###pid:			pid9097-15
###mazurka-tag:		mazurka68-3
###mazurka:		Mazurka in F Major, Op. 68, No. 3
###performer:		Ferenczy (1958)
###label:		Hungaroton HCD 32121
###label-title:		Great Hungarian Musicians: György Ferenczy, piano
###generator:		pid9097-15; 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 05:30:44 PST 2007
###dyn-extract-date:	Fri Mar 16 04:24:02 PST 2007
###data-column-1:	onset time in seconds
###data-column-2:	global event dynamics
###data-column-3:	detected onset strength
0.938	84.3	19.87
1.528	86.0	3.14
1.638	89.4	1.15
2.268	87.1	5.72
2.898	85.9	3.91
3.458	81.8	2.78
3.578	86.2	1.04
4.868	84.8	8.36
5.448	84.0	2.50
5.548	84.4	0.88
6.178	84.4	4.15
6.808	84.9	4.58
7.378	82.9	3.15
7.508	84.7	0.57
8.858	85.0	12.79
9.408	84.4	2.09
9.518	84.6	0.60
10.078	85.7	3.19
10.668	86.1	3.58
11.148	83.2	1.60
11.258	84.2	0.46
11.808	84.3	2.12
12.408	83.8	2.38
12.858	82.3	2.19
12.968	81.1	0.65
13.508	86.6	4.01
13.878	78.2	1.50
14.138	84.0	2.37
14.708	79.7	2.78
14.858	82.7	1.14
16.028	64.3	0.24
16.958	64.3	0.23
17.018	66.3	2.89
17.508	69.5	8.00
17.628	71.7	2.37
18.278	67.7	8.71
18.978	72.0	4.90
19.518	68.7	7.69
19.668	72.7	2.30
21.178	66.3	7.50
21.708	69.1	8.37
21.828	69.4	5.93
22.488	65.5	5.92
22.928	60.2	0.23
23.168	70.4	8.90
23.718	71.9	9.58
23.878	71.3	0.79
23.918	71.4	0.54
25.048	56.7	0.20
25.418	65.0	0.50
25.458	66.3	8.65
25.968	69.4	9.80
26.118	68.4	0.98
26.708	72.1	7.77
27.338	70.9	6.34
27.768	71.2	5.03
27.908	66.8	0.87
28.538	71.1	7.64
29.188	71.7	5.94
29.648	71.5	6.54
29.788	68.3	1.14
30.488	73.0	7.83
31.378	63.8	6.42
31.948	69.3	6.15
32.958	64.8	8.68
33.008	64.7	1.64
33.058	64.3	0.22
34.678	48.3	0.22
34.928	66.0	0.46
34.978	79.8	5.24
35.028	84.2	16.27
35.588	81.9	3.98
35.708	79.6	1.99
36.338	76.4	11.09
36.778	79.0	5.68
36.898	81.9	2.99
37.348	79.9	5.09
37.468	82.7	1.93
38.098	82.5	6.57
38.678	87.0	0.21
38.708	87.7	5.50
39.248	85.6	5.09
39.358	86.1	0.90
39.938	79.8	9.21
40.518	82.9	9.30
41.138	79.9	8.17
41.278	82.5	1.07
42.148	69.4	0.31
42.358	68.6	1.66
43.598	65.0	2.53
44.148	67.8	8.06
44.298	70.1	3.73
44.988	65.9	10.14
45.478	68.0	7.82
45.638	70.7	3.25
46.078	68.0	9.38
46.258	71.5	4.17
46.998	66.8	10.34
47.758	70.8	7.39
48.348	71.2	13.79
48.498	72.6	3.18
49.148	68.1	12.18
49.908	69.7	5.63
50.738	70.0	9.19
51.138	72.9	7.46
54.008	46.1	0.70
54.658	65.3	11.29
