###pid: pid9066b-15 ###mazurka-tag: mazurka67-3 ###mazurka: Mazurka in C Major, Op. 67, No. 3 ###performer: Cortot (1951) ###label: Concert Artist 9180/12 (2005) ###label-title: Chopin: The Mazurkas ###generator: pid9066b-15; MzPowerCurve ###feature: Event global dynamics ###threshold: 0.20 ###powercurve-settings: 0.2x2 smoothing; 100 ms delay ###time-quantization: 10.0 ms (441 samples) ###onset-extract-date: Mon Mar 12 03:49:07 PST 2007 ###dyn-extract-date: Fri Mar 16 04:13:11 PST 2007 ###data-column-1: onset time in seconds ###data-column-2: global event dynamics ###data-column-3: detected onset strength 1.088 67.7 13.73 1.858 66.8 11.91 2.728 67.3 11.33 3.128 73.5 9.78 3.378 72.2 9.44 3.558 71.2 4.37 3.748 70.5 4.05 3.948 70.1 6.33 4.148 72.5 5.48 4.808 70.4 4.25 5.148 70.5 5.05 5.198 69.6 2.71 5.538 73.6 5.18 5.728 74.1 3.31 5.988 73.5 3.93 6.188 70.7 0.38 6.318 72.9 1.25 6.938 68.6 7.96 7.038 70.5 2.24 7.078 69.9 1.29 7.738 72.1 7.97 8.058 73.5 5.69 8.478 78.3 7.38 8.708 80.0 0.47 8.728 80.0 4.59 9.048 76.4 4.10 9.188 76.8 2.00 9.328 77.5 2.35 9.368 77.4 0.93 9.748 78.4 7.37 9.858 76.5 2.01 10.378 72.4 2.25 10.678 78.5 4.59 10.878 77.7 2.02 10.948 76.9 1.28 11.008 76.9 0.52 11.078 75.8 0.97 11.408 72.3 2.26 11.588 75.0 3.51 11.708 75.1 2.64 11.898 70.5 0.67 12.548 69.7 8.72 13.338 67.3 8.40 13.408 67.2 0.74 13.828 70.9 10.25 14.288 72.5 6.72 14.478 76.1 5.93 14.538 75.2 1.22 14.948 75.0 3.85 14.988 75.4 1.74 15.298 74.1 1.16 15.318 74.3 1.41 15.488 71.0 0.56 15.718 66.4 3.66 16.008 70.0 7.30 16.328 71.7 3.29 17.168 66.5 3.96 17.518 72.3 6.88 17.948 74.5 5.62 18.118 75.3 3.97 18.518 73.7 3.01 18.898 72.4 1.94 19.078 74.5 3.01 19.238 70.7 1.18 19.668 68.7 5.80 20.008 70.2 3.75 20.968 68.3 5.76 21.398 76.0 9.89 21.798 73.8 4.87 21.848 73.4 1.11 21.928 71.8 1.35 21.998 70.8 1.31 22.348 80.1 5.67 22.908 77.6 6.47 23.168 78.4 5.21 23.308 77.1 1.98 23.768 75.9 7.13 23.878 77.6 3.51 24.298 74.1 1.28 24.608 79.2 6.52 24.808 78.6 1.20 24.828 78.3 1.12 24.948 77.1 0.30 25.048 78.4 0.94 25.118 78.9 2.08 25.178 78.2 0.51 25.468 77.2 2.33 25.788 77.9 1.64 26.288 75.9 2.45 26.438 73.4 1.64 27.348 72.5 7.75 27.828 71.8 4.32 27.928 70.0 0.39 29.538 68.9 9.93 30.028 68.5 10.59 30.558 67.8 5.89 31.008 73.3 8.73 31.408 69.6 9.06 31.498 69.8 0.31 31.658 70.6 6.20 31.838 70.9 5.02 32.028 69.4 5.10 32.288 69.0 4.39 32.358 69.5 0.35 33.158 64.5 4.86 33.528 68.3 7.13 33.948 70.4 5.33 34.168 72.5 5.00 34.478 70.7 6.06 34.688 72.5 1.43 34.818 75.1 4.25 34.878 75.1 1.19 34.948 72.4 1.45 35.368 70.7 8.21 35.468 74.1 3.98 35.518 73.4 0.52 35.908 76.5 7.80 36.298 74.2 3.96 36.808 74.1 2.45 36.848 73.9 4.10 37.118 78.5 6.47 37.558 72.9 5.48 37.788 76.9 5.07 37.938 76.5 2.51 38.008 76.5 1.11 38.338 77.9 7.80 38.448 77.2 2.52 38.518 75.1 0.49 38.898 76.9 5.00 39.208 78.9 4.21 39.428 78.2 1.79 39.498 77.8 2.15 39.638 76.8 1.46 40.038 73.8 3.07 40.208 75.7 2.49 40.328 75.5 1.81 40.518 69.1 0.87 41.158 67.7 6.20 41.878 67.1 6.45 41.948 66.8 0.57 42.348 71.8 10.20 42.818 72.2 5.85 43.028 75.3 5.62 43.508 74.3 3.56 43.548 74.6 4.30 43.608 74.1 0.35 