###pid:			pid9101c-15
###mazurka-tag:		mazurka68-3
###mazurka:		Mazurka in F Major, Op. 68, No. 3
###performer:		Osinska (1989)
###label:		Cassiopée 969 213/6
###label-title:		Chopin: Les 58 Mazurkas Première Intégrale
###generator:		pid9101c-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:	Fri Dec 14 14:25:47 PST 2007
###dyn-extract-date:	Fri Dec 14 15:29:09 PST 2007
###data-column-1:	onset time in seconds
###data-column-2:	global event dynamics
###data-column-3:	detected onset strength
0.518	74.3	22.95
0.898	78.1	0.52
0.928	78.3	8.61
1.028	78.3	1.30
1.408	78.2	10.49
1.808	78.0	1.33
1.828	77.9	4.07
2.218	77.4	4.57
2.328	79.1	1.53
3.208	78.7	0.33
3.248	80.4	8.33
3.638	79.2	2.63
3.718	79.2	2.13
4.108	81.4	5.46
4.518	80.8	2.65
4.898	80.1	3.11
5.018	78.1	0.81
6.038	78.7	7.97
6.408	79.8	2.46
6.508	81.6	1.37
6.558	81.4	0.42
6.918	81.7	4.18
7.348	78.7	3.01
7.668	79.1	1.95
7.788	82.3	1.81
8.178	81.9	0.41
8.198	81.9	1.96
8.618	78.0	2.39
8.938	79.3	3.52
9.058	80.9	0.80
9.538	77.4	3.28
9.848	78.3	0.36
10.188	77.2	0.82
10.218	76.8	1.18
10.828	78.5	3.10
10.988	73.7	1.08
12.478	67.2	7.26
12.848	70.3	8.44
12.978	70.4	1.93
13.358	73.5	7.80
13.778	73.6	5.66
14.168	75.2	7.01
14.288	76.5	1.38
15.188	74.4	7.53
15.538	76.5	6.90
15.648	77.4	1.47
16.038	78.3	6.68
16.448	75.9	3.76
16.818	74.4	3.66
16.938	73.8	1.31
17.888	77.7	10.26
18.248	78.8	4.79
18.348	79.2	1.85
18.778	79.3	6.76
19.218	76.4	5.95
19.528	78.2	3.97
19.628	81.4	3.09
20.028	80.4	0.23
20.048	80.6	2.61
20.478	78.1	2.82
20.838	79.4	3.72
20.948	81.5	0.89
21.488	80.5	2.81
22.108	79.7	3.41
22.158	79.6	0.96
22.498	77.1	3.30
23.008	75.6	3.40
23.688	64.4	2.59
24.618	69.5	1.22
24.688	74.5	11.73
25.218	75.7	8.36
25.308	76.5	2.06
25.758	79.6	7.00
26.098	80.6	4.95
26.208	82.0	2.61
26.518	78.9	0.24
26.548	79.4	3.29
26.658	81.1	0.79
27.058	77.6	5.65
27.468	76.2	3.51
27.828	79.2	2.73
27.918	79.3	2.54
28.298	83.6	6.42
28.718	81.4	4.12
29.218	80.6	5.90
29.368	79.6	1.99
30.578	66.0	0.25
30.658	69.4	4.86
31.088	71.6	6.61
31.188	73.3	1.83
31.598	75.2	7.75
31.908	77.6	5.29
32.018	78.8	3.29
32.328	75.1	3.09
32.438	78.0	0.82
32.478	77.3	0.50
32.858	74.3	5.52
33.318	72.9	4.73
33.738	70.8	3.34
33.848	72.0	2.61
34.288	75.8	10.43
34.808	72.2	5.11
35.448	70.5	8.12
35.728	70.9	4.52
37.388	66.7	0.47
37.468	72.2	10.21
37.898	71.3	4.20
38.018	74.0	3.36
38.058	73.5	2.11
38.438	75.5	7.04
38.868	75.3	7.69
39.268	74.8	5.23
39.378	76.8	4.07
40.128	72.3	0.57
40.168	75.0	0.69
40.198	75.8	8.42
40.528	76.9	5.38
40.638	77.9	1.34
41.038	79.9	5.61
