# !!!performance-id: pid9055b-07 # !!!title: Mazurka in A minor, Op. 59, No. 1 # !!!trials: 05 # !!!date: 2006/02/16/ # !!!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: Sony Vaio PCG-R505GC laptop # !!!trial-cpuspeed: 1193.084 MHz # !!!trial-os: Windows XP 0.823 128.2 1.291 101.0 1.885 111.3 2.424 133.3 2.874 74.7 3.677 85.8 4.376 113.4 4.905 130.2 5.366 129.0 5.831 113.6 6.359 106.2 6.924 101.7 7.514 165.7 7.876 138.6 8.309 152.3 8.703 170.0 9.056 90.5 9.719 128.2 10.187 177.0 10.526 162.2 10.896 162.2 11.266 114.1 11.792 42.6 13.199 97.9 13.812 135.7 14.254 110.5 14.797 160.9 15.170 130.7 15.629 106.2 16.194 82.8 16.919 143.9 17.336 107.7 17.893 69.8 18.752 77.1 19.530 57.9 20.566 37.2 22.181 86.6 22.874 105.6 23.442 117.4 23.953 122.2 24.444 72.3 25.274 100.5 25.871 113.0 26.402 130.2 26.863 144.6 27.278 107.3 27.837 111.5 28.375 114.1 28.901 152.3 29.295 161.7 29.666 154.2 30.055 154.2 30.444 107.5 31.002 136.1 31.443 175.4 31.785 178.0 32.122 151.5 32.518 120.7 33.015 54.4 34.117 57.1 35.167 125.8 35.644 97.2 36.261 140.2 36.689 132.2 37.143 101.5 37.734 79.8 38.486 124.0 38.970 108.9 39.521 66.8 40.419 86.0 41.117 63.8 42.058 92.2 42.709 171.4 43.059 141.8 43.482 177.5 43.820 185.2 44.144 136.4 44.584 153.1 44.976 188.1 45.295 189.9 45.611 212.0 45.894 186.3 46.216 143.5 46.634 178.0 46.971 150.8 47.369 170.0 47.722 208.3 48.010 162.6 48.379 163.5 48.746 98.8 49.353 146.0 49.764 178.0 50.101 177.0 50.440 205.5 50.732 205.5 51.024 172.4 51.372 189.3 51.689 160.4 52.063 96.9 52.682 148.9 53.085 201.3 53.383 153.8 53.773 188.7 54.091 194.8 54.399 160.9 54.772 125.5 55.250 144.2 55.666 122.0 56.158 103.3 56.739 96.9 57.358 145.6 57.770 90.6 58.432 73.4 59.249 64.5 60.179 155.4 60.565 161.7 60.936 145.6 61.348 105.8 61.915 141.5 62.339 198.0 62.642 179.6 62.976 233.5 63.233 253.2 63.470 185.8 63.793 125.5 64.271 143.5 64.689 167.6 65.047 202.7 65.343 171.9 65.692 100.8 66.287 42.8 67.689 59.2 68.702 106.8 69.264 101.4 69.856 150.0 70.256 143.9 70.673 116.3 71.189 114.3 71.714 84.0 72.428 88.9 73.103 57.8 74.141 66.9 75.038 78.6 75.801 49.9 77.004 81.3 77.742 65.2 78.662 117.4 79.173 140.8 79.599 84.5 80.309 132.5 80.762 106.4 81.326 104.2 81.902 118.1 82.410 98.0 83.022 140.8 83.448 74.4 84.254 100.3 84.852 157.1 85.234 109.1 85.784 103.1 86.366 58.3 87.395 79.6 88.149 92.3 88.799 94.6 89.433 88.4 90.112 133.3 90.562 142.5 90.983 138.9 91.415 125.3 91.894 154.6 92.282 145.6 92.694 127.1 93.166 82.9 93.890 84.9 94.597 67.6 95.484 109.7 96.031 140.8 96.457 110.9 96.998 82.6 97.724 105.6 98.292 95.1 98.923 157.5 99.304 113.2 99.834 47.8 101.089 84.4 101.800 69.7 102.661 79.8 103.413 134.8 103.858 118.8 104.363 121.2 104.858 158.7 105.236 153.1 105.628 72.4 106.457 139.2 106.888 145.3 107.301 117.4 107.812 180.2 108.145 167.6 108.503 131.6 108.959 54.6 110.057 156.7 110.440 90.0 111.107 97.9 111.720 128.8 112.186 85.8 112.885 120.0 113.385 150.0 113.785 139.2 114.216 159.6 114.592 171.9 114.941 