# !!!performance-id: pid9050-13 # !!!title: Mazurka in A minor, Op. 17, No. 4 # !!!trials: 1 # !!!date: 2007/02/09/ # !!!reverse-conductor: Craig Stuart Sapp # !!!performer: Eugen Indjic # !!!performance-date: 2001 # !!!label: Calliope 3321 # !!!label-title: Integrale des mazurkas: Frederic Chopin # !!!offset: 0 0.012 104.2 0.588 96.8 1.208 103.4 1.788 96.8 2.408 98.4 3.018 92.3 3.668 84.5 4.378 63.2 5.328 78.9 6.088 55.6 7.168 35.2 8.873 35.2 10.578 57.7 11.618 105.3 12.188 115.4 12.708 96.8 13.328 90.9 13.988 109.1 14.538 109.1 15.088 87.0 15.778 75.0 16.578 100.0 17.178 92.3 17.828 76.9 18.608 88.2 19.288 93.8 19.928 117.6 20.438 96.8 21.058 107.1 21.618 101.7 22.208 100.0 22.808 109.1 23.358 109.1 23.908 95.2 24.538 100.0 25.138 72.3 25.968 83.3 26.688 111.1 27.228 74.1 28.038 100.0 28.638 107.1 29.198 96.8 29.818 77.9 30.588 78.9 31.348 73.2 32.168 84.5 32.878 100.0 33.478 87.0 34.168 66.7 35.068 92.3 35.718 103.4 36.298 82.2 37.028 91.6 37.683 91.6 38.338 93.8 38.978 93.8 39.618 87.0 40.308 74.1 41.118 80.0 41.868 78.9 42.628 84.5 43.338 107.1 43.898 103.4 44.478 100.0 45.078 103.4 45.658 95.2 46.288 98.4 46.898 74.1 47.708 78.9 48.468 95.2 49.098 96.8 49.718 67.4 50.608 84.5 51.318 98.4 51.928 101.7 52.518 92.3 53.168 96.8 53.788 100.0 54.388 98.4 54.998 105.3 55.568 98.4 56.178 88.2 56.858 89.6 57.528 67.4 58.418 53.1 59.548 107.1 60.108 93.8 60.748 107.1 61.308 107.1 61.868 105.3 62.438 64.5 63.368 82.2 64.098 60.0 65.098 87.0 65.788 96.8 66.408 85.7 67.108 61.2 68.088 80.0 68.838 98.4 69.448 78.9 70.208 95.2 70.838 93.8 71.478 87.0 72.168 98.4 72.778 80.0 73.528 72.3 74.358 70.6 75.208 76.9 75.988 68.2 76.868 111.1 77.408 115.4 77.928 125.0 78.408 75.0 79.208 109.1 79.758 125.0 80.238 82.2 80.968 117.6 81.478 130.4 81.938 85.7 82.638 85.7 83.338 98.4 83.948 113.2 84.478 105.3 85.048 133.3 85.498 75.9 86.288 101.7 86.878 109.1 87.428 95.2 88.058 89.6 88.728 59.4 89.738 50.4 90.928 50.4 92.118 57.1 93.168 74.1 93.978 82.2 94.708 85.7 95.408 98.4 96.018 113.2 96.548 66.7 97.448 67.4 98.338 78.9 99.098 89.6 99.768 95.2 100.398 66.7 101.298 81.1 102.038 93.8 102.678 98.4 103.288 92.3 103.938 96.8 104.558 96.8 105.178 100.0 105.778 96.8 106.398 96.8 107.018 90.9 107.678 75.0 108.478 64.8 109.404 72.8 110.228 103.4 110.808 68.2 111.688 85.7 112.388 103.4 112.968 88.2 113.648 94.0 114.286 76.7 115.068 75.9 115.858 85.7 116.558 98.4 117.168 84.5 117.878 66.7 118.778 80.0 119.528 88.2 120.208 87.0 120.898 75.0 121.698 63.8 122.638 82.2 123.368 69.8 124.228 64.5 125.158 58.8 126.178 75.0 126.978 59.4 127.988 77.9 128.758 101.7 129.348 103.4 129.928 100.0 130.528 109.1 131.078 100.0 131.678 107.1 132.238 117.6 132.748 103.4 133.328 87.8 134.011 123.2 134.498 