###pid:			pid9054-27
###mazurka-tag:		mazurka41-2
###mazurka:		Mazurka in E Minor, Op. 41, No. 2
###performer:		Smith (1975)
###label:		EMI 724358576726
###label-title:		Chopin Mazurkas
###generator:		pid9054-27; 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:	Mon Mar 12 08:04:04 PST 2007
###dyn-extract-date:	Fri Mar 16 03:10:25 PST 2007
###data-column-1:	onset time in seconds
###data-column-2:	global event dynamics
###data-column-3:	detected onset strength
0.798	71.0	12.45
1.778	78.2	13.25
2.498	81.5	8.67
3.028	76.0	5.94
3.238	77.1	2.82
4.058	68.7	7.04
4.498	78.5	5.84
4.668	75.8	4.34
5.438	78.8	0.28
5.458	79.3	11.10
6.118	82.9	9.19
6.728	84.6	5.61
7.148	80.8	2.68
7.328	82.1	1.72
7.708	78.3	1.73
7.978	76.6	1.62
8.368	78.9	2.96
8.788	72.2	4.12
9.668	81.0	9.12
10.388	85.1	0.31
10.418	85.4	8.86
11.248	84.6	6.31
11.948	77.9	6.61
12.258	84.6	5.27
12.808	77.6	5.42
13.068	75.0	3.66
13.138	75.0	0.57
13.218	76.0	1.77
13.608	82.3	5.50
14.008	70.0	5.04
15.158	70.8	10.23
15.748	76.1	14.89
16.148	76.4	6.65
16.718	70.7	8.80
17.178	76.7	7.84
17.358	68.5	2.10
18.048	66.9	6.20
18.998	66.1	11.21
20.198	62.7	11.29
20.868	76.4	9.99
21.698	75.8	12.85
22.358	71.2	8.95
22.588	71.7	4.64
23.198	68.4	7.77
23.608	78.2	6.58
23.768	75.5	7.00
24.388	78.9	11.64
25.068	82.0	7.41
25.658	84.6	8.32
26.088	80.6	2.14
26.268	81.5	2.33
26.618	78.1	2.60
26.878	79.0	0.69
27.228	82.2	3.46
27.478	78.6	3.66
27.728	83.2	6.89
28.078	73.5	4.52
28.728	83.9	0.22
28.748	83.9	15.16
29.528	84.9	7.11
30.188	78.9	4.80
30.428	85.4	5.01
31.008	77.1	2.35
31.438	79.8	3.55
31.508	77.4	0.79
31.598	72.4	1.84
32.028	81.3	6.47
32.418	69.7	4.37
33.578	69.8	7.15
34.048	78.0	12.03
34.298	76.6	6.43
34.928	72.2	8.75
35.488	75.9	11.53
35.668	69.5	2.20
35.718	68.8	0.34
36.318	67.3	5.08
37.228	66.2	0.96
37.278	66.0	0.43
38.568	82.3	15.72
39.798	67.2	4.08
39.848	67.0	1.06
40.238	74.2	0.42
40.278	76.5	0.33
40.328	76.9	8.23
40.748	83.7	6.02
41.358	81.0	7.70
42.088	76.4	5.37
42.338	78.7	6.50
42.508	78.6	3.06
42.938	83.2	9.47
43.538	84.0	5.63
44.118	78.1	3.93
44.578	84.6	6.76
44.858	81.8	0.52
45.018	85.2	2.10
45.548	80.5	3.20
46.058	82.2	3.30
46.298	80.7	3.35
46.538	83.8	1.96
46.728	84.3	2.42
46.918	84.2	1.88
47.338	83.9	7.13
47.918	79.4	2.57
48.248	72.6	6.04
48.398	73.8	4.45
48.948	77.0	10.33
49.618	76.9	8.10
50.118	74.1	8.73
50.568	80.9	8.02
50.978	82.3	3.24
51.038	83.2	3.83
51.408	78.6	0.75
51.488	79.6	3.04
51.958	82.5	3.11
52.348	80.0	3.76
52.738	84.4	3.71
53.268	83.6	7.29
54.028	78.8	2.15
54.308	78.5	7.40
54.468	75.5	4.12
54.858	82.1	7.31
55.368	84.6	6.10
55.848	78.1	2.44
56.248	85.4	3.82
56.658	84.8	2.77
57.118	84.5	2.98
57.568	84.7	1.34
57.788	82.6	1.32
58.038	84.4	0.78
58.188	85.2	0.79
58.348	87.6	1.60
58.898	85.1	3.90
59.418	80.5	0.81
59.708	76.8	4.77
59.868	72.9	2.21
60.338	76.5	8.14
60.858	78.2	8.48
61.418	71.4	3.96
61.948	78.5	5.52
