###pid: pid9118b-19 ###mazurka-tag: mazurka67-1 ###mazurka: Mazurka in G Major, Op. 67, No. 1 ###performer: Kushner (1990) ###label: Connoisseur CD4181/2 ###label-title: The Chopin Mazurkas, Vol. 1 & 2 ###generator: pid9118b-19; 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: Thu Mar 29 08:52:48 PST 2007 ###dyn-extract-date: Thu Mar 29 23:24:50 PST 2007 ###data-column-1: onset time in seconds ###data-column-2: global event dynamics ###data-column-3: detected onset strength 1.798 72.3 25.19 2.218 71.3 5.26 2.688 77.3 10.94 3.088 75.1 0.27 3.108 74.3 1.20 3.328 74.6 0.71 3.518 76.0 2.65 3.968 77.5 8.86 3.998 77.7 5.00 4.368 74.9 1.14 4.738 77.4 2.63 5.158 76.8 7.66 5.568 75.2 1.58 5.628 72.3 0.47 5.988 75.4 3.18 6.498 77.0 10.79 7.058 77.8 3.04 7.528 70.5 2.38 7.628 69.9 0.28 7.678 69.3 1.67 7.948 72.6 4.74 8.088 72.8 2.19 8.218 73.4 1.65 8.378 72.7 0.21 8.418 72.5 0.39 8.448 72.4 0.21 8.488 72.4 0.35 8.628 70.4 1.59 8.758 70.7 0.37 9.098 72.7 6.95 9.528 75.1 3.80 9.818 72.5 2.92 9.928 72.2 3.06 10.008 70.9 0.32 10.158 71.1 2.19 10.308 73.4 1.22 10.448 72.6 2.23 10.678 70.8 1.76 11.418 66.1 6.97 11.528 69.3 2.04 11.548 69.1 7.14 11.748 75.0 4.54 11.988 72.7 1.59 12.108 69.9 3.14 12.288 69.8 1.25 12.448 69.3 3.39 12.718 68.5 1.02 12.828 71.1 3.20 12.988 70.8 1.50 13.108 72.3 3.42 13.388 73.7 1.14 13.428 75.2 1.66 13.528 75.9 2.52 13.948 67.5 0.94 14.268 67.6 1.54 14.318 68.6 3.67 14.478 68.1 3.50 14.698 68.7 0.66 14.848 66.9 1.39 15.088 67.4 0.40 15.158 67.1 1.44 15.258 65.2 1.48 15.378 63.0 1.53 16.108 65.8 6.16 16.238 69.2 13.43 16.568 74.3 8.76 17.038 73.3 1.07 17.188 71.0 2.36 17.368 76.5 2.56 17.398 76.8 2.56 17.538 77.5 1.45 17.728 76.0 1.66 17.858 72.4 0.32 18.008 68.0 0.56 18.028 67.5 0.47 18.408 65.0 3.91 18.798 64.1 12.31 19.078 68.0 5.14 19.168 65.7 3.29 19.338 64.6 0.60 19.468 65.5 3.85 19.488 64.9 3.00 19.608 64.6 0.52 19.728 66.4 2.70 19.778 64.7 2.33 20.078 65.5 1.36 20.128 64.2 4.79 20.408 66.1 3.59 20.478 64.6 1.77 20.768 70.2 8.37 20.828 72.4 6.55 21.188 76.2 4.63 21.318 74.1 1.77 21.488 75.9 0.23 21.508 76.2 0.91 21.568 75.6 0.55 21.818 73.4 0.76 21.968 69.8 0.46 22.128 65.7 1.03 22.488 63.8 3.78 22.868 67.1 6.84 23.188 65.6 4.38 23.298 67.2 6.05 23.378 67.6 3.03 23.468 67.4 1.50 23.568 65.7 2.92 23.718 64.3 0.51 23.858 62.2 3.17 24.128 68.4 4.04 24.168 66.9 6.76 24.448 74.2 4.79 24.518 72.9 4.56 24.838 71.1 6.94 24.948 76.5 3.35 24.978 76.6 3.09 25.378 78.2 0.37 25.388 78.0 0.41 25.738 77.2 1.07 26.028 74.1 0.27 26.178 71.3 0.33 26.328 68.1 0.95 26.688 65.1 3.68 27.128 60.9 4.78 27.448 64.1 4.75 27.568 63.1 4.12 27.658 64.6 2.16 27.738 66.2 2.90 27.828 65.6 3.77 28.108 64.3 5.59 28.508 64.0 3.56 28.548 63.5 6.57 28.828 64.5 4.43 28.888 63.6 1.71 29.148 71.5 9.97 29.218 73.9 6.37 29.608 76.3 1.09 29.738 73.7 0.20 29.908 78.6 1.10 29.928 78.7 0.66 30.068 75.8 0.31 30.248 73.1 0.21 30.518 67.8 1.76 30.858 68.4 6.36 31.248 71.0 6.51 31.588 69.1 