# !!!performance-id: pid9050b-20 # !!!title: Mazurka in A minor, Op. 68, No. 2 # !!!trials: 5 (1-5) # !!!date: 2006/02/11/ # !!!reverse-conductor: Craig Stuart Sapp # !!!performer: Eugen Indjic # !!!performance-date: 2001 # !!!label: Calliope 3321 # !!!label-title: Integrale des mazurkas: Frederic Chopin # !!!trial-hardware: Sony Vaio PCG-R505GC laptop # !!!trial-cpuspeed: 1193.084 MHz # !!!trial-os: Windows XP 0.044 78.3 0.810 83.4 1.529 74.4 2.335 90.2 3.000 86.6 3.693 77.2 4.470 77.7 5.242 87.3 5.929 77.0 6.708 78.0 7.477 82.3 8.206 83.9 8.921 77.2 9.698 75.9 10.488 82.1 11.219 82.5 11.946 80.0 12.696 73.6 13.511 77.7 14.283 74.7 15.086 81.6 15.821 71.5 16.660 70.7 17.509 56.2 18.576 65.4 19.493 88.8 20.169 78.7 20.931 81.5 21.667 85.8 22.366 79.6 23.120 77.0 23.899 76.4 24.684 82.1 25.415 74.5 26.220 83.4 26.939 72.9 27.762 74.8 28.564 76.9 29.344 83.0 30.067 79.9 30.818 79.6 31.572 74.0 32.383 74.6 33.187 70.1 34.043 79.5 34.798 61.9 35.768 55.4 36.852 38.8 38.398 53.7 39.516 83.8 40.232 80.9 40.974 84.2 41.687 73.9 42.499 73.5 43.315 79.2 44.073 80.9 44.815 78.8 45.576 76.1 46.364 62.0 47.332 66.4 48.235 57.4 49.281 47.1 50.554 65.1 51.476 75.4 52.272 92.9 52.918 77.5 53.692 73.7 54.506 83.2 55.227 81.9 55.960 73.3 56.779 87.7 57.463 74.5 58.268 72.6 59.094 72.5 59.922 84.4 60.633 78.4 61.398 84.9 62.105 72.6 62.931 74.7 63.734 71.5 64.573 78.7 65.335 69.0 66.205 43.3 67.591 39.7 69.104 60.1 70.103 86.5 70.797 91.5 71.453 77.2 72.230 77.5 73.004 73.3 73.823 79.1 74.582 76.7 75.364 79.8 76.116 76.2 76.903 62.1 77.869 65.5 78.785 59.7 79.790 45.0 81.123 67.3 82.014 80.5 82.759 84.2 83.472 78.5 84.236 71.9 85.070 72.6 85.896 84.7 86.604 75.6 87.398 89.0 88.072 74.6 88.876 74.8 89.678 73.3 90.496 82.0 91.228 80.8 91.971 77.1 92.749 72.5 93.577 68.0 94.460 73.5 95.276 72.3 96.106 61.9 97.076 38.9 98.620 44.8 99.960 31.4 101.868 71.4 102.708 111.5 103.246 113.2 103.776 117.0 104.289 114.9 104.811 112.8 105.343 100.2 105.942 81.9 106.675 94.3 107.311 94.5 107.946 80.6 108.690 77.9 109.460 85.8 110.159 78.2 110.926 112.4 111.460 108.9 112.011 110.7 112.553 107.1 113.113 95.5 113.741 79.7 114.494 86.6 115.187 75.0 115.987 79.9 116.738 78.0 117.507 78.5 118.271 93.2 118.915 114.5 119.439 108.5 119.992 108.3 120.546 105.8 121.113 94.8 121.746 84.7 122.454 90.9 123.114 87.6 123.799 68.9 124.670 71.2 125.513 75.3 126.310 71.7 127.147 105.3 127.717 98.7 128.325 88.9 129.000 108.9 129.551 87.7 130.235 72.2 131.066 89.6 131.736 71.4 132.576 56.2 133.644 75.0 134.444 72.6 135.271 67.0 136.167 96.9 136.786 106.8 137.348 104.5 137.922 102.4 138.508 96.9 139.127 105.4 139.696 93.9 140.335 109.7 140.882 92.6 141.530 97.7 142.144 101.5 142.735 90.8 143.396 93.5 144.038 86.3 144.733 99.0 145.339 98.7 145.947 86.6 146.640 86.2 147.336 79.9 148.087 69.4 148.952 75.3 149.749 61.2 150.729 36.3 152.382 66.4 153.285 81.4 154.022 94.9 154.654 81.6 155.389 75.9 156.179 75.9 156.970 80.1 157.719 74.6 158.523 88.5 159.201 74.4 160.007 70.8 160.855 72.9 161.678 88.4 162.357 77.4 163.132 86.3 163.827 69.0 164.697 73.4 165.514 76.0 166.303 76.0 167.092 66.7 167.992 45.2 169.319 40.4 170.805 58.1 171.837 85.3 172.540 87.7 173.224 81.1 173.964 77.2 174.741 72.8 175.565 77.5 176.339 76.6 177.122 80.2 177.870 74.9 178.671 62.2 179.636 66.5 180.538 57.1 181.589 47.9 182.842 63.4 183.789 76.3 184.575 85.0 185.281 78.7 186.043 77.4 186.818 82.1 187.549 85.2 188.253 72.9 189.076 91.3 189.733 71.9 190.567 73.8 191.380 76.4 192.165 81.4 192.902 79.6 193.656 72.9 194.479 74.4 195.285 67.8 196.170 72.3 197.000 72.1 197.832 72.6 198.659 40.3 200.149 27.0 202.371 22.6