###pid:			pid9066b-19
###mazurka-tag:		mazurka68-3
###mazurka:		Mazurka in F Major, Op. 68, No. 3
###performer:		Cortot (1951)
###label:		Concert Artist 9180/12 (2005)
###label-title:		Chopin: The Mazurkas
###generator:		pid9066b-19; 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 10:34:53 PST 2007
###dyn-extract-date:	Fri Mar 16 04:24:35 PST 2007
###data-column-1:	onset time in seconds
###data-column-2:	global event dynamics
###data-column-3:	detected onset strength
1.868	70.0	15.61
2.688	76.0	11.32
2.818	76.4	2.46
3.698	68.9	9.11
3.848	66.7	0.42
4.848	67.9	5.00
4.918	68.9	2.69
5.628	65.9	8.61
5.808	69.9	4.39
7.978	71.4	1.44
8.028	73.7	9.79
8.848	76.4	8.10
8.978	77.8	3.75
9.818	70.0	9.15
10.828	68.9	5.19
11.678	75.8	0.28
11.708	77.8	9.39
11.938	75.1	2.88
13.658	56.7	0.44
13.898	66.7	6.15
14.568	69.3	9.42
14.708	71.2	2.73
15.588	72.9	7.48
16.418	73.6	6.83
17.098	74.5	8.31
17.248	79.9	1.75
18.008	76.1	4.72
18.828	76.4	4.96
19.448	74.5	3.02
19.578	80.3	1.99
19.618	80.4	1.54
20.398	77.7	3.74
20.968	74.5	1.41
21.568	73.9	3.70
21.608	73.3	2.06
22.608	66.2	5.49
22.868	66.5	4.18
25.288	67.3	0.96
25.308	67.6	5.21
25.388	67.1	1.04
26.168	69.0	10.93
26.288	72.0	5.43
26.358	70.5	1.33
27.218	64.1	9.75
27.308	61.2	1.22
28.248	67.9	9.02
28.338	67.2	0.25
29.138	64.5	4.52
29.368	67.3	4.19
31.478	72.7	2.30
31.498	73.2	12.50
32.338	76.7	13.67
32.508	77.9	4.24
33.448	66.2	9.85
34.558	67.3	8.41
34.658	65.4	0.35
35.348	71.6	5.95
35.408	74.3	2.38
35.648	72.6	2.49
37.018	55.9	0.35
37.618	65.0	0.38
37.668	66.3	5.65
38.358	70.5	10.25
38.538	73.9	5.91
39.448	71.5	8.07
39.988	66.6	0.70
40.298	73.1	4.82
40.978	71.9	6.19
41.008	72.6	3.17
41.138	77.2	1.82
41.188	77.6	0.65
41.988	73.7	3.99
42.938	75.7	7.06
43.628	73.5	4.93
43.768	77.8	2.59
44.588	75.2	5.82
45.438	74.5	5.65
45.458	74.4	3.75
45.998	72.5	3.79
46.738	74.9	6.19
48.168	58.2	0.32
48.978	84.0	15.40
49.768	82.2	4.22
49.858	82.2	0.39
50.638	80.3	5.83
51.298	77.8	2.27
51.388	79.8	1.09
51.418	78.9	0.91
52.028	77.7	6.70
52.148	79.6	1.19
53.018	77.4	12.69
53.908	84.5	8.57
54.588	82.4	4.32
54.698	83.7	1.64
55.448	78.0	5.42
56.178	79.5	5.94
56.798	77.3	3.52
56.958	78.9	1.73
59.018	72.9	10.39
59.878	72.4	7.86
60.018	69.8	1.35
60.878	64.9	6.32
61.528	70.6	5.35
61.628	75.5	1.78
62.308	69.9	8.44
62.458	71.5	3.33
63.458	68.1	6.65
63.518	67.5	0.97
64.358	73.8	13.74
65.208	71.0	5.31
65.358	76.5	3.16
66.228	71.8	8.80
67.178	72.7	6.93
67.888	69.2	7.68
68.708	65.8	4.13
70.238	52.7	0.32
71.388	61.7	0.25
71.448	64.1	4.08
71.458	64.2	3.68
72.368	68.0	13.31
72.518	71.5	5.20
73.468	66.3	10.39
74.508	68.9	8.50
75.448	66.2	5.36
75.688	68.6	3.63
75.738	68.0	0.54
77.768	73.9	14.29
78.528	74.9	7.48
78.688	72.4	3.59
79.728	64.2	8.73
80.678	66.8	7.47
81.548	72.3	5.77
81.588	74.1	2.86
