###pid:			pid9072-16
###mazurka-tag:		mazurka24-3
###mazurka:		Mazurka in A-flat Major, Op. 24, No. 3
###performer:		Shebanova (2002)
###label:		DUX 0350/0351
###label-title:		Fryderyk Chopin: Complete Mazurkas
###generator:		pid9072-16; 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 02:23:10 PST 2007
###dyn-extract-date:	Fri Mar 16 02:27:28 PST 2007
###data-column-1:	onset time in seconds
###data-column-2:	global event dynamics
###data-column-3:	detected onset strength
0.758	68.1	22.70
1.368	76.2	17.70
1.488	76.6	0.39
1.968	76.1	6.45
2.118	77.0	5.93
2.638	71.9	6.79
2.778	72.4	2.03
2.998	74.8	5.09
3.168	75.4	5.21
3.328	73.0	2.25
3.558	74.0	4.70
4.128	67.2	1.85
4.318	69.2	3.51
4.628	77.6	12.49
4.988	78.7	3.16
5.098	78.4	1.71
5.438	75.3	1.60
5.488	74.8	1.73
5.818	77.2	6.73
5.998	80.4	2.80
6.218	81.9	3.10
6.648	81.6	3.41
6.818	83.7	1.48
7.148	84.4	1.72
7.158	84.3	2.11
7.498	79.4	0.84
7.638	81.7	1.39
7.758	82.7	0.75
7.968	85.4	1.02
8.078	86.6	0.38
8.258	84.5	1.49
8.788	78.1	2.40
8.958	79.6	0.26
9.078	82.2	2.59
10.808	68.8	0.24
10.868	67.5	3.92
11.328	73.8	11.16
11.398	74.2	1.52
11.828	74.1	4.29
11.988	74.0	5.55
12.388	71.0	6.60
12.778	74.4	6.67
12.948	79.1	4.85
13.118	80.3	4.37
13.518	83.0	2.84
13.668	84.3	1.27
13.958	85.9	2.51
14.228	83.0	0.72
14.358	84.7	0.87
14.468	84.7	0.49
14.698	85.6	0.51
14.818	86.0	0.90
14.998	84.9	2.25
15.548	78.6	1.80
15.888	80.5	3.04
17.298	71.9	0.32
17.328	72.4	3.34
17.468	71.6	4.89
17.588	68.5	3.13
17.708	70.9	9.13
17.888	71.7	2.24
18.038	76.2	4.83
18.218	71.5	0.73
18.388	74.8	4.77
18.558	78.3	1.10
18.878	75.1	5.52
19.488	67.4	5.07
19.648	69.4	4.27
20.368	72.6	8.72
20.608	73.1	11.54
20.948	78.2	9.10
21.078	78.4	0.36
21.518	76.6	7.43
21.638	75.5	2.99
22.068	71.9	3.01
22.218	73.2	2.75
22.418	76.8	5.08
22.568	77.3	3.31
22.728	75.8	2.17
22.968	75.2	2.52
23.558	74.3	4.32
23.728	76.6	1.33
24.028	79.3	6.67
24.338	81.7	2.69
24.468	81.6	0.88
24.818	77.4	2.48
25.148	78.5	3.84
25.308	81.8	2.75
25.498	83.4	3.88
25.918	82.5	1.91
26.088	84.2	1.11
26.388	84.6	1.79
26.718	81.0	0.92
26.818	83.1	0.96
26.948	82.8	0.75
27.058	83.6	0.37
27.178	85.7	0.57
27.288	85.9	0.50
27.488	84.9	0.72
28.038	79.4	2.21
28.118	78.1	0.20
28.328	81.5	2.56
30.278	65.8	5.43
30.628	73.2	8.51
30.678	73.7	2.05
31.118	74.9	6.55
31.268	75.4	2.44
31.318	74.9	0.60
31.688	71.6	6.55
32.038	74.6	6.19
32.218	79.5	5.05
32.418	82.6	5.75
32.788	84.0	3.37
32.948	85.3	0.42
33.238	86.2	1.33
33.638	84.9	1.07
33.758	84.0	0.26
33.978	85.6	0.33
34.108	85.2	0.51
34.348	85.0	1.65
