# !!!performance-id: pid9049-11 # !!!title: Mazurka in E minor, Op. 17, No. 2 # !!!trials: 1 # !!!date: 2005/07/10/ # !!!reverse-conductor: Craig Stuart Sapp # !!!performer: Artur Rubinstein # !!!performance-date: 1939 # !!!label: Naxos 8.110656-57 # !!!label-title: Fryderyk Chopin: Mazurkas # !!!trial-hardware: RM; Intel P4 # !!!trial-cpuspeed: 3.4 GHz # !!!trial-os: Windows XP # !!!offset: 0 1.477 93.8 2.117 87.1 2.806 119.8 3.307 133.9 3.755 101.4 4.347 117.6 4.857 109.1 5.407 90.9 6.067 153.8 6.457 96.0 7.082 106.2 7.647 96.8 8.267 93.8 8.907 112.4 9.441 137.9 9.876 139.2 10.307 103.6 10.886 153.5 11.277 140.5 11.704 105.8 12.271 103.1 12.853 132.2 13.307 117.6 13.817 107.1 14.377 125.0 14.857 92.7 15.504 141.8 15.927 125.0 16.407 95.2 17.037 77.9 17.807 137.0 18.245 94.9 18.877 140.5 19.304 99.3 19.908 88.0 20.590 77.2 21.367 69.0 22.237 82.9 22.961 102.7 23.545 124.5 24.027 120.0 24.527 105.3 25.097 122.4 25.587 90.9 26.247 146.3 26.657 115.4 27.177 122.4 27.667 86.0 28.365 83.0 29.088 93.9 29.727 115.4 30.247 150.0 30.647 105.3 31.217 150.0 31.617 115.4 32.137 87.8 32.820 109.3 33.369 137.0 33.807 115.4 34.327 122.2 34.818 130.7 35.277 96.8 35.897 133.9 36.345 161.3 36.717 76.9 37.497 81.1 38.237 105.3 38.807 71.4 39.647 72.3 40.477 90.9 41.137 65.2 42.057 54.5 43.157 72.0 43.990 87.5 44.676 114.9 45.198 125.3 45.677 143.9 46.094 121.7 46.587 115.4 47.107 142.9 47.527 127.7 47.997 133.3 48.447 146.3 48.857 142.9 49.277 142.9 49.697 107.1 50.257 143.2 50.676 161.7 51.047 117.2 51.559 140.2 51.987 136.4 52.427 100.0 53.027 75.0 53.827 95.2 54.457 77.9 55.227 71.4 56.067 56.6 57.127 69.8 57.987 98.8 58.594 114.5 59.118 130.7 59.577 116.5 60.092 123.7 60.577 93.8 61.217 147.4 61.624 190.5 61.939 117.2 62.451 137.6 62.887 105.3 63.457 111.7 63.994 110.5 64.537 117.6 65.047 109.1 65.597 142.9 66.017 162.2 66.387 146.3 66.797 132.2 67.251 140.5 67.678 122.7 68.167 130.4 68.627 114.9 69.149 103.8 69.727 108.9 70.278 112.8 70.810 91.6 71.465 99.7 72.067 89.6 72.737 98.4 73.347 105.3 73.917 136.4 74.357 139.5 74.787 142.9 75.207 153.8 75.597 105.3 76.167 139.5 76.597 150.0 76.997 130.4 77.457 122.4 77.947 120.0 78.447 107.7 79.004 89.0 79.678 113.0 80.209 107.5 80.767 85.7 81.467 76.9 82.247 109.1 82.797 139.5 83.227 150.0 83.627 173.4 83.973 146.7 84.382 160.9 84.755 165.3 85.118 154.2 85.507 133.3 85.957 127.7 86.427 103.4 87.007 73.2 87.827 84.5 88.537 124.2 89.020 138.6 89.453 99.3 90.057 90.9 90.717 93.8 91.357 88.2 92.037 136.4 92.477 115.4 92.997 96.8 93.617 88.2 94.297 85.7 94.997 94.0 95.635 124.5 96.117 146.3 96.527 100.0 97.127 142.9 97.547 119.0 98.051 100.7 98.647 109.1 99.197 125.0 99.677 108.7 100.229 121.7 100.722 112.1 101.257 83.3 101.977 133.3 102.427 75.7 103.220 76.3 104.006 96.6 104.627 133.3 105.077 92.3 105.727 114.1 106.253 102.7 106.837 70.6 107.687 72.3 108.517 109.1 109.067 81.1 109.807 111.1 110.347 83.3 111.067 69.8 111.927 50.0 113.127 57.1 114.177 57.5 115.220 48.1 116.467 75.9 117.257 53.9 118.371 53.1