.2 24.628 133.3 25.078 169.5 25.432 163.9 25.798 133.3 26.248 150.0 26.648 130.4 27.108 142.9 27.528 162.2 27.898 153.8 28.288 90.9 28.948 87.5 29.634 119.0 30.138 187.5 30.458 157.9 30.838 166.7 31.198 125.0 31.678 103.4 32.258 153.8 32.648 130.4 33.108 105.3 33.678 75.8 34.470 140.2 34.898 133.3 35.348 98.4 35.958 118.3 36.465 174.9 36.808 89.7 37.477 157.5 37.858 193.5 38.168 115.4 38.688 139.5 39.118 183.5 39.445 166.2 39.806 215.1 40.085 174.9 40.428 142.9 40.848 158.7 41.226 135.7 41.668 119.5 42.170 147.1 42.578 115.4 43.098 87.0 43.788 150.0 44.188 157.5 44.569 103.6 45.148 107.1 45.708 95.7 46.335 82.5 47.062 77.3 47.838 153.8 48.228 85.8 48.927 162.6 49.296 198.7 49.598 166.7 49.958 117.6 50.468 190.5 50.783 169.0 51.138 222.2 51.408 166.7 51.768 150.0 52.168 176.5 52.508 150.0 52.908 126.1 53.384 152.3 53.778 96.6 54.399 80.1 55.148 93.8 55.788 114.3 56.313 91.6 56.968 105.3 57.538 117.6 58.048 120.0 58.548 153.8 58.938 153.8 59.328 162.2 59.698 181.8 60.028 162.2 60.398 139.5 60.828 171.4 61.178 148.9 61.581 131.3 62.038 109.1 62.588 90.9 63.248 150.4 63.647 192.9 63.958 187.5 64.278 157.9 64.658 187.5 64.978 181.8 65.308 146.3 65.718 176.5 66.058 153.8 66.448 127.7 66.918 93.5 67.560 80.2 68.308 101.5 68.899 188.1 69.218 212.8 69.500 169.5 69.854 204.1 70.148 187.5 70.468 162.2 70.838 166.7 71.198 120.2 71.697 149.6 72.098 107.1 72.658 88.2 73.338 121.0 73.834 197.4 74.138 193.5 74.448 146.7 74.857 161.7 75.228 146.3 75.638 96.8 76.258 162.2 76.628 130.4 77.088 70.6 77.938 74.1 78.748 53.6 79.868 51.4 81.035 106.6 81.598 101.7 82.188 133.3 82.638 77.5 83.412 156.3 83.796 86.1 84.493 118.8 84.998 113.2 85.528 136.4 85.968 105.3 86.538 115.4 87.058 69.5 87.921 155.4 88.307 119.8 88.808 94.2 89.445 104.7 90.018 115.4 90.538 142.9 90.958 162.2 91.328 130.4 91.788 130.4 92.248 159.6 92.624 162.2 92.994 138.2 93.428 150.0 93.828 166.7 94.188 162.2 94.558 170.5 94.910 163.0 95.278 162.2 95.648 172.4 95.996 145.6 96.408 146.3 96.818 176.5 97.158 165.3 97.521 134.8 97.966 139.5 98.396 95.2 99.026 78.7 99.788 142.9 100.208 36.0 101.873 84.4 102.584 119.0 103.088 115.4 103.608 113.2 104.138 116.5 104.653 116.5 105.168 73.3 105.986 122.0 106.478 89.6 107.148 95.2 107.778 82.2 108.508 66.7 109.407 108.9 109.958 96.8 110.578 130.4 111.038 163.0 111.406 155.8 111.791 140.5 112.218 81.1 112.958 107.1 113.518 137.3 113.955 145.6 114.367 150.4 114.766 138.9 115.198 105.3 115.768 115.4 116.288 133.3 116.738 131.6 117.194 144.6 117.609 181.3 117.940 158.7 118.318 150.0 118.718 136.4 119.158 153.8 119.548 181.3 119.879 50.5 121.067 93.6 121.708 166.2 122.069 122.7 122.558 74.1 123.368 56.8