43.858 75.5 3.51 44.008 74.7 2.47 44.068 73.5 1.74 44.508 72.6 5.71 44.828 74.1 3.94 44.898 74.0 0.31 45.728 65.9 3.49 45.778 65.3 1.93 46.128 70.4 4.57 46.548 75.1 8.65 46.778 75.7 6.01 47.148 75.6 3.52 47.168 75.7 2.75 47.548 72.7 0.91 47.588 72.5 0.84 47.748 75.0 2.12 47.828 74.0 0.27 47.888 73.4 1.64 48.388 69.2 6.76 48.678 71.0 1.89 48.738 70.7 1.38 49.708 71.1 6.39 50.088 77.5 7.87 50.458 72.6 1.97 50.518 72.7 0.35 50.608 76.4 0.33 50.658 75.4 2.79 51.118 80.5 6.46 51.638 77.1 6.17 51.918 79.2 5.14 52.078 78.5 1.50 52.568 77.7 6.64 52.698 79.4 3.34 53.218 76.3 4.51 53.538 80.1 6.04 53.798 78.5 2.06 53.918 77.5 0.98 54.088 78.7 3.42 54.508 76.8 1.86 54.808 78.5 2.12 55.388 77.2 4.14 55.508 77.4 0.98 55.578 76.6 0.40 56.228 75.9 4.01 56.528 76.9 3.00 57.518 58.6 0.23 57.548 58.1 0.27 58.218 77.2 8.64 58.308 81.6 5.43 59.288 74.8 4.78 59.668 75.7 5.81 59.878 82.5 4.38 60.138 78.5 1.64 60.538 79.7 6.33 60.778 71.8 1.68 61.298 77.0 12.10 61.738 75.5 6.65 61.898 82.0 4.24 62.648 75.9 1.63 62.688 75.6 3.40 62.918 79.4 2.45 63.048 84.6 2.18 63.288 79.1 0.46 63.708 79.1 3.38 64.108 74.3 2.38 65.108 68.8 4.28 65.428 71.0 9.28 65.668 81.5 7.84 66.408 77.5 3.95 66.438 77.2 2.74 66.738 77.3 4.01 66.888 83.4 2.19 67.078 81.7 1.36 67.388 83.0 2.74 67.968 75.9 6.29 68.368 71.8 2.61 68.718 77.0 4.24 69.448 72.8 6.81 69.508 72.1 2.24 69.768 75.3 5.70 69.988 81.2 5.65 70.368 74.7 2.55 71.088 73.3 5.93 71.378 67.1 1.97 72.208 67.3 4.70 72.298 68.7 0.73 73.058 64.1 4.10 73.318 69.0 6.47 73.728 64.6 7.25 74.578 63.1 7.55 75.118 69.1 10.19 75.538 68.9 12.61 75.598 68.4 2.35 75.878 68.0 6.96 76.098 67.3 5.30 76.358 69.4 8.68 76.638 68.3 4.29 77.448 66.5 4.11 77.528 65.9 1.27 77.848 67.8 6.61 78.318 73.0 8.32 78.558 73.0 4.99 78.828 72.0 4.29 79.058 72.0 1.30 79.198 73.4 2.58 79.978 65.8 7.61 80.098 69.1 3.81 80.188 68.5 0.21 80.938 75.4 10.81 81.328 75.3 7.40 81.808 77.2 4.15 81.898 77.1 1.67 82.128 79.5 7.18 82.588 73.8 7.29 82.798 77.3 3.58 82.998 74.1 0.68 83.028 74.0 1.66 83.588 72.8 7.93 83.678 73.6 1.60 83.728 72.5 1.11 84.248 74.0 5.54 84.308 73.1 0.81 84.618 77.2 8.19 84.828 76.3 1.51 84.898 75.2 2.03 85.038 74.4 1.37 85.418 72.6 1.57 85.618 75.3 2.64 85.758 75.8 2.24 85.948 69.6 0.63 86.488 67.1 6.35 87.088 68.9 4.75 87.148 69.2 2.56 87.708 69.9 8.73 88.218 72.4 4.07 88.378 77.1 5.71 88.778 76.8 4.53 89.088 75.6 2.42 89.318 72.1 2.30 89.768 72.9 8.45 90.138 73.3 3.24 90.208 73.2 0.61 91.218 63.8 3.14 91.638 72.3 6.95 92.078 74.1 6.42 92.268 76.4 4.78 92.638 75.4 3.90 92.988 73.4 0.68 93.018 73.3 0.50 93.178 75.8 2.28 93.248 75.7 0.46 93.338 74.9 1.99 93.788 74.8 6.43 94.078 75.2 2.76 94.128 74.5 0.99 94.838 73.9 5.42 94.888 73.5 0.94 95.218 78.9 7.36 95.648 76.1 1.52 95.738 76.6 0.62 95.848 76.1 2.81 96.238 80.3 6.30 96.838 77.2 5.48 97.128 79.3 4.32 97.148 79.4 2.87 97.288 81.2 1.81 97.788 78.7 4.86 97.908 80.3 2.12 98.468 77.6 4.57 98.768 80.5 4.86 99.068 77.8 1.03 99.178 77.0 0.32 99.328 79.4 1.77 99.898 77.3 2.44 100.248 80.2 3.23 100.838 78.5 2.80 100.988 77.4 0.70 101.908 77.6 6.47 102.278 78.7 4.11 105.168 58.2 0.48