34.918	78.7	2.87
35.028	77.1	0.82
35.138	76.6	0.24
35.348	79.4	4.28
36.828	70.3	3.26
36.968	69.3	2.77
37.088	66.2	3.60
37.218	69.4	6.84
37.378	70.6	2.52
37.538	76.3	5.66
37.718	71.8	1.14
37.908	74.8	4.19
38.078	77.7	1.19
38.408	72.9	1.92
38.468	72.3	0.25
38.778	65.7	0.28
39.038	64.9	2.59
39.168	66.5	7.18
40.198	67.5	10.47
40.628	69.7	8.24
40.998	76.7	8.47
41.158	73.1	4.08
41.348	74.0	4.96
41.688	73.8	2.61
41.848	69.4	0.72
42.028	73.3	3.56
42.108	72.7	1.00
42.428	72.3	4.47
42.738	74.1	8.20
42.798	72.2	0.82
43.048	78.4	4.66
43.188	76.5	2.34
43.368	76.0	3.75
43.688	76.1	5.53
43.828	73.8	0.75
44.038	74.8	2.30
44.428	73.1	2.17
44.728	77.5	0.22
44.748	77.4	7.00
45.068	78.8	4.25
45.218	80.1	3.76
45.428	77.5	3.58
45.748	78.2	3.13
45.918	76.6	0.65
46.188	77.2	2.84
46.638	75.0	2.20
47.038	78.3	5.16
47.548	73.0	3.89
47.748	76.1	2.89
48.058	76.1	6.05
48.578	70.7	2.19
48.628	70.5	2.00
48.828	73.0	2.57
49.078	73.2	3.58
49.488	71.6	9.26
49.918	72.4	9.08
50.778	66.0	6.56
51.278	63.3	9.03
52.728	60.0	5.41
53.938	59.7	6.64
57.468	52.2	0.44
57.848	66.6	11.64
58.258	61.5	3.72
58.408	67.8	15.04
58.838	75.0	14.94
59.468	76.3	8.24
59.618	76.0	4.57
60.108	71.1	6.72
60.238	71.5	4.45
60.468	75.4	6.05
60.628	76.3	3.87
60.778	73.8	2.41
61.028	74.0	4.89
61.538	73.5	5.18
61.718	75.9	2.77
62.028	79.3	7.02
62.358	83.1	3.64
62.438	83.4	1.06
62.808	77.6	2.79
63.158	78.7	2.11
63.328	81.4	2.59
63.518	82.0	3.37
63.968	82.1	3.70
64.138	83.9	1.95
64.508	84.0	1.34
64.588	84.3	0.46
65.098	77.2	3.29
65.328	77.6	0.35
65.348	77.7	1.07
65.508	80.1	2.23
65.628	80.5	1.55
65.748	82.9	1.21
65.898	82.4	1.22
66.178	76.9	1.61
66.278	75.4	0.44
67.048	68.3	6.64
67.118	67.5	2.59
67.278	69.4	2.54
67.538	74.1	7.38
69.398	65.7	11.65
69.898	73.7	12.90
69.968	74.3	1.09
70.368	75.5	5.64
70.488	75.2	3.54
70.898	72.1	6.76
71.268	76.0	6.01
71.458	80.2	4.24
71.668	80.3	4.87
72.088	82.4	3.74
72.248	84.3	1.49
72.588	85.2	1.52
72.618	85.0	0.91
72.938	80.8	1.22
73.078	82.8	1.48
73.208	83.4	0.48
73.308	83.2	0.20
73.438	85.5	0.64
73.578	87.1	1.05
73.878	80.8	0.63
74.788	70.5	6.65
74.878	69.3	2.16
75.058	70.5	1.55
75.428	72.7	6.76
76.078	64.2	0.35
76.618	59.8	1.65
77.038	65.4	6.00
77.228	68.6	7.58
77.398	65.6	8.39
77.628	69.2	10.60
77.848	71.3	6.18
78.028	76.7	5.80
78.188	74.0	2.02
78.348	75.6	3.17
78.518	77.2	0.83
78.878	74.1	4.92
79.528	65.3	4.23
79.718	68.4	6.76
80.898	63.5	12.13
81.508	69.9	9.97
82.068	74.2	8.70
82.238	73.5	2.67
82.428	72.4	6.70
82.768	77.4	4.74
82.938	75.1	1.23
83.148	74.4	2.83
83.498	76.2	3.03
83.848	77.6	8.33