5.83 31.708 71.0 4.51 31.788 71.2 0.86 31.868 70.4 0.61 32.118 69.4 2.66 32.248 69.6 2.10 32.498 74.3 2.29 32.568 72.7 2.80 32.838 77.8 2.15 32.918 77.1 1.20 33.248 76.6 4.47 33.308 78.6 3.19 33.348 78.8 1.31 33.868 82.0 1.32 34.878 68.0 0.22 35.228 73.2 1.28 35.298 71.4 4.22 35.618 72.9 3.61 35.888 72.3 0.32 35.958 70.6 0.99 36.188 71.5 1.29 36.278 72.8 2.25 36.558 73.9 0.35 36.578 73.6 2.24 36.908 74.5 0.26 36.928 74.5 0.33 37.178 77.3 0.71 37.258 79.0 2.00 37.648 79.9 2.90 38.128 81.8 3.82 38.668 80.5 2.04 39.768 68.4 5.76 40.078 66.2 2.91 40.398 63.5 7.45 40.708 66.1 4.26 40.738 65.0 4.97 40.888 64.1 0.63 41.018 63.6 3.31 41.318 69.7 10.18 41.658 70.1 6.04 41.788 66.1 0.22 41.948 68.0 3.33 42.248 73.5 9.57 42.648 79.5 11.18 43.148 81.8 1.74 44.088 76.0 1.37 44.168 78.9 2.86 44.528 78.0 0.91 44.838 73.1 2.66 45.058 75.8 0.25 45.128 77.4 2.58 45.378 77.1 0.41 45.458 76.5 0.62 45.478 75.9 0.93 45.778 73.1 1.77 45.998 75.3 0.21 46.058 77.6 0.36 46.088 78.1 1.01 46.408 77.9 0.36 46.448 77.6 0.24 46.748 78.0 1.67 47.148 79.5 4.41 47.738 81.4 1.89 48.738 64.8 1.07 48.898 66.6 2.50 48.938 65.7 1.47 49.088 64.7 2.27 49.238 66.5 4.82 49.558 67.5 8.29 49.778 71.0 0.80 49.838 72.4 0.31 49.868 72.2 3.77 50.018 69.7 0.61 50.178 68.5 1.17 50.188 68.4 1.33 50.508 69.8 3.42 50.518 69.4 4.52 50.768 67.9 0.35 50.898 71.4 3.79 51.098 70.4 1.17 51.318 70.3 1.00 51.348 70.1 1.09 51.848 64.9 3.77 51.868 64.8 2.72 52.508 76.4 14.17 52.608 75.7 0.75 52.978 68.4 0.89 53.028 68.2 0.27 53.088 65.3 2.38 53.288 66.1 1.35 53.458 67.4 6.27 53.758 70.0 0.90 53.828 71.2 4.98 53.998 67.8 1.69 54.138 69.6 4.29 54.468 72.1 9.18 54.918 75.6 7.48 55.298 71.1 2.45 55.438 68.6 1.87 55.518 67.4 0.53 55.748 67.4 0.88 55.788 67.9 0.62 55.878 70.9 1.29 55.898 71.3 1.05 56.028 70.5 3.16 56.258 68.3 2.15 56.368 67.4 0.34 56.568 62.8 0.29 57.058 62.0 6.51 57.198 67.6 7.93 57.428 73.8 4.86 57.688 68.9 0.59 57.758 66.1 0.27 57.788 65.5 0.39 57.808 65.5 0.57 57.978 68.1 2.84 58.148 67.9 2.73 58.278 65.7 0.52 58.498 70.2 1.31 58.548 70.2 3.37 58.718 70.8 3.07 58.848 71.4 2.03 59.108 73.3 0.29 59.158 74.5 1.30 59.268 73.9 2.48 59.708 68.4 2.25 60.048 70.4 4.07 60.228 64.4 0.45 60.398 67.1 5.54 60.808 66.4 3.11 60.878 67.3 3.29 60.988 65.8 0.77 61.118 63.8 0.21 61.288 60.4 2.02 61.818 66.7 7.12 61.968 70.7 14.56 62.268 75.8 8.98 62.678 76.2 0.57 62.828 74.7 0.30 62.998 77.3 0.35 63.028 76.7 0.29 63.048 76.1 0.59 63.338 72.9 2.13 63.478 71.2 0.23 63.618 68.9 2.32 63.988 67.4 3.49 64.418 68.6 7.39 64.768 66.6 5.17 64.868 65.4 3.98 64.978 64.0 1.09 65.138 66.6 4.59 65.248 65.5 0.34 65.468 63.9 3.94 65.898 63.4 2.87 65.938 63.0 5.91 66.208 63.4 1.96 66.278 62.9 2.57 66.518 71.0 8.49 66.598 74.4 8.63 66.978 76.5 0.31 67.268 78.9 0.43 67.288 78.9 0.56 67.868 70.9 0.98 67.888 70.5 1.50 68.208 71.2 3.78 68.558 78.7 4.76 68.868 79.3 0.93 68.968 81.6 3.85 69.268 77.8 0.50 69.538 75.7 0.70 69.638 77.6 2.48 70.178 80.7 6.37