62.558	75.7	1.27
62.588	76.1	8.32
63.498	69.6	0.34
63.578	73.2	13.02
63.798	67.5	0.27
64.468	77.8	14.22
65.458	73.2	7.80
65.708	73.2	6.70
65.848	74.6	4.92
65.918	75.0	0.51
65.998	74.4	2.37
66.388	74.0	5.48
66.648	74.0	5.57
67.158	71.7	5.79
67.688	76.2	9.40
68.088	70.3	8.86
68.338	81.5	9.39
68.558	82.1	3.16
68.758	80.6	3.01
68.918	79.1	2.00
69.158	77.3	2.25
69.608	80.1	2.79
70.048	81.8	3.85
70.568	75.8	3.84
71.188	81.3	8.57
71.778	81.4	2.71
71.978	81.1	2.69
72.098	82.5	2.11
72.168	81.6	0.83
72.248	79.8	0.26
72.598	72.3	5.70
72.778	82.7	7.01
73.388	78.9	4.30
73.958	76.6	2.39
74.538	69.6	0.20
74.578	68.2	10.51
75.078	74.1	0.29
75.168	76.8	5.67
75.468	81.2	5.61
75.718	72.5	0.63
75.848	79.0	5.99
76.148	69.7	5.99
76.438	78.6	5.91
77.068	76.4	5.94
77.608	75.4	7.95
78.098	79.4	8.84
79.098	67.6	2.30
79.148	67.8	1.46
79.618	71.8	5.98
80.048	79.3	6.37
80.438	72.9	0.35
80.588	78.0	6.37
81.418	69.8	2.04
81.688	75.0	0.21
81.718	75.2	13.27
81.898	71.8	5.10
82.278	77.3	0.67
82.308	77.9	7.31
82.708	73.2	0.76
82.848	80.2	8.20
83.458	73.9	4.23
83.898	79.9	4.97
84.338	80.4	0.24
84.358	80.3	6.74
84.848	76.8	2.51
84.868	77.2	3.58
85.328	80.0	2.30
85.538	81.0	3.16
85.748	83.1	1.21
85.898	84.4	1.97
86.098	84.4	1.08
86.538	81.6	5.25
87.098	77.9	1.94
87.408	70.9	6.27
87.578	71.1	3.31
88.028	77.5	8.48
88.638	76.8	11.83
89.128	72.1	7.26
89.528	80.8	9.97
89.878	79.3	1.69
89.958	82.7	3.28
90.408	78.7	4.48
90.878	82.1	1.16
91.268	80.0	3.12
91.648	84.3	4.53
92.178	83.2	5.81
92.798	81.1	3.64
93.088	79.8	4.50
93.238	79.4	2.46
93.628	83.6	6.64
94.218	84.3	6.01
94.708	79.6	4.31
95.108	84.2	3.20
95.528	84.3	2.28
95.558	84.4	2.01
95.998	84.2	3.35
96.428	83.9	0.52
96.628	82.7	1.09
96.868	86.8	2.05
97.028	85.4	0.48
97.178	85.4	0.84
97.328	87.1	0.37
97.818	83.9	3.87
98.398	84.7	3.25
98.678	80.8	1.70
98.798	80.1	1.04
99.228	85.6	7.07
99.798	84.5	4.57
100.238	81.4	2.44
100.698	88.4	3.92
101.338	88.3	2.48
102.118	87.5	3.94
103.128	87.5	3.71
103.868	88.4	2.29
104.508	85.6	2.11
104.738	85.4	1.49
105.378	82.7	2.20
105.798	86.0	3.14
105.938	82.5	1.26
106.618	88.8	6.92
107.318	88.2	1.22
107.858	89.5	0.96
108.398	89.5	0.43
108.728	86.5	0.54
109.318	87.3	0.80
109.658	83.3	0.56
110.358	89.0	3.71
111.228	89.2	3.40
111.868	88.6	2.08
112.398	82.2	1.36
112.608	89.1	2.42
113.118	82.0	1.80
113.398	83.5	1.51
113.458	82.9	0.63
113.938	86.5	4.25
114.498	78.2	4.31
116.018	74.5	9.20
116.728	80.7	17.18
117.168	79.9	9.01
117.738	74.3	9.79
118.198	80.0	10.19
118.418	73.3	5.14
118.998	69.8	5.75
119.528	69.4	0.22
119.608	70.7	3.19
120.218	78.5	7.95
120.468	68.3	2.99
121.028	65.7	3.82
121.598	67.3	1.33
121.638	67.3	2.15
122.088	76.1	8.00
122.348	69.3	5.55
123.038	65.2	7.99
124.168	75.6	9.55
125.038	69.8	12.47
125.558	76.2	12.35
125.738	72.8	0.59
126.078	72.6	8.07
127.088	67.8	8.90
128.078	72.0	8.41
128.478	66.9	5.81
130.178	68.0	4.87
130.218	68.5	4.37