84.188	79.5	2.13
84.328	77.4	0.86
84.478	77.0	3.01
84.798	80.1	2.36
84.938	78.9	0.24
85.158	77.3	1.10
85.548	74.7	0.92
85.578	74.3	0.37
85.888	77.9	5.83
86.258	79.1	2.22
86.408	78.5	0.40
86.638	79.0	2.61
87.038	77.0	3.71
87.208	74.7	0.77
87.488	75.9	1.51
87.958	76.0	2.79
88.338	77.0	0.70
88.368	77.1	2.51
88.768	76.3	2.39
88.778	76.1	1.86
89.348	73.0	3.14
90.108	69.9	2.97
90.428	71.2	1.84
90.758	72.6	5.14
91.178	69.1	8.22
91.628	67.5	9.95
92.498	61.4	8.49
92.998	62.7	9.48
94.198	60.3	8.58
95.228	60.2	9.21
98.468	63.6	10.32
99.018	62.9	11.73
99.408	72.8	11.80
99.988	73.9	6.01
100.138	75.1	6.96
100.528	69.4	2.01
100.618	69.8	7.78
100.778	70.3	7.07
100.998	74.7	7.10
101.178	75.2	5.20
101.328	75.3	3.29
101.618	73.9	4.32
101.678	73.1	0.35
102.108	74.0	4.85
102.268	76.7	1.70
102.548	78.0	0.58
102.568	78.3	2.46
102.888	79.7	2.08
102.978	79.7	0.36
103.328	75.7	3.40
103.668	77.8	3.33
103.828	80.9	2.63
104.008	82.4	3.34
104.398	82.5	2.32
104.548	83.9	0.70
104.828	84.9	1.93
105.148	81.0	0.54
105.258	83.1	1.34
105.368	84.6	0.62
105.578	86.2	0.25
105.698	85.2	0.33
105.878	85.9	2.06
106.398	79.9	2.09
106.618	83.5	2.26
108.258	69.1	3.37
108.548	76.5	8.00
108.938	78.6	3.93
109.068	78.3	2.32
109.418	75.7	5.11
109.758	79.0	3.93
109.908	81.7	2.21
110.088	82.4	3.56
110.458	83.3	2.60
110.598	85.3	0.42
110.888	85.9	1.91
111.158	82.8	1.03
111.278	82.9	0.70
111.398	84.1	0.49
111.618	86.2	0.72
111.738	85.2	0.53
111.958	83.9	1.86
112.548	79.4	2.42
112.708	80.5	0.25
112.818	82.7	2.08
114.478	65.6	0.42
114.688	71.7	3.70
114.848	71.1	4.56
114.978	67.5	5.80
115.128	70.6	7.09
115.298	73.7	2.44
115.448	78.0	5.14
115.638	75.1	1.21
115.818	76.4	4.48
115.988	78.4	1.55
116.268	75.3	1.10
116.658	71.3	4.89
116.938	70.5	3.75
117.068	71.7	4.46
117.308	74.1	5.75
117.458	75.5	1.92
117.498	74.9	3.82
117.648	73.0	3.06
117.908	68.9	0.54
118.108	69.4	3.29
118.278	75.3	5.60
118.428	73.3	2.06
118.598	77.3	5.18
118.758	78.0	1.10
118.998	74.7	0.58
119.258	72.9	4.76
119.448	73.4	4.54
119.618	73.9	4.49
119.768	73.5	3.54
119.918	71.0	2.00
120.058	71.1	1.11
120.218	71.6	3.36
120.378	73.5	2.07
120.678	70.4	1.87
120.818	67.8	1.43
120.978	69.9	1.36
121.098	70.7	4.95
121.258	72.2	2.07
121.388	69.9	0.34
121.548	67.2	2.82
121.678	66.1	0.99
121.828	68.1	3.33
122.018	66.1	2.69
122.248	70.2	6.75
122.488	70.8	4.53
122.678	70.2	5.86
122.888	68.1	3.32
123.128	66.6	2.07
123.378	63.6	3.16
123.698	59.2	4.77
124.028	61.4	6.58
124.388	67.1	7.70
124.838	60.0	5.81
125.648	60.3	9.07
126.798	50.2	0.72
128.128	49.5	0.23