# !!!performance-id: pid9054b-15 # !!!title: Mazurka in G major, Op. 67, No. 1 # !!!trials: 1 # !!!date: 2006/07/13/ # !!!reverse-conductor: Craig Stuart Sapp # !!!performer: Ronald Smith # !!!performance-date: 1975 # !!!label: EMI 724358576726 # !!!label-title: Chopin Mazurkas # !!!trial-hardware: RM; Intel P4 # !!!trial-cpuspeed: 3.4 MHz # !!!trial-os: Windows XP # !!!offset: 0 0.908 171.4 1.258 173.4 1.604 176.0 1.945 185.8 2.268 177.5 2.606 190.5 2.921 196.7 3.226 163.9 3.592 202.7 3.888 188.1 4.207 167.1 4.566 157.5 4.947 181.8 5.277 162.2 5.647 251.0 5.886 171.9 6.235 181.8 6.565 153.1 6.957 191.1 7.271 239.0 7.522 215.8 7.800 199.3 8.101 191.7 8.414 224.7 8.681 179.6 9.015 225.6 9.281 200.7 9.580 227.3 9.844 200.7 10.143 156.7 10.526 182.4 10.855 256.4 11.089 207.6 11.378 177.5 11.716 209.1 12.003 180.2 12.336 186.3 12.658 235.3 12.913 206.9 13.203 215.8 13.481 191.7 13.794 206.9 14.084 179.6 14.418 230.8 14.678 244.9 14.923 177.5 15.261 170.5 15.613 178.6 15.949 186.9 16.270 265.5 16.496 203.4 16.791 222.2 17.061 186.9 17.382 199.3 17.683 190.5 17.998 217.4 18.274 233.5 18.531 190.5 18.846 193.5 19.156 212.8 19.438 181.3 19.769 202.0 20.066 253.2 20.303 224.7 20.570 190.5 20.885 212.0 21.168 198.7 21.470 251.0 21.709 237.2 21.962 173.9 22.307 162.2 22.677 161.3 23.049 193.5 23.359 200.7 23.658 267.9 23.882 219.8 24.155 200.0 24.455 200.7 24.754 194.2 25.063 209.1 25.350 218.2 25.625 182.4 25.954 198.7 26.256 204.8 26.549 152.7 26.942 154.6 27.330 258.6 27.562 233.5 27.819 176.5 28.159 189.3 28.476 230.8 28.736 188.7 29.054 219.0 29.328 203.4 29.623 186.9 29.944 198.0 30.247 155.4 30.633 194.2 30.942 205.5 31.234 224.7 31.501 214.3 31.781 211.3 32.065 212.0 32.348 196.7 32.653 207.6 32.942 214.3 33.222 186.9 33.543 189.9 33.859 152.7 34.252 237.2 34.505 283.0 34.717 173.9 35.062 192.3 35.374 177.5 35.712 246.9 35.955 194.8 36.263 212.8 36.545 226.4 36.810 179.1 37.145 186.3 37.467 146.0 37.878 161.7 38.249 149.3 38.651 229.9 38.912 223.9 39.180 202.7 39.476 197.4 39.780 200.0 40.080 167.1 40.439 188.7 40.757 100.3 41.355 90.8 42.016 128.8 42.482 242.9 42.729 169.0 43.084 263.2 43.312 164.8 43.676 167.1 44.035 181.8 44.365 291.3 44.571 198.7 44.873 206.9 45.163 184.6 45.488 252.1 45.726 196.7 46.031 231.7 46.290 224.7 46.557 212.8 46.839 192.3 47.151 139.2 47.582 200.0 47.882 237.2 48.135 213.5 48.416 200.7 48.715 215.1 48.994 161.7 49.365 215.1 49.644 276.5 49.861 193.5 50.171 232.6 50.429 181.8 50.759 226.4 51.024 186.9 51.345 218.2 51.620 237.2 51.873 183.5 52.200 161.7 52.571 168.5 52.927 180.7 53.259 274.0 53.478 194.8 53.786 228.1 54.049 197.4 54.353 202.7 54.649 180.2 54.982 198.7 55.284 187.5 55.604 156.3