41.458	77.0	3.87
41.818	75.5	3.29
41.938	75.3	1.46
42.818	80.4	8.95
43.148	81.0	2.12
43.248	82.7	2.00
43.668	82.3	4.97
44.098	78.7	4.86
44.418	79.7	3.43
44.518	83.8	1.83
44.918	81.7	2.55
45.328	81.1	2.22
45.658	81.5	1.63
45.768	84.6	1.33
46.278	83.4	2.26
46.898	80.0	2.81
47.318	77.5	2.49
47.878	78.4	0.32
47.908	78.7	5.37
49.968	50.8	0.24
50.798	65.9	10.30
51.138	70.7	8.99
51.448	72.5	5.56
51.738	75.0	7.27
52.048	75.5	7.83
52.368	73.4	6.73
52.688	72.7	6.90
52.958	79.1	9.65
53.298	75.8	4.24
53.578	78.0	9.93
53.898	71.0	7.39
54.258	75.0	6.50
54.608	72.5	9.17
54.708	70.1	3.42
55.068	67.0	5.62
55.208	65.0	8.15
55.348	70.4	5.58
55.498	71.7	4.68
55.638	73.4	4.43
55.788	72.3	4.21
55.938	70.6	4.33
56.098	68.3	3.83
56.258	71.2	4.17
56.608	68.8	5.97
56.768	69.7	4.50
56.908	69.6	4.42
57.058	67.9	3.92
57.198	71.6	4.51
57.348	72.8	4.65
57.488	72.9	5.37
57.648	69.6	2.90
57.788	68.9	3.09
57.948	66.7	3.81
58.148	75.2	9.21
58.528	72.2	6.77
58.618	70.2	4.57
58.958	70.9	5.14
59.068	68.6	7.17
59.218	71.9	4.97
59.358	72.9	5.97
59.498	73.0	6.10
59.648	72.3	3.49
59.798	72.2	7.00
59.948	69.4	3.24
60.108	72.1	5.50
60.488	68.3	4.82
60.668	70.1	7.13
60.828	71.7	4.08
61.008	68.0	6.65
61.188	72.8	5.17
61.368	71.6	4.15
61.558	75.2	6.57
61.788	74.6	5.71
62.038	74.9	6.85
62.308	73.8	8.21
62.628	76.4	7.53
63.308	79.1	0.26
63.338	79.2	10.40
64.008	78.2	1.34
64.038	78.9	10.55
64.158	80.8	3.28
64.558	79.2	5.23
64.978	80.0	5.73
65.358	79.0	3.22
65.468	80.2	0.94
66.358	76.0	6.54
66.718	78.1	5.22
66.828	79.5	1.73
67.218	81.5	5.34
67.628	79.6	3.94
68.018	78.2	3.19
68.138	77.0	0.70
69.138	77.4	6.61
69.478	78.2	4.34
69.568	79.6	1.95
70.038	78.9	6.98
70.438	76.2	4.79
70.728	79.0	3.82
70.828	82.2	2.56
71.258	80.9	4.30
71.648	76.3	1.95
71.968	79.4	3.37
72.078	82.0	1.04
72.108	81.6	0.66
72.548	79.3	2.68
72.808	77.2	0.57
73.098	78.6	2.05
73.628	78.2	2.88
73.778	71.4	0.38
75.248	66.7	6.75
75.608	73.6	0.25
75.638	73.6	10.15
75.758	73.8	1.58
76.158	74.6	9.73
76.568	72.3	5.33
76.928	73.0	7.17
77.058	74.6	2.57
77.918	71.9	8.28
78.258	75.1	6.49
78.358	73.4	1.53
78.748	77.1	8.55
79.098	73.8	0.27
79.148	73.4	3.61
79.508	72.7	2.60
79.618	73.6	3.06
80.538	77.7	10.59
80.858	79.6	0.23
80.898	80.5	2.61
80.978	82.3	1.23
81.448	80.0	5.67
81.848	76.9	1.72
82.168	80.4	1.64
82.198	81.8	0.99
82.268	82.5	2.01
82.708	80.8	3.67
82.768	81.0	0.47
83.138	78.1	1.69
83.488	77.6	3.35
83.608	82.3	2.68
84.208	78.3	4.35
84.978	80.5	5.50
85.458	77.0	3.11
86.148	79.9	5.46
87.138	64.3	0.22
89.238	47.2	0.46
89.258	46.4	0.58