###pid:			pid9101c-05
###mazurka-tag:		mazurka63-2
###mazurka:		Mazurka in F Minor, Op. 63, No. 2
###performer:		Osinska (1989)
###label:		Cassiopée 969 213/6
###label-title:		Chopin: Les 58 Mazurkas Première Intégrale
###generator:		pid9101c-05; 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 07:02:12 PST 2007
###dyn-extract-date:	Fri Mar 16 04:02:33 PST 2007
###data-column-1:	onset time in seconds
###data-column-2:	global event dynamics
###data-column-3:	detected onset strength
0.568	60.0	10.80
1.018	59.0	0.52
1.668	63.4	11.16
2.398	61.8	4.94
2.948	58.9	0.61
3.018	59.3	2.16
3.338	68.3	10.55
3.648	71.5	11.26
3.898	79.2	9.86
4.128	76.9	5.37
4.358	77.7	4.30
4.578	76.2	4.07
4.828	74.3	4.54
5.078	71.5	6.74
5.578	70.4	5.78
5.798	74.1	7.87
6.078	77.1	5.41
6.738	70.5	10.51
6.908	69.5	5.96
7.648	68.1	5.52
7.688	67.9	1.50
8.448	63.4	0.33
8.478	63.7	5.99
9.398	69.5	14.73
10.098	70.0	8.78
10.648	66.2	2.75
10.988	78.5	8.38
11.338	70.9	10.75
11.608	74.5	8.19
11.848	74.5	6.82
12.098	81.4	6.41
12.358	77.4	4.39
12.608	75.7	5.60
12.878	72.4	5.40
13.128	76.4	4.32
13.378	77.7	5.11
13.648	73.5	5.43
13.938	73.9	3.62
14.218	71.4	4.35
14.548	69.3	4.12
15.308	68.5	3.64
15.898	70.1	7.01
16.128	68.0	8.43
17.078	70.6	11.31
17.688	71.3	3.83
18.288	70.0	5.27
18.628	75.4	0.94
18.658	75.3	8.93
18.998	76.7	8.38
19.268	82.5	4.87
19.508	80.8	4.47
19.748	79.9	1.78
20.008	78.9	3.72
20.258	77.6	4.07
20.518	76.5	5.06
21.088	73.1	2.99
21.378	77.6	8.37
21.748	74.2	0.51
21.778	73.7	5.55
22.138	74.5	9.86
22.548	71.8	9.53
23.588	65.7	5.20
24.178	67.9	9.60
24.678	72.7	6.99
25.138	69.7	9.19
25.488	68.8	7.23
25.808	67.9	5.94
26.068	70.8	5.54
26.348	74.4	8.30
26.748	66.8	7.21
27.248	76.3	8.17
27.298	75.5	1.72
27.598	71.8	6.70
27.878	73.0	4.18
28.168	75.7	5.67
28.448	73.4	7.62
28.768	65.7	6.01
29.098	70.7	6.57
29.388	72.4	3.69
29.708	70.7	4.74
29.998	69.7	0.54
30.028	69.5	2.34
30.378	68.5	5.41
30.818	67.1	5.96
31.328	73.4	6.84
31.708	71.5	4.97
32.558	61.7	0.30
32.718	67.2	5.90
34.008	66.6	0.23
34.038	67.3	6.53
34.638	67.9	12.86
35.188	73.6	9.33
35.538	72.6	4.02
35.688	74.9	4.00
35.898	79.1	7.48
36.108	77.2	4.07
36.708	74.9	6.61
37.158	73.0	0.41
37.198	72.6	7.65
37.628	75.1	4.30
37.948	71.7	0.25
38.058	75.1	0.26
38.118	76.3	4.14
38.478	77.4	3.67
38.538	79.9	0.54
38.608	80.3	2.63
38.968	78.3	5.89
39.088	81.7	3.08
39.508	74.5	0.36
39.618	75.8	0.84
39.748	83.5	5.99
40.478	74.5	6.11
40.938	74.4	7.49
41.388	80.1	4.51
41.698	80.9	1.24
41.758	81.0	0.55
41.838	79.8	0.24
42.028	82.9	4.28
42.238	80.6	2.81
42.498	76.9	1.02
42.708	82.7	1.28
43.238	78.4	3.09
43.838	67.4	2.88
44.088	67.5	1.23
44.178	67.2	0.24
44.358	76.2	2.34
44.988	75.2	9.93
45.298	74.7	8.50
45.538	75.0	3.12
45.758	75.0	2.96
45.978	81.3	2.21
46.508	77.7	4.33
46.808	77.9	1.89
47.028	77.4	3.42
47.438	80.5	1.64
47.778	81.3	1.60
47.828	80.8	0.25
47.908	79.8	0.96
