###pid:			pid9050-16
###mazurka-tag:		mazurka24-3
###mazurka:		Mazurka in A-flat Major, Op. 24, No. 3
###performer:		Indjic (1988)
###label:		Calliope 3321
###label-title:		Intégrale des mazurkas: Frédéric Chopin
###generator:		pid9050-16; 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 07:40:48 PST 2007
###dyn-extract-date:	Fri Mar 16 02:27:46 PST 2007
###data-column-1:	onset time in seconds
###data-column-2:	global event dynamics
###data-column-3:	detected onset strength
0.588	59.4	16.80
1.228	65.3	11.55
1.788	64.3	4.20
1.928	69.4	5.21
2.438	67.4	1.36
2.608	75.2	2.96
2.838	69.6	3.28
3.088	66.0	3.77
3.218	64.1	2.69
3.438	68.0	5.50
4.188	66.8	4.82
4.248	66.6	0.46
4.448	66.6	4.64
4.738	67.6	5.10
5.158	66.8	5.08
5.328	69.6	1.16
5.738	76.0	6.38
6.148	70.8	6.57
6.478	70.8	7.40
6.708	64.8	4.78
7.148	61.7	2.14
7.168	61.8	2.48
7.348	66.5	6.95
7.748	66.1	5.94
8.388	66.4	8.65
8.568	68.2	5.54
8.698	71.3	4.21
8.818	69.4	2.93
8.958	68.3	1.13
9.178	69.1	2.86
9.408	72.0	3.36
9.988	72.0	7.03
10.178	71.6	0.83
10.428	71.0	6.78
12.168	55.3	4.70
12.558	58.8	9.40
13.008	59.9	6.59
13.168	63.4	2.33
13.578	70.6	8.14
13.978	65.5	4.62
14.328	67.7	8.01
14.548	63.0	5.50
14.948	62.4	3.15
14.988	62.5	1.03
15.188	66.7	5.23
15.498	67.2	5.89
16.008	68.3	9.44
16.208	71.4	5.66
16.338	73.9	2.60
16.458	71.0	2.16
16.608	69.6	1.87
16.818	69.4	3.18
17.058	72.3	1.50
17.538	73.6	7.14
17.728	70.9	1.89
17.928	73.1	4.80
19.378	47.7	0.55
19.708	52.8	4.55
19.918	54.2	4.73
20.088	57.6	6.96
20.338	58.1	7.02
20.688	56.5	5.24
20.978	57.4	4.18
21.208	66.9	6.76
21.418	65.1	4.20
21.638	60.2	3.12
21.898	62.5	2.62
22.358	61.6	4.27
22.548	59.3	3.46
23.078	62.5	6.98
23.458	55.9	9.54
23.758	60.6	7.59
24.258	59.0	6.01
24.438	65.4	6.25
24.928	65.1	4.59
25.078	74.0	5.20
25.308	67.3	2.78
25.558	64.0	4.14
25.698	63.3	5.09
25.908	65.0	5.64
26.598	60.5	3.39
26.848	61.0	0.22
26.878	59.8	4.06
27.218	64.5	7.51
27.638	64.5	0.26
27.668	64.2	6.78
27.838	67.2	1.80
28.228	74.9	9.64
28.648	68.2	9.60
28.958	69.7	7.21
29.188	64.4	4.87
29.608	62.1	3.01
29.848	65.5	6.06
30.248	66.0	5.56
30.798	65.4	8.23
30.958	70.1	4.14
31.078	72.5	3.31
31.208	69.7	1.90
31.368	67.9	1.81
31.568	68.0	2.91
31.818	71.1	0.56
31.838	70.9	1.56
32.388	72.6	8.30
32.548	73.4	1.50
32.768	73.3	6.28
34.328	54.0	5.32
34.728	58.4	10.23
35.178	59.5	6.41
35.338	63.8	2.16
35.768	70.9	7.70
36.188	65.7	4.20
36.238	65.0	2.27
36.488	69.0	6.14
36.718	65.7	5.81
36.788	63.5	0.37
37.148	64.5	4.64
37.418	68.7	6.37
37.818	69.2	5.05
38.328	68.9	6.33
38.498	72.6	4.62
38.618	74.0	1.23
38.728	71.3	0.47
38.898	69.8	1.93
39.118	70.0	2.33
39.378	73.7	2.35
39.838	73.9	2.63
40.018	73.2	0.66
40.278	71.9	3.64
40.378	69.4	0.44
42.258	47.7	4.48
42.458	51.1	3.92
42.648	54.5	7.73
42.968	53.8	2.27
42.998	53.7	2.75
