###pid:			pid9049b-13
###mazurka-tag:		mazurka67-1
###mazurka:		Mazurka in G Major, Op. 67, No. 1
###performer:		Rubinstein (1939)
###label:		Naxos 8.110656-57
###label-title:		Fryderyk Chopin: Mazurkas
###generator:		pid9049b-13; 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 01:19:59 PST 2007
###dyn-extract-date:	Fri Mar 16 04:08:45 PST 2007
###data-column-1:	onset time in seconds
###data-column-2:	global event dynamics
###data-column-3:	detected onset strength
1.318	72.9	20.11
1.698	71.0	9.87
2.078	76.2	15.17
2.378	77.5	4.78
2.568	79.4	1.12
2.648	79.6	1.25
2.738	77.4	1.90
3.028	79.9	3.20
3.308	80.9	5.30
3.448	83.3	2.46
3.538	82.4	0.24
3.618	81.1	1.05
3.648	80.6	0.81
3.928	85.2	0.86
3.938	85.3	1.25
4.198	83.1	0.40
4.238	82.4	0.29
4.528	79.3	1.00
4.838	81.9	2.90
5.188	82.6	3.23
5.218	83.3	3.28
5.478	82.1	0.25
5.568	80.8	0.31
5.728	76.0	0.21
5.858	77.9	1.29
6.088	77.3	0.68
6.178	79.3	2.54
6.288	79.5	3.03
6.398	81.2	2.25
6.808	79.7	4.62
6.838	79.9	2.08
7.128	81.5	1.71
7.158	82.0	1.28
7.568	76.4	1.12
7.698	79.4	2.38
7.758	79.6	0.54
7.828	77.4	2.01
8.078	74.6	1.28
8.148	74.6	0.23
8.258	71.9	2.43
8.668	71.9	7.69
8.768	75.7	5.94
8.908	78.9	2.33
9.138	77.4	1.82
9.218	78.0	2.01
9.358	77.5	1.21
9.468	76.8	0.46
9.578	72.1	1.26
9.708	73.8	0.67
9.788	74.3	2.58
9.898	75.5	0.61
9.998	77.7	4.76
10.168	73.1	0.68
10.298	79.5	1.23
10.318	80.3	2.53
10.338	80.7	2.54
10.668	81.8	1.98
10.908	80.0	1.11
11.008	78.4	0.42
11.118	78.3	0.40
11.288	79.9	2.20
11.368	79.1	1.76
11.828	68.3	3.20
12.258	72.4	6.78
12.418	78.4	11.41
12.658	82.4	10.47
13.068	81.2	3.65
13.198	80.7	0.39
13.328	82.2	0.51
13.378	82.5	0.23
13.398	82.4	0.24
13.498	82.8	1.18
13.628	82.4	0.99
13.728	81.7	0.28
13.848	80.2	0.39
13.868	80.0	0.65
14.228	78.0	3.47
14.428	77.1	0.29
14.498	76.4	1.91
14.818	78.4	6.88
14.938	78.8	3.10
15.018	77.3	0.65
15.228	75.6	2.69
15.338	76.9	0.34
15.438	72.4	1.37
15.508	67.6	2.82
15.848	73.6	7.31
15.918	74.3	4.94
16.188	75.9	7.52
16.248	75.0	1.95
16.508	78.0	5.18
16.578	80.1	4.00
16.908	80.2	3.98
17.038	80.8	0.88
17.148	82.2	0.93
17.168	82.0	1.58
17.278	81.7	0.34
17.408	81.3	0.25
17.508	82.3	0.41
17.618	80.6	0.51
17.968	81.0	2.57
18.248	80.6	4.24
18.548	80.7	4.09
18.618	79.7	2.01
18.758	75.8	0.80
18.868	75.5	2.84
18.978	75.2	2.85
19.088	76.9	2.01
19.318	79.2	6.66
19.378	80.0	4.60
19.608	81.0	1.88
19.648	80.3	1.00
19.878	78.4	1.74
19.958	81.7	2.94
20.268	82.4	1.26
20.288	82.4	1.63
20.428	82.8	0.21
20.528	82.2	1.09
20.768	82.4	0.52
20.878	82.7	0.35
20.978	79.3	0.28
21.308	78.2	5.48
21.618	77.6	7.61
21.888	80.4	1.92
21.998	82.1	1.98
22.248	80.1	0.41
22.348	80.0	0.34
22.528	71.9	0.66
22.858	75.0	5.53
22.938	75.8	2.07
22.988	75.2	2.15
23.218	76.8	6.07
23.288	76.1	0.83
23.598	79.5	5.05
23.678	81.4	3.73
23.998	80.4	2.88
24.128	81.8	0.88
24.238	82.2	0.94
24.478	83.5	0.86
24.678	79.6	1.05
25.018	79.3	9.89
25.298	81.6	7.49
25.568	81.6	4.86
25.658	81.8	1.64
25.738	80.3	0.97
25.818	80.4	0.60
25.918	79.7	1.71
