###pid:			pid9097-03
###mazurka-tag:		mazurka67-1
###mazurka:		Mazurka in G Major, Op. 67, No. 1
###performer:		Ferenczy (1956)
###label:		Hungaroton HCD 32121
###label-title:		Great Hungarian Musicians: György Ferenczy, piano
###generator:		pid9097-03; 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 04:35:37 PST 2007
###dyn-extract-date:	Fri Mar 16 04:09:02 PST 2007
###data-column-1:	onset time in seconds
###data-column-2:	global event dynamics
###data-column-3:	detected onset strength
0.738	66.2	11.71
1.178	67.5	7.50
1.598	68.8	8.29
1.958	63.1	5.67
2.148	66.6	6.02
2.228	67.6	0.69
2.288	67.9	0.22
2.318	65.8	2.39
2.688	65.7	6.28
3.038	62.6	5.40
3.208	64.3	3.60
3.368	61.2	2.68
3.748	60.4	5.90
4.108	60.0	4.86
4.328	56.8	3.70
4.558	57.8	4.68
5.078	61.4	4.15
5.728	58.9	3.53
5.798	63.4	8.51
6.438	61.0	7.64
6.748	50.5	2.21
7.008	57.4	4.95
7.248	54.9	4.44
7.478	60.4	4.46
7.678	56.3	1.33
7.838	62.1	6.23
8.368	65.2	10.66
8.868	68.5	8.52
9.378	64.0	3.54
9.588	56.9	1.71
9.768	61.6	5.23
9.948	59.1	3.83
10.118	66.6	3.97
10.208	67.0	4.12
10.278	66.9	0.88
10.368	61.4	1.48
10.808	63.9	5.74
10.948	70.0	3.98
11.138	68.1	6.19
11.588	70.7	5.59
11.778	65.9	2.79
11.948	66.4	3.45
12.088	66.3	1.88
12.248	70.6	4.97
12.398	71.7	1.78
12.508	71.6	4.76
12.788	78.7	4.99
12.838	77.6	1.64
13.208	72.3	1.74
13.518	78.2	3.83
13.678	67.9	0.46
13.818	70.9	3.25
13.958	72.1	3.94
14.088	79.3	4.27
14.158	79.7	1.20
14.248	79.1	0.56
14.328	82.1	1.13
14.388	81.3	1.15
14.668	73.3	1.52
14.898	76.2	2.59
14.948	75.9	1.87
15.508	75.2	1.22
15.678	81.3	0.75
15.898	81.6	1.75
16.078	74.2	0.63
16.258	81.0	2.86
16.378	80.4	0.98
16.468	80.4	1.37
16.868	73.6	5.90
17.168	79.8	5.99
17.378	77.8	0.54
17.538	78.3	0.45
17.798	79.7	1.39
17.988	69.6	2.23
18.278	64.1	0.93
18.378	56.0	2.39
18.898	59.2	4.68
18.958	56.1	3.32
19.358	64.2	7.39
19.768	71.2	12.71
19.818	71.5	2.70
20.338	74.7	3.45
20.528	80.1	0.76
20.558	79.0	0.55
20.728	81.2	1.04
20.748	80.8	1.45
20.928	72.3	1.02
21.108	80.8	4.99
21.228	80.9	0.50
21.318	81.3	1.69
21.708	70.1	7.10
22.008	73.8	4.54
22.168	75.9	0.83
22.338	75.9	0.80
22.578	79.2	2.25
22.698	73.4	1.63
22.838	68.8	2.11
23.168	71.6	5.77
23.228	70.5	2.11
23.598	70.2	6.49
23.648	68.3	2.52
23.988	74.8	10.24
24.048	74.8	3.25
24.558	76.9	2.64
24.738	81.7	0.78
24.918	82.1	0.59
24.938	80.8	1.19
25.108	74.2	0.96
25.278	80.7	3.00
25.398	81.3	0.99
25.478	79.9	0.87
25.858	72.7	7.60
26.138	80.1	5.28
26.358	77.9	0.34
26.508	79.0	0.58
26.758	79.3	1.51
26.928	70.4	0.34
27.168	66.2	0.51
27.728	60.4	4.50
27.788	57.6	3.03
28.148	67.1	5.52
28.218	61.2	1.96
28.568	69.6	10.77
28.628	69.7	3.25
29.148	73.6	3.99
29.348	79.7	1.77
29.548	80.6	1.01
29.568	79.8	2.43
