###pid:			pid9118b-25
###mazurka-tag:		mazurka68-3
###mazurka:		Mazurka in F Major, Op. 68, No. 3
###performer:		Kushner (1990)
###label:		Connoisseur CD4181/2
###label-title:		The Chopin Mazurkas, Vol. 1 & 2
###generator:		pid9118b-25; 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:	Thu Mar 29 07:41:31 PST 2007
###dyn-extract-date:	Thu Mar 29 23:27:37 PST 2007
###data-column-1:	onset time in seconds
###data-column-2:	global event dynamics
###data-column-3:	detected onset strength
1.958	67.5	19.52
2.578	69.3	12.53
2.688	69.5	2.61
3.218	68.8	7.90
3.868	70.9	7.21
4.478	71.6	6.75
4.638	71.9	1.43
6.068	73.6	16.71
6.638	74.5	8.54
6.758	73.0	2.20
7.288	74.7	6.85
7.948	72.2	6.05
8.028	72.4	0.90
8.608	72.9	7.25
8.808	72.8	1.12
8.838	72.4	0.41
10.368	68.9	17.03
10.958	70.5	7.08
11.078	71.8	1.31
11.658	74.1	6.43
12.338	75.1	5.29
12.938	76.3	4.32
12.968	76.7	2.72
13.068	75.7	0.68
13.088	75.2	1.04
13.628	74.7	2.19
14.318	75.6	6.76
14.918	76.3	0.20
14.938	76.4	3.66
15.068	75.8	1.10
15.108	74.7	0.51
15.628	75.4	4.11
15.998	75.0	1.27
16.388	74.7	3.28
17.168	71.3	4.17
17.348	71.2	1.58
19.598	65.7	9.92
20.298	70.3	9.30
20.428	70.5	2.82
20.988	69.9	6.61
21.698	68.9	7.83
22.388	68.8	6.32
22.608	69.1	1.41
22.628	69.2	1.37
24.408	69.3	10.46
25.028	73.4	8.86
25.148	76.5	2.07
25.748	74.0	7.88
26.478	69.9	5.63
26.518	69.8	1.82
27.218	71.3	8.11
27.438	69.3	2.49
29.128	66.4	11.26
29.198	67.8	1.84
29.748	67.5	10.19
29.878	68.5	1.71
30.478	72.9	8.38
31.138	72.4	6.61
31.668	74.0	6.42
31.798	75.1	1.19
32.428	70.5	4.86
33.238	71.9	7.10
33.818	74.2	4.24
33.948	73.3	1.08
34.608	74.4	5.98
35.458	66.5	2.99
35.928	65.7	3.04
36.588	65.9	4.70
36.638	65.6	1.18
36.798	64.0	0.23
38.698	52.8	0.42
38.838	77.0	25.06
39.448	78.5	3.10
39.558	79.4	1.31
40.128	76.9	5.43
40.558	76.3	0.26
40.588	76.7	1.06
40.708	78.0	3.04
41.118	78.2	4.26
41.228	76.9	1.02
41.808	78.6	6.77
42.538	75.4	6.06
43.098	79.2	3.42
43.208	80.2	1.26
43.768	77.0	7.61
44.398	77.2	4.66
44.948	78.2	7.42
45.088	79.9	1.36
46.868	66.4	8.00
47.458	68.3	8.35
47.558	70.2	3.52
48.138	72.0	10.38
48.618	73.5	4.65
48.738	74.6	1.52
48.758	74.1	2.89
49.188	74.5	4.38
49.268	76.0	2.40
49.918	73.5	5.98
50.608	73.4	10.72
51.188	71.9	4.45
51.218	71.9	3.09
51.308	72.9	0.51
51.338	72.6	0.87
51.908	72.8	8.71
52.568	75.3	7.30
53.218	79.3	10.56
53.468	79.5	2.24
53.488	79.3	1.77
56.458	64.9	5.07
57.478	63.5	8.06
57.688	67.8	6.41
58.338	63.3	8.83
59.068	65.7	8.55
59.678	67.6	6.61
59.898	68.8	2.75
61.468	68.2	10.61
62.038	69.6	6.78
62.178	68.4	1.99
62.768	71.9	6.32
63.538	68.1	6.49
64.248	70.4	6.30
64.278	71.0	4.34
64.508	71.7	3.12
66.178	65.5	10.98