26.028	78.2	1.00
26.128	79.7	0.31
26.398	81.3	3.84
26.468	82.5	2.84
26.738	83.4	1.42
26.788	83.2	0.65
27.068	80.7	0.46
27.108	81.4	0.58
27.148	81.8	1.91
27.758	86.6	2.93
28.898	72.5	3.58
29.278	73.7	5.57
29.458	74.8	2.68
29.548	74.6	0.28
29.768	75.9	2.63
29.808	77.1	5.08
30.118	78.3	6.14
30.268	77.7	1.79
30.378	76.6	0.47
30.568	81.3	1.37
30.618	81.7	3.94
30.968	84.4	5.15
31.318	84.8	2.19
31.868	85.0	4.42
32.608	74.4	2.94
32.738	72.5	0.53
32.888	67.3	0.28
33.068	67.8	0.37
33.378	71.4	6.63
33.398	72.0	5.98
33.588	71.7	3.04
33.678	71.5	0.93
33.808	69.1	0.57
33.928	69.9	3.47
34.258	72.5	7.09
34.388	72.8	0.29
34.508	73.5	5.58
34.568	72.6	2.80
34.678	74.6	3.62
34.838	73.2	2.15
34.878	73.2	0.73
35.018	67.9	0.38
35.228	78.9	9.95
35.668	86.7	10.02
36.238	84.5	3.40
37.098	75.1	2.05
37.368	72.7	3.60
37.448	74.3	1.40
37.808	73.0	4.79
38.038	75.7	2.43
38.088	76.8	2.27
38.128	76.5	2.32
38.368	77.4	4.16
38.428	76.2	2.36
38.728	76.1	6.52
38.878	77.3	1.95
38.958	77.2	1.52
39.008	76.7	0.73
39.208	79.3	1.59
39.288	78.9	1.43
39.618	82.9	5.65
39.948	86.3	4.12
40.558	85.6	2.88
41.688	70.4	2.23
41.768	67.7	0.36
41.988	62.5	0.74
42.108	64.3	1.33
42.508	66.4	4.42
42.528	66.3	5.06
42.738	65.2	1.81
42.818	68.5	1.44
42.838	68.1	2.47
42.988	63.6	1.97
43.148	70.4	3.33
43.188	70.2	2.22
43.518	68.3	7.38
43.558	68.4	1.85
43.738	65.8	3.07
44.068	69.9	6.73
44.308	67.5	2.82
44.348	67.1	2.25
44.888	64.6	2.82
45.618	69.6	9.81
45.948	62.9	0.51
46.098	68.7	5.24
46.158	68.9	3.54
46.228	69.4	4.32
46.458	75.1	8.01
46.628	77.9	1.06
46.658	78.1	0.70
46.738	78.0	4.25
46.878	75.8	0.21
46.928	74.4	0.74
46.988	72.2	0.74
47.128	73.3	4.60
47.278	70.5	1.40
47.728	66.7	7.51
48.098	67.2	0.30
48.168	73.2	10.61
48.458	70.6	8.86
48.568	71.3	0.32
48.708	75.4	8.09
48.868	78.4	5.40
49.038	77.7	4.75
49.208	74.1	0.32
49.318	74.1	1.60
49.398	73.1	0.23
49.548	68.4	2.68
50.048	62.3	1.83
50.238	70.0	5.69
50.458	72.6	4.73
50.768	72.3	3.61
50.858	74.6	1.98
50.988	77.2	4.67
51.128	78.2	1.68
51.258	78.6	3.29
51.378	74.9	0.77
51.608	73.2	3.80
51.748	72.9	2.82
51.808	72.4	0.28
52.098	71.5	2.94
52.248	67.4	2.14
52.768	72.5	7.91
52.968	73.9	1.71
53.078	72.0	5.74
53.148	70.8	0.41
53.328	69.9	2.96
53.468	70.2	1.10
53.498	70.5	1.44
53.618	71.6	4.17
53.778	72.3	3.46
53.878	72.0	0.93
53.948	71.7	0.78
54.088	67.0	3.15
54.478	73.4	9.80
54.638	79.8	11.03
54.878	83.1	9.86
55.258	81.8	2.94
55.418	82.8	0.42
55.528	83.5	2.23
55.648	83.6	0.54
55.788	81.7	0.36
55.898	82.2	0.33
56.018	81.0	2.12
56.368	79.0	3.13
56.648	76.8	6.26
56.918	79.2	0.55
57.018	80.8	2.95
57.258	77.8	0.37
57.348	78.1	0.30
57.448	77.7	0.91
57.528	77.3	0.96
57.838	79.6	1.85
57.888	81.4	2.41
58.178	78.3	1.20
58.518	79.9	0.49
58.578	81.0	3.02
58.898	80.3	1.78
59.018	80.3	1.31
59.138	81.0	0.44
59.258	80.6	0.38
59.378	81.4	0.93
59.598	79.9	0.94
59.928	79.4	2.58
60.198	81.7	6.16
60.518	81.5	3.36
60.608	82.6	2.50
60.638	82.6	1.52
60.878	79.1	0.96
61.178	80.6	0.38
61.238	82.3	2.75
61.688	82.5	3.89