###pid:			pid9065-18
###mazurka-tag:		mazurka33-3
###mazurka:		Mazurka in C Major, Op. 33, No. 3
###performer:		Fiorentino (1963)
###label:		Concert Artist 9200-2 (2003)
###label-title:		Chopin Recital: Mazurkas
###generator:		pid9065-18; 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 22:59:34 PST 2007
###dyn-extract-date:	Fri Mar 16 02:54:47 PST 2007
###data-column-1:	onset time in seconds
###data-column-2:	global event dynamics
###data-column-3:	detected onset strength
1.008	53.5	7.49
2.198	58.8	9.05
3.268	58.0	5.73
3.988	51.7	0.53
4.098	54.2	1.69
4.248	61.7	5.91
4.518	60.3	2.29
4.568	58.6	2.05
4.598	57.6	3.00
4.898	56.7	6.59
5.008	57.2	0.55
5.048	57.0	0.57
5.658	54.3	2.36
5.788	60.1	5.44
5.988	63.6	3.73
6.018	63.5	5.59
6.278	63.7	8.08
6.408	64.7	2.76
7.108	57.1	2.26
7.218	62.2	4.28
7.418	62.5	2.96
7.508	56.8	1.68
7.788	54.9	4.54
7.928	55.5	0.52
8.508	46.2	1.55
9.028	53.3	5.05
9.158	59.6	11.35
9.928	62.2	15.33
10.338	61.2	2.33
10.438	60.4	9.40
10.768	64.2	5.33
10.828	64.7	2.68
10.858	64.5	2.63
10.898	64.0	0.78
11.208	62.4	2.11
11.338	64.9	4.94
11.388	64.8	2.09
11.748	62.9	0.83
11.918	62.1	5.06
12.268	60.2	6.72
12.738	60.0	4.31
12.958	60.7	3.90
13.888	51.2	3.65
14.188	60.3	4.39
14.308	62.7	3.76
14.388	63.5	4.08
14.558	59.7	1.49
14.588	58.7	1.85
14.618	58.1	1.09
15.138	62.3	5.39
15.458	57.4	4.81
16.318	51.4	0.77
16.768	47.8	0.29
17.278	50.1	0.24
17.378	57.7	7.29
17.768	49.7	0.23
18.028	56.7	5.62
18.498	57.6	1.20
18.528	59.5	0.82
18.598	61.3	5.03
18.928	57.7	5.52
19.078	57.0	5.72
19.378	56.1	5.25
19.498	55.4	3.08
19.888	56.8	3.22
20.018	60.1	4.10
20.198	64.9	5.75
20.268	64.3	1.64
20.448	63.5	4.19
20.588	62.2	0.61
20.968	63.3	1.82
21.038	65.7	4.19
21.298	60.5	3.40
21.398	59.0	0.31
21.458	56.9	1.31
21.818	53.0	0.80
21.948	53.4	3.84
22.578	46.2	2.19
23.368	61.0	11.65
23.418	62.4	3.23
24.388	64.1	14.07
24.788	61.0	5.52
24.888	63.4	7.51
25.268	64.2	5.24
25.358	65.6	2.48
25.438	64.8	2.51
25.988	58.1	2.25
26.188	62.0	4.10
26.528	56.7	0.22
26.768	57.1	0.77
26.938	58.0	5.30
27.228	58.7	3.23
27.328	60.0	4.18
27.848	57.6	6.87
28.088	60.8	3.34
28.188	63.0	7.34
28.988	54.6	4.36
29.828	59.0	6.02
30.208	54.4	3.77
30.908	47.2	3.94
31.068	49.2	3.10
31.268	56.8	5.79
31.398	54.9	0.28
33.228	59.6	17.40
34.328	55.1	15.74
34.468	62.3	7.44
34.608	61.9	4.69
34.698	59.6	1.33
35.228	61.2	7.70
35.578	65.9	9.09
35.718	70.2	5.86
35.858	68.0	3.08
36.258	64.2	7.78
36.538	66.5	7.85
36.658	69.5	3.87
36.778	69.6	3.10
36.828	69.3	0.88
37.078	71.8	4.63
37.398	73.7	3.48
37.668	66.9	4.35
37.938	66.6	3.44
38.008	68.2	1.84
38.178	67.0	3.49
38.518	63.0	3.22
38.698	66.6	7.15
38.968	62.5	2.02
39.118	66.4	6.25
39.718	60.6	1.02
39.818	61.8	7.93
39.978	65.3	7.40
40.128	63.5	5.10
40.208	64.7	2.08
40.298	65.5	1.12
40.698	59.2	1.66
40.738	59.3	0.65
40.768	59.0	5.77
41.018	59.7	3.54
41.168	65.8	2.39
41.358	60.2	0.24
