###pid:			pid9101b-09
###mazurka-tag:		mazurka41-2
###mazurka:		Mazurka in E Minor, Op. 41, No. 2
###performer:		Osinska (1989)
###label:		Cassiopée 969 213/6
###label-title:		Chopin: Les 58 Mazurkas Première Intégrale
###generator:		pid9101b-09; 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:	Tue Mar 13 09:04:19 PST 2007
###dyn-extract-date:	Fri Mar 16 03:10:41 PST 2007
###data-column-1:	onset time in seconds
###data-column-2:	global event dynamics
###data-column-3:	detected onset strength
0.568	62.8	8.04
1.228	68.9	9.26
1.818	68.4	0.21
1.848	69.4	9.44
2.528	69.4	7.48
2.728	70.2	6.50
3.278	65.2	8.22
3.758	64.2	6.50
3.878	63.7	2.39
4.588	67.1	8.34
5.168	71.5	7.04
5.728	71.8	7.33
6.268	67.2	6.14
6.508	69.4	4.83
6.848	69.2	2.23
6.968	70.4	0.79
7.048	70.3	2.52
7.358	71.6	2.87
7.688	64.5	1.27
8.488	71.0	12.26
9.108	76.0	9.31
9.728	74.3	7.94
10.408	74.2	9.50
10.738	71.0	10.29
11.208	71.8	6.75
11.408	70.1	4.22
11.498	69.8	0.42
11.538	69.7	2.65
11.578	69.3	0.48
11.858	68.9	6.57
12.158	65.1	5.73
13.088	62.8	7.30
13.388	66.1	5.97
13.668	63.0	3.65
14.248	64.4	4.83
14.878	63.8	7.71
15.068	60.5	3.55
15.928	61.8	5.25
15.968	62.3	3.37
17.018	63.3	0.53
17.058	65.5	7.47
17.718	72.2	19.86
18.268	74.0	0.21
18.288	74.9	15.45
18.908	73.1	7.29
19.478	73.7	5.78
19.668	75.5	4.58
20.228	68.9	6.91
20.728	67.0	5.54
20.868	66.2	3.60
21.608	69.3	9.22
22.248	75.6	10.62
22.838	75.8	7.28
23.418	71.8	3.67
23.708	72.9	6.30
24.078	73.5	3.02
24.218	72.7	1.48
24.308	71.6	1.17
24.618	76.5	3.14
24.868	74.7	4.42
25.118	73.8	6.74
25.388	76.9	7.48
25.958	76.9	0.44
25.998	78.0	13.11
26.648	77.6	7.44
27.328	77.6	6.90
27.748	74.2	7.41
27.818	72.9	0.55
28.238	76.0	6.20
28.468	74.8	4.56
28.558	76.0	1.00
28.618	75.4	1.70
28.958	72.3	6.29
29.288	68.8	6.05
30.338	67.9	9.73
30.748	67.9	7.70
31.068	66.8	3.94
31.738	64.2	5.76
32.518	61.1	7.18
32.728	65.8	9.47
33.628	58.6	3.62
34.768	61.9	3.68
34.838	61.9	0.67
35.788	69.0	5.92
35.848	69.2	3.09
36.628	65.1	3.44
37.178	67.9	6.13
37.698	68.4	7.16
38.308	69.3	10.59
38.928	67.4	4.12
39.008	67.4	0.22
39.458	65.6	12.28
39.598	61.6	3.03
40.058	68.0	8.95
40.588	72.9	5.79
41.078	67.8	6.23
41.498	72.0	6.55
41.978	76.3	4.71
42.528	77.6	3.65
43.048	76.8	1.97
43.088	76.5	0.76
43.268	77.0	2.59
43.468	77.5	2.03
43.658	77.2	1.67
43.858	78.0	2.50
44.368	73.0	6.40
44.938	72.9	4.43
45.348	70.2	7.13
45.458	69.3	1.98
45.848	72.0	8.05
46.348	76.8	5.64
46.768	73.4	6.01
47.158	74.9	7.09
47.588	76.9	5.46
48.078	78.2	1.59
48.538	80.7	2.32
48.958	80.0	2.92
49.348	79.3	1.80
49.788	80.0	4.74
50.258	78.9	4.44
50.308	78.5	1.02
50.658	73.8	4.74
50.768	72.0	1.35
51.128	75.1	8.75
51.628	77.9	5.03
52.038	73.5	2.14
52.388	78.3	4.79
52.808	80.0	2.82
53.268	82.7	3.31
53.778	80.0	0.83
53.798	79.8	1.13
54.008	80.5	1.27
54.318	79.4	0.80
54.538	79.5	1.36
54.688	79.3	1.77
54.798	80.0	0.55
55.228	79.7	4.47
55.718	77.9	2.80
55.768	77.8	0.64
56.178	72.4	2.60
56.318	70.2	1.06
56.708	74.8	9.47
57.308	78.0	6.44