81.808	72.5	0.58
81.848	72.1	2.16
83.708	64.7	5.55
84.468	68.2	7.01
84.618	69.9	1.66
84.638	69.8	1.28
85.468	70.3	0.25
85.498	71.1	7.34
85.598	70.3	0.33
86.368	74.8	6.27
87.138	71.6	6.62
87.318	78.6	4.83
88.188	75.7	7.44
88.808	64.2	0.36
89.188	75.0	6.84
90.008	72.5	4.50
90.218	79.2	2.79
91.138	73.6	6.13
92.078	74.3	6.24
92.718	73.2	3.77
93.598	73.1	7.79
96.738	62.2	5.79
97.328	60.7	9.07
97.628	62.7	5.40
97.888	63.3	6.50
98.118	66.9	7.80
98.338	66.4	7.38
98.548	71.7	7.30
98.768	77.3	10.44
98.988	73.5	4.04
99.218	75.7	5.78
99.438	73.9	5.04
99.648	75.3	4.47
99.758	75.1	5.00
100.028	76.1	7.04
100.468	66.0	3.36
100.658	65.5	7.35
100.848	69.6	4.63
100.998	66.8	3.63
101.178	69.1	3.97
101.298	68.9	4.93
101.418	69.4	4.50
101.528	69.6	3.12
101.658	71.9	2.92
101.998	68.2	6.00
102.098	65.3	2.55
102.238	63.6	2.15
102.338	66.7	0.37
102.428	69.7	4.61
102.548	69.3	3.46
102.658	71.3	3.52
102.778	68.5	4.52
102.878	68.7	2.37
102.988	68.8	1.70
103.098	71.6	4.12
103.218	70.6	2.25
103.358	73.5	3.78
103.698	70.6	4.89
103.808	71.3	2.61
103.908	73.0	4.29
104.008	73.0	1.61
104.108	75.3	3.34
104.228	72.6	1.94
104.338	71.6	2.02
104.438	71.3	1.67
104.568	71.1	2.15
104.868	70.7	4.45
104.978	69.6	2.49
105.098	69.4	3.59
105.198	70.0	0.97
105.318	72.7	4.64
105.428	71.6	1.45
105.568	72.2	4.51
105.828	70.0	6.30
106.128	68.6	6.84
106.738	63.8	7.77
107.328	59.0	5.17
108.478	60.5	1.55
108.558	63.8	8.24
109.368	72.7	12.06
109.518	75.0	5.29
110.548	67.8	11.04
111.508	72.8	12.58
112.348	64.2	11.07
112.578	67.4	3.56
114.738	74.6	14.37
115.528	75.5	10.36
115.658	76.6	2.60
115.708	76.1	1.10
116.608	67.9	7.10
117.348	64.4	0.31
117.698	67.3	6.52
118.578	70.2	11.40
118.658	71.9	0.74
118.808	72.8	3.64
118.868	72.1	2.60
120.778	69.1	9.24
121.528	73.8	6.87
121.688	76.3	3.12
122.598	72.6	6.51
123.488	75.6	7.22
124.168	73.7	6.99
124.328	77.6	1.99
124.628	74.2	0.21
125.208	76.5	5.98
126.158	78.4	5.28
126.888	74.3	3.58
127.048	78.7	1.45
127.088	78.9	0.55
128.038	72.2	4.52
128.718	67.0	1.78
129.278	66.6	5.22
130.348	63.6	6.42
130.608	66.5	3.71
133.098	67.7	7.38
133.148	67.8	4.84
133.998	72.9	11.57
134.178	69.3	2.89
135.188	69.7	10.48
135.928	60.2	0.24
136.248	71.0	9.17
137.148	66.1	6.98
137.198	66.6	2.43
137.418	67.7	2.23
139.778	73.5	16.08
139.868	74.7	0.30
140.658	75.6	10.25
140.818	75.6	2.92
141.838	66.6	11.71
142.588	61.2	0.39
142.848	67.7	7.67
143.788	73.6	10.26
143.828	75.0	2.44
144.068	73.5	1.69
144.078	73.4	1.32
146.258	65.7	6.63
147.038	66.4	5.50
147.218	68.2	5.47
148.158	71.1	7.69
149.178	71.2	5.47
149.238	71.3	0.55
149.258	71.3	0.54
149.988	71.4	9.21
150.198	78.1	2.85
151.138	76.6	10.83
152.258	74.6	7.19
153.098	71.7	6.05
153.268	75.8	0.75
153.278	75.7	0.65
154.318	72.7	7.02
155.458	72.0	4.87
156.278	69.0	4.26
157.548	74.5	6.85
159.258	57.4	0.36