# !!!performance-id: pid9055b-13 # !!!title: Mazurka in G major, Op. 67, No. 1 # !!!trials: 1 # !!!date: 2006/07/13/ # !!!reverse-conductor: Craig Stuart Sapp # !!!performer: Jean-Marc Luisada # !!!performance-date: 1990 # !!!label: Deutsche Grammophon 463054-2 # !!!label-title: Chopin Complete Edition: Mazurkas # !!!trial-hardware: RM; Intel P4 # !!!trial-cpuspeed: 3.4 MHz # !!!trial-os: Windows XP # !!!offset: 0 0.880 135.1 1.324 105.1 1.895 146.3 2.305 163.0 2.673 117.6 3.183 173.4 3.529 168.5 3.885 132.5 4.338 155.0 4.725 156.7 5.108 125.5 5.586 91.0 6.245 96.5 6.867 125.5 7.345 151.9 7.740 202.0 8.037 101.4 8.629 90.2 9.294 119.3 9.797 236.2 10.051 105.6 10.619 177.0 10.958 111.7 11.495 144.9 11.909 150.4 12.308 181.3 12.639 166.7 12.999 219.0 13.273 141.5 13.697 95.7 14.324 131.6 14.780 154.6 15.168 119.3 15.671 102.2 16.258 111.3 16.797 146.3 17.207 129.6 17.670 120.0 18.170 160.4 18.544 176.5 18.884 152.7 19.277 136.1 19.718 171.4 20.068 145.3 20.481 125.5 20.959 155.0 21.346 113.2 21.876 101.5 22.467 111.1 23.007 156.7 23.390 159.2 23.767 176.0 24.108 157.9 24.488 147.4 24.895 163.0 25.263 176.0 25.604 163.9 25.970 147.1 26.378 130.4 26.838 128.8 27.304 100.7 27.900 149.6 28.301 157.5 28.682 179.6 29.016 163.5 29.383 141.8 29.806 166.7 30.166 202.7 30.462 93.3 31.105 115.2 31.626 119.3 32.129 80.5 32.874 122.4 33.364 133.3 33.814 152.7 34.207 179.6 34.541 153.1 34.933 159.6 35.309 161.7 35.680 187.5 36.000 158.7 36.378 141.5 36.802 126.1 37.278 117.6 37.788 84.0 38.502 96.8 39.122 76.9 39.902 106.6 40.465 116.1 40.982 146.3 41.392 144.9 41.806 133.0 42.257 160.4 42.631 184.0 42.957 147.1 43.365 172.9 43.712 131.9 44.167 134.2 44.614 158.7 44.992 180.2 45.325 173.4 45.671 179.1 46.006 194.8 46.314 186.9 46.635 197.4 46.939 215.1 47.218 183.5 47.545 187.5 47.865 143.2 48.284 160.0 48.659 217.4 48.935 155.0 49.322 153.1 49.714 173.9 50.059 165.3 50.422 158.7 50.800 183.5 51.127 167.1 51.486 170.0 51.839 179.6 52.173 142.9 52.593 161.3 52.965 182.4 53.294 147.8 53.700 149.3 54.102 161.3 54.474 146.3 54.884 138.9 55.316 141.2 55.741 90.5 56.404 96.0 57.029 54.2 58.137 76.6 58.920 150.8 59.318 154.6 59.706 214.3 59.986 94.6 60.620 91.5 61.276 118.6 61.782 180.7 62.114 137.9 62.549 218.2 62.824 105.3 63.394 157.1 63.776 157.5 64.157 196.1 64.463 174.4 64.807 215.1 65.086 160.0 65.461 103.1 66.043 136.1 66.484 159.2 66.861 98.4 67.471 136.1 67.912 109.7 68.459 145.6 68.871 108.5 69.424 134.2 69.871 161.3 70.243 168.1 70.600 152.3 70.994 144.2 71.410 158.7 71.788 204.1 72.082 94.9 72.714 118.6 73.220 139.9 73.649 87.7 74.333 124.5 74.815 100.5 75.412 156.3 75.796 161.7 76.167 150.8 76.565 143.2 76.984 123.2 77.471 208.3 77.759 120.5 78.257 103.8