66.778	67.8	5.93
66.898	66.9	1.43
67.478	70.5	7.46
68.338	69.8	6.41
68.928	72.3	8.55
69.078	73.0	0.77
69.668	72.5	3.23
70.518	68.3	4.18
71.158	71.2	7.80
71.348	71.4	1.60
72.278	70.9	8.84
73.128	58.9	0.43
73.348	61.3	6.01
73.848	63.0	2.03
74.588	64.4	4.49
74.618	64.8	3.32
77.968	54.7	7.15
78.288	55.1	4.20
78.558	58.3	4.88
78.828	58.8	5.87
79.088	57.5	2.48
79.128	56.6	2.16
79.378	59.1	10.50
79.658	57.4	5.87
79.928	67.3	12.61
80.218	60.0	0.96
80.258	59.0	0.24
80.508	66.4	10.63
80.828	62.1	4.90
81.198	60.7	7.01
81.408	55.9	4.54
81.628	57.9	5.29
82.018	61.4	4.90
82.118	62.6	4.17
82.288	62.8	6.62
82.448	67.0	3.48
82.578	67.4	3.26
82.718	69.5	1.65
82.848	68.3	3.92
82.958	67.3	1.65
83.118	65.6	5.26
83.528	65.3	4.20
83.688	67.4	2.90
83.828	67.4	5.07
83.958	67.2	2.88
84.098	68.0	3.91
84.228	69.9	1.24
84.368	70.0	1.98
84.488	70.6	0.53
84.628	69.8	2.61
84.758	69.6	1.39
84.898	68.0	2.92
85.248	66.8	3.99
85.348	67.6	6.97
85.718	68.7	3.58
85.858	68.9	4.57
86.008	70.1	4.02
86.138	69.9	1.41
86.268	68.7	3.95
86.408	70.4	0.41
86.538	70.8	2.83
86.658	70.0	1.53
86.818	69.9	4.51
87.218	68.5	4.72
87.368	70.1	2.01
87.498	70.7	3.16
87.638	69.8	1.35
87.768	69.7	5.24
87.918	71.2	0.82
88.068	72.3	4.62
88.218	72.9	1.30
88.388	74.6	5.39
88.558	74.2	0.79
88.798	78.5	4.29
89.458	76.2	8.88
90.198	78.0	13.23
90.328	79.6	1.35
91.018	77.7	6.05
91.748	77.9	6.41
92.428	75.7	4.39
92.568	75.7	1.49
94.048	76.0	10.41
94.678	75.4	7.49
94.798	77.5	1.15
95.408	78.9	4.89
96.128	73.7	4.87
96.198	73.6	0.67
96.858	77.3	7.95
97.038	77.7	1.02
98.508	75.7	16.21
99.148	74.5	3.77
99.258	73.6	0.51
99.278	73.6	1.08
99.878	74.9	5.31
100.608	76.8	3.52
101.238	77.4	2.10
101.358	78.4	0.77
101.988	76.5	1.53
102.018	76.6	1.23
102.738	76.6	4.50
103.348	76.9	2.95
103.468	75.9	1.14
104.098	77.2	3.57
104.138	77.0	1.92
104.468	71.9	1.49
104.878	74.8	4.59
105.638	73.8	5.24
105.828	74.2	2.20
107.798	54.6	0.27
108.418	60.2	5.01
109.138	69.7	10.71
109.288	71.2	1.78
109.328	70.3	1.15
109.898	66.0	8.66
110.678	69.9	7.32
110.768	69.2	0.22
111.388	68.1	7.68
111.628	68.5	2.56
113.508	65.5	5.40
113.518	65.8	5.12
114.118	70.6	9.82
114.258	66.9	1.89
114.858	70.4	7.77
115.658	69.5	6.86
115.688	70.3	4.44
116.428	71.3	8.53
116.628	72.2	1.89
118.498	63.8	9.80
119.098	68.4	9.71
119.888	71.3	7.62
120.768	70.3	8.52
120.808	70.4	2.53
121.398	72.7	5.40
121.528	73.0	0.43
121.538	72.7	0.72
121.588	72.2	0.77
122.298	71.2	4.99
123.218	69.2	7.75
123.948	68.6	8.98
124.128	69.6	0.56
124.148	69.4	0.95
124.158	69.1	0.93
125.128	70.2	9.85
126.238	62.5	5.68
126.848	62.3	2.37
126.868	62.5	2.45
127.888	61.1	3.14
127.898	61.1	3.74
129.308	52.4	0.28