48.098	83.9	3.31
48.298	80.5	2.71
48.818	78.5	4.91
49.248	76.1	5.13
49.648	80.1	3.02
50.088	80.0	4.00
50.408	80.6	2.55
50.468	80.3	0.41
50.538	78.9	0.69
50.878	82.5	4.98
50.978	85.7	2.12
51.348	78.6	0.64
51.478	83.6	2.05
51.628	87.7	1.64
52.328	80.6	5.29
52.748	80.0	6.85
53.168	83.0	3.24
53.478	82.1	0.33
53.908	84.4	5.09
54.018	81.0	1.14
54.058	80.1	0.41
54.538	83.6	3.05
55.228	75.5	2.96
55.918	63.9	1.42
55.928	63.6	1.81
56.148	68.9	5.35
56.398	75.9	1.20
56.948	74.5	7.59
57.258	72.5	6.27
57.448	71.8	3.09
57.628	72.4	3.97
57.818	78.3	4.75
58.258	77.7	4.78
58.488	76.5	4.15
58.668	76.9	3.07
58.838	78.8	2.72
59.028	80.8	2.77
59.428	79.6	5.23
59.678	80.2	3.85
59.788	80.0	1.49
59.898	80.9	1.98
60.128	81.9	5.08
60.348	82.0	4.54
60.938	81.0	5.57
61.198	79.9	4.70
61.388	82.5	3.07
61.568	80.9	2.01
61.748	82.5	2.12
62.118	80.9	3.71
62.368	83.5	3.27
62.458	80.6	0.78
62.578	82.7	1.00
62.828	85.8	2.11
63.098	84.3	3.19
63.758	84.6	4.07
64.098	82.8	0.34
64.118	82.6	3.10
64.318	83.6	0.37
64.348	83.1	2.35
64.818	81.1	1.63
65.018	80.6	1.66
65.238	79.5	1.12
65.658	81.5	3.50
66.168	81.5	2.09
66.748	83.5	2.02
67.038	82.1	4.35
67.258	82.6	3.30
67.808	81.0	1.36
68.058	80.6	1.06
68.298	79.8	1.12
68.848	79.4	5.44
69.538	81.9	1.35
70.238	80.5	1.39
70.498	75.9	1.75
71.418	73.8	8.90
72.048	74.7	6.41
72.538	71.7	0.26
72.588	71.7	4.09
72.918	76.8	0.20
72.948	76.7	9.30
73.258	77.4	7.82
73.498	83.7	5.17
73.748	81.3	4.19
73.978	80.9	2.45
74.228	77.0	3.30
74.488	76.3	3.58
74.748	75.2	3.74
75.328	71.0	2.79
75.588	75.4	6.47
75.898	79.5	4.79
76.578	74.5	9.85
76.758	74.5	7.59
77.488	71.7	0.26
77.508	72.0	3.60
78.338	63.5	1.35
78.388	63.6	7.22
79.308	72.4	15.92
80.018	69.4	4.29
80.448	70.2	8.77
80.868	65.7	4.68
81.288	76.7	6.36
81.648	69.0	7.82
81.928	72.4	0.93
81.948	72.3	7.98
82.198	72.9	6.20
82.468	79.4	6.31
82.748	76.4	3.88
83.038	75.0	5.97
83.318	70.3	4.22
83.588	74.9	3.49
83.878	76.9	4.94
84.188	72.3	5.41
84.488	74.1	3.83
84.848	71.6	5.89
85.278	68.4	2.24
86.238	61.1	0.36
87.048	62.1	4.84
87.338	61.7	9.44
88.368	64.1	8.66
89.028	67.4	4.73
89.568	66.9	4.70
89.848	72.1	7.15
89.968	73.6	3.23
90.028	74.7	3.27
90.098	75.4	2.72
90.348	79.9	6.09
90.578	77.6	4.23
90.828	79.5	4.34
91.098	75.0	3.75
91.378	73.3	3.67
91.698	70.0	4.87
92.298	68.8	5.41
92.618	73.3	8.05
92.998	70.3	6.22
93.368	69.5	6.71
93.828	70.2	8.12
94.878	65.0	3.98
94.918	64.8	1.11
95.198	60.4	0.27
95.498	65.7	8.58
96.038	71.5	6.31
96.518	69.4	0.35
96.558	69.3	7.80
96.918	70.3	6.90
96.978	70.2	1.24
97.248	68.5	6.39
97.528	69.0	6.71
97.838	72.6	7.64
98.238	66.9	6.17
98.658	74.1	0.28
98.708	75.3	7.22
98.758	74.3	2.42
99.068	71.7	7.49
99.358	72.4	5.84
99.688	74.5	5.94
100.038	70.8	8.24
100.458	63.9	4.66
100.968	66.3	4.32
101.358	69.0	3.78
101.838	65.9	4.86
102.338	69.1	6.57
103.048	64.2	9.93
103.858	64.6	5.09
104.848	68.5	7.36
106.258	64.5	4.66
112.918	40.2	0.87