43.428	53.5	4.56
43.718	57.6	2.34
43.978	67.1	5.38
44.208	64.2	5.59
44.408	58.9	3.16
44.668	61.0	3.01
45.238	60.5	7.09
45.468	56.0	2.19
46.478	62.2	9.65
46.958	64.9	6.88
47.368	60.5	3.66
47.538	71.2	7.25
47.718	66.5	5.17
48.078	69.9	5.23
48.218	70.5	4.86
48.398	69.0	3.93
48.888	65.0	4.52
49.388	71.3	11.56
49.808	64.1	5.32
49.968	74.4	6.91
50.148	70.0	4.72
50.498	73.6	7.03
50.638	72.1	3.29
50.818	70.6	5.00
51.198	68.7	3.66
51.548	70.4	9.22
51.908	70.7	5.82
52.068	71.7	6.01
52.238	65.7	3.83
52.598	67.5	5.68
52.738	66.7	4.06
52.908	67.2	3.83
53.328	64.7	3.55
53.398	63.0	0.23
53.718	64.2	0.26
53.738	63.9	2.71
54.258	62.0	2.83
54.518	63.3	5.46
54.798	62.8	5.20
55.398	65.7	6.67
55.738	64.9	3.42
56.068	64.1	6.13
56.568	63.5	5.87
57.168	61.0	8.41
58.138	64.3	9.34
58.758	61.9	6.84
59.888	60.8	9.22
60.718	59.5	6.62
64.218	54.0	5.71
64.758	49.9	5.67
65.128	58.5	8.66
65.828	57.4	6.32
66.018	61.1	2.51
66.658	56.7	3.17
66.868	68.3	10.21
67.118	62.9	3.21
67.448	58.5	6.38
67.588	57.5	4.73
67.868	61.8	8.23
68.768	54.8	1.03
68.788	54.8	1.35
69.078	55.9	3.03
69.498	60.3	6.13
69.978	61.2	7.88
70.158	64.3	3.96
70.598	72.3	9.10
71.048	66.0	5.63
71.418	67.7	10.54
71.668	62.5	5.97
71.738	60.9	0.35
72.118	62.2	4.36
72.328	66.1	7.07
72.688	65.0	6.62
73.348	63.6	8.94
73.528	65.7	4.10
73.648	70.0	3.24
73.768	67.5	3.47
73.908	66.4	1.66
74.098	66.5	3.11
74.328	70.6	4.20
74.848	71.2	8.07
75.048	64.7	0.36
75.238	69.4	7.46
75.348	70.2	0.47
76.158	56.5	0.26
76.518	54.2	0.23
77.108	50.2	1.50
77.578	56.8	10.06
78.148	58.3	6.05
78.308	62.7	2.05
78.778	70.4	8.12
79.198	62.8	3.88
79.558	64.3	5.51
79.798	61.2	5.88
80.258	59.7	2.75
80.438	64.0	5.33
80.878	64.9	7.79
81.468	66.1	9.28
81.638	70.7	4.39
81.758	72.2	2.01
81.878	69.2	0.26
82.028	67.9	3.41
82.238	68.9	2.71
82.498	71.3	1.28
83.018	70.4	5.84
83.118	68.4	0.23
83.238	66.7	0.28
83.468	69.4	5.03
85.308	52.9	4.11
85.558	49.8	3.46
85.728	55.9	5.89
86.018	57.5	6.56
86.448	56.6	4.94
86.748	57.5	3.20
86.818	57.4	0.24
87.078	66.8	5.11
87.348	63.8	6.62
87.618	57.9	4.23
87.878	60.4	4.88
88.268	62.7	5.32
88.598	58.8	5.50
88.958	58.0	4.79
89.228	59.8	5.28
89.458	63.5	6.72
89.718	61.8	2.78
89.968	60.8	4.04
90.208	60.2	3.36
90.428	66.5	5.43
90.638	64.3	4.48
90.838	59.1	4.33
91.028	60.9	4.30
91.298	61.4	2.19
91.508	60.0	3.15
91.718	57.8	0.99
91.928	59.2	2.42
92.108	59.7	3.84
92.308	60.0	3.83
92.508	61.0	2.45
92.718	61.2	3.97
92.918	58.5	0.28
93.118	59.6	2.64
93.298	59.0	1.55
93.498	60.3	2.57
93.688	60.5	1.88
93.928	60.4	1.95
94.118	59.1	1.32
94.338	58.6	2.17
94.518	58.7	3.07
94.748	58.8	3.51
94.958	59.5	4.13
95.228	56.6	1.74
95.508	53.6	2.63
95.748	53.3	4.46
95.998	53.9	3.55
96.278	50.9	0.98
96.558	54.1	4.35
96.908	50.4	2.09
97.288	47.4	1.71
97.658	46.8	1.76
98.128	43.9	1.48
99.088	48.8	2.81