# !!!performance-id: pid9048b-27 # !!!title: Mazurka in G major, Op. 67, No. 1 # !!!trials: 1 # !!!date: 2005/07/13/ # !!!reverse-conductor: Craig Stuart Sapp # !!!performer: Frederic Chiu # !!!performance-date: 1999 # !!!label: Harmonia Mundi HMX 2907352.53 # !!!label-title: Chopin Complete Mazurkas # !!!trial-hardware: RM; Intel P4 # !!!trial-cpuspeed: 3.4 GHz # !!!trial-os: Windows XP # !!!offset: 0 1.662 163.0 2.030 158.7 2.408 166.7 2.768 158.3 3.147 173.4 3.493 194.2 3.802 162.6 4.171 181.3 4.502 191.7 4.815 162.6 5.184 136.1 5.625 102.6 6.210 112.1 6.745 170.5 7.097 194.2 7.406 206.2 7.697 149.6 8.098 121.7 8.591 184.6 8.916 206.2 9.207 200.7 9.506 159.2 9.883 142.5 10.304 159.2 10.681 184.6 11.006 192.9 11.317 182.9 11.645 170.9 11.996 115.4 12.516 111.3 13.055 185.8 13.378 178.6 13.714 178.0 14.051 168.1 14.408 161.7 14.779 114.1 15.305 130.2 15.766 179.6 16.100 165.3 16.463 213.5 16.744 171.4 17.094 185.2 17.418 173.9 17.763 212.8 18.045 153.8 18.435 151.5 18.831 177.5 19.169 165.7 19.531 160.9 19.904 183.5 20.231 201.3 20.529 206.2 20.820 178.0 21.157 163.5 21.524 195.4 21.831 212.0 22.114 201.3 22.412 181.3 22.743 188.7 23.061 113.9 23.588 142.5 24.009 199.3 24.310 183.5 24.637 206.9 24.927 178.6 25.263 189.3 25.580 191.1 25.894 187.5 26.214 151.5 26.610 125.0 27.090 173.9 27.435 156.7 27.818 170.0 28.171 188.1 28.490 188.7 28.808 228.1 29.071 174.9 29.414 159.2 29.791 180.2 30.124 223.9 30.392 194.8 30.700 171.9 31.049 187.5 31.369 115.6 31.888 92.7 32.535 118.1 33.043 130.2 33.504 167.1 33.863 170.0 34.216 176.0 34.557 184.6 34.882 181.8 35.212 180.2 35.545 174.9 35.888 177.0 36.227 154.2 36.616 91.9 37.269 123.2 37.756 140.8 38.182 155.4 38.568 151.1 38.965 154.6 39.353 170.9 39.704 172.9 40.051 162.6 40.420 160.4 40.794 160.0 41.169 117.0 41.682 108.1 42.237 107.3 42.796 111.3 43.335 113.6 43.863 127.1 44.335 147.1 44.743 139.5 45.173 155.8 45.558 155.8 45.943 145.6 46.355 146.3 46.765 138.6 47.198 100.3 47.796 90.8 48.457 98.4 49.067 155.4 49.453 159.6 49.829 143.2 50.248 186.9 50.569 148.5 50.973 156.3 51.357 127.1 51.829 120.5 52.327 77.0 53.106 144.9 53.520 154.6 53.908 176.0 54.249 172.9 54.596 145.6 55.008 144.2 55.424 176.0 55.765 190.5 56.080 198.7 56.382 198.7 56.684 173.9 57.029 193.5 57.339 197.4 57.643 186.3 57.965 190.5 58.280 193.5 58.590 123.0 59.078 113.6 59.606 185.8 59.929 167.1 60.288 193.5 60.598 188.7 60.916 119.0 61.420 249.0 61.661 136.1 62.102 130.2 62.563 173.9 62.908 208.3 63.196 177.0 63.535 150.0 63.935 162.6 64.304 198.7 64.606 193.5 64.916 126.1 65.392 181.8 65.722 169.5 66.076 170.9 66.427 180.7 66.759 202.7 67.055 212.8 67.337 179.6 67.671 184.6 67.996 160.9 68.369 205.5 68.661 135.4 69.104 83.6