130.2 115.402 77.9 116.172 168.5 116.528 149.6 116.929 140.8 117.355 141.2 117.780 119.0 118.284 147.8 118.690 168.1 119.047 173.9 119.392 170.9 119.743 181.8 120.073 167.6 120.431 95.2 121.061 184.6 121.386 160.0 121.761 159.2 122.138 175.4 122.480 138.2 122.914 161.7 123.285 170.9 123.636 164.8 124.000 170.0 124.353 181.3 124.684 156.7 125.067 112.4 125.601 194.2 125.910 143.9 126.327 156.3 126.711 157.5 127.092 118.8 127.597 144.6 128.012 162.6 128.381 148.5 128.785 149.6 129.186 125.8 129.663 144.2 130.079 146.0 130.490 160.4 130.864 151.9 131.259 124.7 131.740 168.5 132.096 145.3 132.509 129.9 132.971 171.4 133.321 151.9 133.716 126.3 134.191 154.6 134.579 154.6 134.967 128.2 135.435 134.5 135.881 130.2 136.342 89.6 137.012 32.0 138.888 81.7 139.622 122.7 140.111 191.7 140.424 146.3 140.834 125.3 141.313 133.0 141.764 123.0 142.252 79.6 143.006 90.8 143.667 145.3 144.080 102.0 144.668 95.5 145.296 109.3 145.845 134.5 146.291 153.5 146.682 111.7 147.219 108.7 147.771 107.9 148.327 163.0 148.695 174.9 149.038 157.5 149.419 210.5 149.704 100.7 150.300 186.3 150.622 184.6 150.947 198.7 151.249 169.5 151.603 98.5 152.212 50.9 153.390 50.6 154.576 129.9 155.038 85.1 155.743 152.7 156.136 140.2 156.564 100.7 157.160 78.4 157.925 106.8 158.487 97.9 159.100 76.6 159.883 62.6 160.842 69.4 161.707 106.4 162.271 134.2 162.718 123.2 163.205 165.7 163.567 160.4 163.941 145.6 164.353 180.7 164.685 167.1 165.044 200.0 165.344 219.0 165.618 174.4 165.962 134.5 166.408 127.9 166.877 171.4 167.227 169.0 167.582 159.2 167.959 170.9 168.310 170.9 168.661 93.6 169.302 116.3 169.818 164.4 170.183 155.4 170.569 178.0 170.906 194.2 171.215 167.6 171.573 152.7 171.966 146.3 172.376 80.4 173.122 192.3 173.434 170.0 173.787 140.2 174.215 201.3 174.513 206.2 174.804 156.7 175.187 135.4 175.630 165.7 175.992 117.9 176.501 94.3 177.137 105.6 177.705 137.6 178.141 81.9 178.874 84.4 179.585 83.9 180.300 139.5 180.730 212.0 181.013 163.5 181.380 141.5 181.804 145.6 182.216 187.5 182.536 176.5 182.876 243.9 183.122 215.1 183.401 181.3 183.732 186.3 184.054 154.2 184.443 260.9 184.673 198.0 184.976 160.4 185.350 167.1 185.709 47.1 186.983 70.5 187.834 171.4 188.184 119.3 188.687 131.9 189.142 164.8 189.506 107.0 190.067 116.7 190.581 110.3 191.125 140.2 191.553 103.3 192.134 76.2 192.921 86.8 193.612 85.7 194.312 141.8 194.735 97.4 195.351 108.7 195.903 157.5 196.284 101.4 196.876 109.3 197.425 98.8 198.032 114.7 198.555 86.7 199.247 69.2 200.114 86.3 200.809 70.8 201.657 112.8 202.189 91.9 202.842 91.2 203.500 146.3 203.910 101.7 204.500 74.1 205.310 62.6 206.269 108.5 206.822 51.7 207.983 38.0 209.564 46.2 210.862 51.0 212.039 100.5 212.636 94.3 213.272 137.9 213.707 71.1 214.551 99.8 215.152 115.6 215.671 162.2 216.041 132.7 216.493 98.7 217.101 147.8 217.507 122.2 217.998 173.4 218.344 153.1 218.736 128.8 219.202 148.5 219.606 119.5 220.108 112.6 220.641 56.6 221.702 65.0 222.625 120.2 223.124 77.7 223.896 44.3 225.249 32.5