# !!!performance-id: pid5667230-09 # !!!title: Mazurka in A minor, Op. 7, No. 2 # !!!trials: 20 # !!!date: 2005/11/04/ # !!!reverse-conductor: Craig Stuart Sapp # !!!performer: Ignaz Friedman # !!!performance-date: 1930 # !!!label: Philips 456 784-2 # !!!label-title: Great Pianists of the 20th century, vol. 30 # !!!trial-hardware: Sony Vaio PCG-R505GC laptop # !!!trial-cpuspeed: 1193.084 MHz # !!!trial-os: Windows XP 2.177 126.3 2.652 154.2 3.041 150.0 3.441 132.7 3.893 166.2 4.254 130.2 4.715 144.2 5.131 169.5 5.485 165.7 5.847 168.5 6.203 165.3 6.566 122.2 7.057 163.0 7.425 215.1 7.704 150.8 8.102 140.5 8.529 151.5 8.925 134.8 9.370 145.6 9.782 144.2 10.198 156.3 10.582 114.9 11.104 89.7 11.773 92.2 12.424 168.5 12.780 130.2 13.241 139.5 13.671 124.2 14.154 174.4 14.498 140.2 14.926 160.9 15.299 190.5 15.614 200.7 15.913 184.6 16.238 160.0 16.613 119.3 17.116 111.9 17.652 188.7 17.970 165.7 18.332 142.2 18.754 112.6 19.287 99.5 19.890 109.1 20.440 133.0 20.891 119.5 21.393 94.9 22.025 66.2 22.931 86.8 23.622 147.4 24.029 163.9 24.395 134.5 24.841 124.5 25.323 153.1 25.715 139.9 26.144 126.8 26.617 151.9 27.012 138.6 27.445 128.5 27.912 135.7 28.354 134.5 28.800 77.3 29.576 89.3 30.248 98.8 30.855 122.2 31.346 143.9 31.763 142.5 32.184 121.5 32.678 125.8 33.155 134.5 33.601 110.9 34.142 115.4 34.662 71.3 35.503 100.5 36.100 84.4 36.811 140.8 37.237 138.6 37.670 157.5 38.051 121.5 38.545 167.1 38.904 176.0 39.245 169.0 39.600 163.5 39.967 142.5 40.388 149.6 40.789 123.7 41.274 172.9 41.621 135.1 42.065 99.7 42.667 88.9 43.342 96.8 43.962 92.2 44.613 102.2 45.200 108.3 45.754 95.7 46.381 75.1 47.180 98.0 47.792 134.2 48.239 154.6 48.627 131.3 49.084 118.6 49.590 151.1 49.987 136.4 50.427 148.9 50.830 171.4 51.180 146.0 51.591 141.2 52.016 156.3 52.400 143.2 52.819 95.8 53.445 123.2 53.932 99.8 54.533 131.3 54.990 129.3 55.454 129.6 55.917 122.2 56.408 146.7 56.817 129.6 57.280 114.1 57.806 101.0 58.400 66.2 59.307 76.5 60.091 84.7 60.799 118.1 61.307 122.0 61.799 170.9 62.150 108.9 62.701 126.6 63.175 155.0 63.562 181.3 63.893 135.4 64.336 154.2 64.725 122.4 65.215 122.0 65.707 174.9 66.050 147.8 66.456 127.7 66.926 105.1 67.497 78.6 68.260 88.5 68.938 63.5 69.883 100.0 70.483 99.3 71.087 117.6 71.597 116.1 72.114 90.2 72.779 72.4 73.608 151.9 74.003 157.1 74.385 143.9 74.802 162.6 75.171 179.6 75.505 192.9 75.816 185.8 76.139 167.1 76.498 194.8 76.806 180.7 77.138 176.5 77.478 188.7 77.796 173.9 78.141 163.5 78.508 200.7 78.807 170.0 79.160 169.5 79.514 212.8 79.796 185.2 80.120 157.9 80.500 215.8 80.778 138.9 81.210 114.9 81.732 161.3 82.104 170.9 82.455 172.4 82.803 207.6 83.092 163.9 83.458 169.0 83.813 165.7 84.175 174.4 84.519 172.4 84.867 232.6 85.125 112.1 85.660 148.5 86.064 157.9 86.444 163.0 86.812 182.4 87.141 197.4 87.445 169.0 87.800 150.8 88.198 101.7 88.788 120.2 89.287 142.5 89.708 104.0 90.285 85.3 90.988 88.4 91.667 84.0 92.381 95.1 93.012 186.3 93.334 166.7 93.694 170.9 94.045 178.6 94.381 182.9 94.709 188.7 95.027 170.0 95.380 189.9 95.696 174.4 96.040 181.8 96.370 194.8 96.678 168.5 97.034 170.5 97.386 203.4 97.681 170.9 98.032 171.4 98.382 209.1 98.669 164.4 99.034 145.6 99.446 171.9 99.795 124.7 100.276 109.1 100.826 132.2 101.280 157.1 101.662 153.1 102.054 184.6 102.379 169.5 102.733 159.2 103.110 157.5 103.491 176.0 103.832 181.8 104.162 219.0 104.436 118.8 104.941 136.7 105.380 157.1 105.762 169.0 106.117 166.7 106.477 196.1 106.783 171.4 107.133 150.8 107.531 100.2 108.130 113.2 108.660 109.3 109.209 63.0 110.161 71.0 111.006 66.6 111.907 55.3 112.992 126.1 113.468 126.1 113.944 125.8 114.421 161.7 114.792 180.7 115.124 188.1 115.443 170.0 115.796 163.5 116.163 202.0 116.460 188.7 116.778 188.7 117.096 180.7 117.428 165.3 117.791 160.9 118.164 196.7 118.469 175.4 118.811 185.8 119.134 196.1 119.440 146.0 119.851 145.3 120.264 150.8 120.662 41.5 122.107 81.1 122.847 90.4 123.511 123.0 123.999 130.7 124.458 178.6 124.794 129.9 125.256 133.9 125.704 173.4 126.050 166.2 126.411 140.5 126.838 142.5 127.259 105.1 127.830 162.2 128.200 190.5 128.515 170.9 128.866 117.0 129.379 141.5 129.803 133.9 130.251 138.2 130.685 131.9 131.140 153.1 131.532 120.7 132.029 86.1 132.726 95.2 133.356 84.6 134.065 70.0 134.922 132.5 135.375 142.2 135.797 174.9 136.140 143.2 136.559 150.8 136.957 173.9 137.302 171.4 137.652 158.7 138.030 152.3 138.424 144.6 138.839 134.5 139.285 155.8 139.670 148.5 140.074 111.7 140.611 93.9 141.250 87.0 141.940 78.4 142.705 68.6 143.579 64.9 144.503 51.1 145.677 52.0 146.830 40.2