41.758	60.7	0.73
41.788	61.5	5.86
42.028	64.9	3.08
42.138	62.8	3.43
42.258	62.3	0.25
42.338	63.3	1.94
42.618	67.9	6.95
42.698	68.4	5.56
42.848	72.2	1.10
42.878	72.8	0.41
42.898	73.0	1.84
43.158	71.3	1.36
43.198	70.5	0.54
43.548	70.5	6.99
43.778	73.2	7.27
43.938	77.8	1.03
44.038	76.2	1.19
44.298	76.0	2.62
44.528	75.7	2.52
44.708	77.3	4.49
44.808	76.5	0.54
44.848	76.3	0.61
45.068	78.2	1.36
45.238	77.9	0.68
45.348	79.3	0.83
45.598	72.9	0.50
45.628	72.1	1.67
45.828	76.1	2.59
45.878	78.4	2.06
45.958	78.5	0.73
45.968	78.4	1.12
46.168	74.0	0.56
46.318	72.8	0.23
46.478	74.3	2.48
46.568	75.7	0.89
46.658	76.8	1.18
47.248	71.5	2.70
47.318	70.6	4.40
47.508	74.6	4.56
47.648	75.1	2.09
47.688	76.3	0.86
47.768	78.7	1.19
47.838	79.2	1.29
48.068	76.6	4.00
48.188	75.8	2.83
48.368	75.8	3.61
48.478	77.1	2.51
48.628	78.9	0.73
48.748	78.5	1.28
49.088	77.5	0.34
49.118	78.7	1.53
49.178	79.7	2.61
49.328	78.3	0.23
49.378	77.3	0.40
49.518	74.4	0.58
49.678	73.4	1.03
49.888	74.1	0.65
50.368	70.6	4.14
50.488	69.9	2.25
50.638	71.9	2.40
50.768	72.5	0.21
50.878	72.4	2.22
51.008	71.8	0.86
51.198	75.8	3.22
52.198	68.7	6.72
53.018	65.5	2.32
53.138	71.6	4.77
53.408	69.6	3.48
53.468	67.5	1.95
53.538	64.9	0.42
53.778	65.6	4.34
53.878	67.2	0.93
53.908	66.9	1.52
54.478	66.0	6.15
54.598	70.0	7.24
54.778	73.3	5.71
55.018	69.8	3.45
55.168	71.1	3.79
55.218	70.2	0.48
55.788	68.0	3.50
55.838	69.4	6.31
56.048	69.4	3.05
56.108	66.9	5.02
56.388	62.7	4.08
56.488	63.6	2.26
56.548	62.9	0.22
57.098	52.7	0.50
57.238	51.8	0.44
57.528	48.5	0.24
57.548	48.2	0.43
57.958	55.3	6.57
58.738	45.5	0.24
58.978	58.8	11.86
59.368	56.8	2.24
59.458	57.0	7.48
59.748	61.4	5.87
59.818	63.6	4.94
59.858	63.7	2.35
60.178	62.1	1.91
60.308	61.6	2.93
60.378	60.9	0.69
60.738	57.2	0.22
60.898	56.8	5.81
61.248	59.3	4.49
61.708	59.4	6.61
61.888	59.2	2.24
62.638	48.8	3.99
63.018	60.8	4.88
63.138	61.1	2.51
63.248	60.2	0.82
63.408	59.8	2.29
63.458	58.9	2.28
64.088	61.5	4.47
64.418	54.1	5.38
65.378	49.5	2.18
66.688	56.5	3.55
66.708	56.7	5.76
67.338	56.7	4.25
67.418	55.8	0.64
67.768	54.4	1.86
67.898	58.3	2.65
68.138	57.4	5.24
68.238	59.6	0.50
68.278	58.4	3.00
68.338	56.6	0.44
68.588	54.8	3.55
68.708	54.8	1.12
69.138	53.9	0.38
69.248	58.3	6.68
69.418	61.7	2.84
69.458	61.5	1.31
69.708	58.9	3.09
69.838	59.8	2.43
70.348	58.4	2.84
70.428	59.8	2.80
70.688	58.1	5.52
70.788	60.7	0.98
70.858	56.9	2.67
71.238	50.5	2.73
71.398	51.5	3.68
71.998	45.3	2.55
72.858	61.7	12.51
73.698	59.1	5.34
73.848	64.2	14.35
74.178	59.2	0.32
74.198	59.7	0.25
74.308	62.5	9.92
74.798	62.2	4.66
74.888	62.8	2.54
74.978	64.0	2.81
75.038	63.7	2.24
75.398	63.7	4.67
75.568	60.4	1.41
75.598	59.6	0.75
76.178	54.7	1.12
76.538	52.2	2.89
76.988	54.6	4.93
77.548	50.3	5.43
77.898	56.6	4.24
78.598	47.0	0.63
78.928	49.6	2.87
79.568	44.7	0.31
79.868	56.9	4.85
80.358	53.8	3.57
80.388	53.6	2.96
81.558	45.0	2.87
81.778	55.5	6.15