95.2 135.128 107.1 135.688 115.4 136.208 107.1 136.768 103.4 137.348 105.3 137.918 107.1 138.478 95.2 139.108 89.6 139.778 85.7 140.478 66.7 141.378 72.3 142.208 74.1 143.018 93.8 143.658 115.4 144.178 101.7 144.768 95.2 145.398 113.2 145.928 95.2 146.558 101.7 147.148 117.6 147.658 113.2 148.188 101.7 148.778 111.1 149.318 89.6 149.988 107.1 150.548 113.2 151.078 113.2 151.608 93.8 152.248 103.4 152.828 101.7 153.418 100.0 154.018 105.3 154.588 95.2 155.218 88.2 155.898 93.8 156.538 82.2 157.268 100.0 157.868 115.4 158.388 107.1 158.948 98.4 159.558 115.4 160.078 101.7 160.668 105.3 161.238 122.4 161.728 101.7 162.318 93.8 162.958 122.4 163.448 98.4 164.058 113.2 164.588 107.1 165.148 115.4 165.668 107.1 166.228 109.1 166.778 109.1 167.328 100.0 167.928 103.4 168.508 85.7 169.208 72.3 170.038 49.6 171.248 100.0 171.848 92.3 172.498 115.4 173.018 103.4 173.598 105.3 174.168 117.6 174.678 107.1 175.238 111.1 175.778 117.6 176.288 105.3 176.858 100.0 177.458 127.7 177.928 101.7 178.518 115.4 179.038 105.3 179.608 111.1 180.148 95.2 180.778 89.6 181.448 63.8 182.388 70.9 183.234 87.1 183.923 78.4 184.688 53.6 185.808 46.5 187.098 46.5 188.388 68.2 189.268 92.3 189.918 90.9 190.578 81.1 191.318 84.5 192.028 84.5 192.738 96.8 193.358 101.7 193.948 78.9 194.708 93.8 195.348 90.9 196.008 69.8 196.868 84.5 197.578 90.9 198.238 89.6 198.908 90.9 199.568 90.9 200.228 88.2 200.908 90.9 201.568 96.8 202.188 96.8 202.808 88.2 203.488 77.9 204.258 60.6 205.248 84.5 205.958 95.2 206.588 71.4 207.428 90.9 208.088 109.1 208.638 78.9 209.398 64.5 210.328 95.2 210.958 85.7 211.658 90.9 212.318 96.8 212.938 85.7 213.638 69.0 214.508 85.7 215.208 87.0 215.898 85.7 216.598 79.5 217.353 79.5 218.108 82.2 218.838 73.2 219.658 83.3 220.378 82.2 221.108 62.5 222.068 85.7 222.768 95.2 223.398 93.8 224.038 77.9 224.808 90.9 225.468 95.2 226.098 93.8 226.738 93.8 227.378 93.8 228.018 82.2 228.748 92.3 229.398 87.0 230.088 78.9 230.848 90.9 231.508 83.3 232.228 75.9 233.018 85.7 233.718 87.0 234.408 73.2 235.228 96.8 235.848 78.9 236.608 90.9 237.268 95.8 237.894 69.4 238.758 87.0 239.448 87.0 240.138 83.3 240.858 90.9 241.518 90.9 242.178 88.2 242.858 95.2 243.488 88.2 244.168 80.0 244.918 82.2 245.648 90.9 246.308 88.2 246.988 96.8 247.608 92.3 248.258 83.3 248.978 71.4 249.818 84.5 250.528 83.2 251.249 80.1 251.998 85.7 252.698 93.8 253.338 69.8 254.198 78.9 254.958 89.6 255.628 92.3 256.278 84.5 256.988 87.0 257.678 70.6 258.528 63.2 259.477 83.2 260.198 67.8 261.083 62.3 262.046 62.4 263.008 40.8 264.478 59.2 265.491 64.9 266.416 70.1 267.272 69.8 268.131 73.4 268.948 85.7 269.648 78.9 270.408 81.1 271.148 69.8 272.008 69.0 272.878 51.5 274.043 60.9 275.029 33.2 276.838 21.2