57.768	70.8	4.82
58.188	76.7	7.40
58.678	78.1	5.05
59.358	71.5	4.55
60.068	77.2	10.49
60.578	77.7	3.31
60.818	75.1	1.40
61.008	72.4	1.95
61.068	72.7	0.73
61.148	72.2	1.69
61.338	75.6	2.72
61.548	75.6	0.87
61.578	75.1	0.95
61.978	77.9	5.05
62.488	74.3	5.01
62.848	70.0	4.47
63.098	74.9	3.95
63.298	74.3	1.21
63.488	76.6	0.63
63.538	76.4	0.36
63.688	74.8	2.04
63.908	69.8	0.76
64.488	70.1	4.49
64.538	70.1	5.13
65.238	68.2	5.42
66.038	70.2	10.28
66.798	66.8	10.53
66.888	65.1	2.00
67.308	68.3	4.68
67.498	72.0	3.36
67.658	72.5	2.22
67.708	75.0	1.48
67.778	75.6	2.72
67.968	73.2	4.30
68.178	74.1	5.41
68.628	70.5	3.21
69.128	72.2	4.44
69.738	70.7	7.46
70.488	62.3	5.13
70.918	64.3	0.47
70.958	64.1	4.62
71.338	67.8	5.64
71.598	65.8	3.87
71.928	64.5	4.15
71.978	63.9	3.99
72.868	65.7	6.32
72.918	67.0	3.39
73.178	68.4	5.30
73.448	69.8	3.07
73.988	65.2	7.67
74.038	65.0	1.15
74.478	68.7	5.60
74.958	69.4	6.98
75.578	69.0	8.96
76.098	70.9	6.01
76.518	66.3	7.94
76.648	64.0	3.14
77.048	69.9	9.20
77.588	72.0	6.70
78.018	69.4	5.39
78.418	71.3	5.10
78.858	76.8	6.09
79.338	78.3	4.88
79.768	79.4	2.65
79.828	79.0	0.32
79.988	77.6	1.85
80.158	78.5	1.03
80.338	78.2	1.99
80.518	78.0	1.21
80.948	78.9	5.77
81.438	74.2	3.75
81.808	69.9	3.30
81.918	68.6	3.02
82.288	74.2	9.14
82.808	77.4	5.45
83.228	72.2	4.96
83.608	76.1	7.99
84.078	78.9	4.83
84.688	74.2	2.10
85.408	71.3	1.87
85.468	70.9	0.75
85.848	70.1	4.65
85.888	70.3	1.35
86.048	68.4	0.32
86.248	67.9	3.91
86.688	70.6	9.31
87.138	71.5	5.93
87.468	69.7	5.48
87.588	69.4	3.84
87.958	73.3	11.35
88.418	77.6	4.72
88.818	72.6	4.29
89.188	78.1	5.97
89.598	79.8	2.22
89.648	79.8	0.82
90.058	82.1	2.60
90.518	80.6	1.27
90.548	80.4	0.91
90.748	80.3	0.77
91.018	80.1	0.66
91.238	79.9	1.06
91.378	78.7	0.74
91.878	78.5	3.99
92.368	76.0	2.02
92.428	75.6	0.55
92.748	72.2	3.57
92.868	69.4	0.68
93.228	75.6	8.21
93.768	80.0	4.19
94.198	74.3	3.20
94.578	78.3	5.51
95.018	80.6	3.94
95.518	81.3	3.57
96.148	83.4	4.36
96.708	82.5	2.79
97.308	80.6	4.82
97.488	82.5	1.90
97.958	78.4	2.65
98.358	79.1	3.10
98.458	78.7	0.62
98.998	82.8	9.96
99.638	82.9	3.38
100.228	83.4	1.77
100.788	77.8	1.48
101.008	81.1	1.45
101.388	80.0	1.68
101.638	79.5	0.82
101.678	79.4	0.56
101.958	80.9	1.61
102.278	79.3	1.03
102.318	78.5	0.48
103.058	83.1	7.32
103.798	81.0	4.36
104.608	82.5	5.88
105.418	77.6	3.88
105.788	77.5	4.54
106.318	78.3	4.40
106.588	75.8	2.38
106.668	76.8	1.51
106.768	75.1	0.49
107.148	73.5	5.23
107.498	72.1	3.05
108.698	67.0	7.41
109.048	67.6	6.01
109.358	63.2	3.49
109.928	66.7	8.06
110.548	63.5	8.57
110.708	67.3	5.61
111.338	63.2	4.96
111.348	63.2	4.45
111.988	63.0	2.48
112.638	63.7	6.69
112.818	59.6	1.85
112.828	59.3	2.01
113.428	63.6	4.01
114.128	59.4	0.28
114.148	59.3	0.29
114.908	64.2	8.58
115.098	66.0	4.45
116.168	58.9	4.68
117.628	60.8	7.00
118.618	65.0	10.61
118.928	66.4	6.87
119.258	62.5	5.97
120.028	58.7	5.49
121.108	56.9	6.45
121.398	54.7	2.95
123.048	57.9	5.22