29.728	73.1	1.10
29.878	79.9	1.92
29.988	79.6	1.95
30.078	77.6	0.59
30.418	72.4	8.41
30.708	74.7	5.61
30.878	77.2	0.90
31.038	78.4	1.30
31.278	82.8	0.96
31.538	71.4	0.88
31.858	75.1	1.12
31.888	73.7	1.76
32.238	67.8	5.25
32.278	65.1	1.44
32.568	71.6	3.77
32.618	71.1	5.94
33.238	86.1	18.17
34.358	77.0	1.08
34.448	82.5	3.77
34.768	76.5	2.83
35.238	79.8	10.57
35.528	81.6	3.78
35.798	80.6	1.04
36.188	73.4	6.46
36.448	78.6	3.46
36.658	75.7	0.50
36.708	73.2	1.13
37.058	73.1	10.11
37.368	80.4	7.21
37.928	83.8	13.27
39.038	71.3	2.26
39.088	67.2	0.47
39.388	61.4	2.47
39.878	60.2	6.70
40.038	47.5	0.21
40.218	58.1	6.09
40.358	57.8	1.77
40.498	60.5	4.55
40.918	57.6	7.23
41.218	60.6	4.26
41.288	57.4	1.05
41.368	56.1	1.89
41.508	61.4	6.76
41.938	61.0	9.06
42.348	71.4	6.60
42.938	82.9	16.09
43.858	79.5	1.46
43.928	81.7	2.90
44.218	81.9	1.34
44.288	82.8	1.66
44.658	79.3	2.56
44.938	80.0	3.24
45.148	82.7	1.49
45.218	83.4	1.70
45.578	80.4	3.37
45.818	80.8	2.48
45.988	80.5	1.17
46.088	83.2	0.66
46.408	79.5	2.31
46.698	81.1	1.68
47.258	87.5	10.62
48.138	80.8	3.67
48.288	78.4	0.34
48.398	77.3	1.05
48.758	71.4	5.91
49.018	72.4	4.67
49.148	72.5	1.70
49.258	75.2	2.89
49.608	70.8	6.67
49.908	65.7	3.41
50.138	54.2	1.26
50.398	56.6	2.27
51.368	53.9	2.87
52.688	54.6	0.58
53.558	54.2	2.23
53.928	46.2	2.07
54.298	57.0	3.23
54.578	53.0	3.85
54.878	57.3	5.65
55.118	48.4	1.17
55.378	60.4	6.61
55.968	58.6	7.12
56.508	64.3	6.80
57.068	61.4	4.74
57.308	54.2	4.23
57.518	58.5	5.52
57.718	54.4	2.65
57.858	61.7	4.53
57.928	64.5	4.39
58.018	65.7	4.22
58.098	67.0	1.25
58.188	61.2	2.74
58.618	59.9	5.39
58.768	67.4	4.40
58.988	69.9	5.82
59.458	69.5	4.61
59.668	65.2	3.21
59.858	67.7	3.92
60.008	67.9	3.62
60.188	73.0	7.39
60.348	74.6	4.06
60.468	72.7	3.86
60.758	78.5	3.87
60.818	77.3	2.19
61.188	77.7	2.65
61.528	79.7	2.42
61.688	68.8	0.62
61.838	74.7	3.32
61.968	73.1	2.60
62.098	78.1	2.04
62.168	80.2	2.40
62.248	80.8	0.95
62.338	83.1	2.05
62.408	81.3	0.53
62.668	74.3	3.60
62.898	75.3	1.93
62.958	75.1	1.37
62.978	74.8	1.47
63.498	76.5	1.60
63.678	81.0	0.78
63.868	83.0	0.68
63.878	83.0	0.81
64.088	73.8	1.25
64.248	80.2	2.53
64.358	80.7	1.47
64.448	81.5	1.51
64.848	74.2	5.44
65.138	79.2	3.92
65.348	78.0	0.50
65.518	78.7	0.72
65.778	81.1	1.67
65.968	71.1	1.59
66.378	56.8	1.42
66.938	60.0	5.36
66.988	57.1	4.64
67.408	65.0	7.15
67.458	59.7	1.59
67.828	71.8	14.40
67.878	72.4	2.29
68.018	75.3	0.44
68.378	75.2	3.42
68.558	81.3	1.24
68.768	82.2	1.39
68.958	74.0	0.84
69.128	81.3	2.83
69.268	80.4	0.64
69.378	81.3	2.26
69.758	73.0	5.46
70.078	76.4	8.39
70.428	77.2	0.79
70.608	77.5	0.99
70.818	77.7	1.63
71.148	83.6	5.14
71.198	82.7	2.91
71.758	83.1	9.21