54.758	65.4	0.30
55.308	67.9	8.21
55.458	70.1	2.59
56.128	67.1	8.69
56.798	69.1	5.67
57.388	68.8	7.34
57.568	72.5	2.06
58.698	55.6	0.32
59.378	68.0	1.94
59.398	68.5	7.19
59.948	68.1	9.00
60.078	68.5	4.42
60.698	67.1	5.16
61.368	71.9	5.94
61.938	72.7	6.28
62.118	71.6	1.14
63.958	64.8	0.43
63.998	65.8	8.33
64.508	66.8	5.37
64.638	70.2	6.82
65.258	73.3	7.40
65.878	73.2	5.11
66.338	73.3	7.54
66.478	69.0	1.12
67.078	72.3	5.96
67.748	71.1	5.44
68.218	73.4	6.11
68.378	68.1	1.17
69.138	71.7	4.29
70.048	61.8	0.22
70.178	62.7	5.90
70.518	59.4	0.25
70.548	59.2	0.37
70.798	69.2	6.70
72.028	63.3	5.99
72.078	63.0	2.45
73.668	46.9	0.29
73.978	46.4	0.64
75.038	55.6	4.51
75.088	55.1	1.86
75.868	60.4	10.52
76.168	56.7	0.84
76.418	61.5	10.73
76.878	60.7	4.18
77.398	60.6	7.79
77.848	58.0	6.21
78.288	55.0	4.71
78.718	63.9	11.56
79.288	61.1	4.61
79.648	65.2	8.86
80.138	61.9	7.71
80.498	67.3	8.32
80.858	65.0	2.77
80.868	65.1	2.17
80.988	65.3	3.54
81.068	64.0	4.84
81.508	62.3	5.76
81.688	63.7	9.28
81.878	66.0	6.72
82.068	65.6	5.64
82.238	69.5	4.45
82.428	67.0	4.77
82.608	65.7	4.73
82.798	66.0	6.08
82.988	61.8	5.07
83.358	67.8	6.79
83.548	66.5	7.14
83.728	66.5	5.74
83.908	66.1	5.16
84.088	65.1	4.70
84.268	64.7	5.12
84.438	68.9	3.32
84.458	68.1	2.53
84.648	66.9	4.68
84.808	66.6	7.24
84.998	67.8	4.98
85.178	66.8	6.36
85.478	66.4	5.02
85.538	64.6	1.28
85.648	63.9	4.25
86.018	63.2	4.73
86.188	64.6	6.83
86.378	66.3	5.57
86.558	64.3	6.05
86.748	68.3	5.72
86.928	66.2	6.02
87.108	67.0	7.17
87.298	65.6	5.57
87.488	63.4	4.26
87.848	68.9	5.92
88.048	67.4	6.02
88.218	67.0	5.85
88.408	65.7	3.78
88.588	69.3	7.01
88.778	67.4	4.32
88.928	69.0	3.16
89.018	67.0	2.38
89.258	65.9	4.19
89.478	67.3	2.91
89.598	65.7	3.90
90.018	60.7	3.50
90.468	54.9	0.34
90.618	64.3	3.86
91.568	69.8	0.74
91.588	73.5	0.93
91.618	76.7	1.76
91.648	78.1	15.00
92.208	84.3	8.29
92.328	85.0	1.04
92.898	84.5	8.41
93.498	87.5	4.63
94.008	81.9	3.65
94.128	86.2	1.42
95.408	84.2	8.36
95.918	86.5	3.55
96.018	87.4	1.07
96.608	84.3	3.41
97.248	84.9	3.68
97.778	83.6	3.24
97.908	85.2	0.77
99.128	81.6	11.27
99.648	83.8	1.51
99.748	84.9	1.75
99.988	82.5	0.56
100.278	86.2	2.91
100.818	85.1	2.79
101.258	82.8	2.05
101.378	82.0	0.79
101.908	84.0	2.86
102.448	84.8	3.16
102.848	83.2	2.92
102.968	83.2	1.13
103.488	86.1	3.44
103.868	81.2	1.02
104.098	84.0	2.87
104.648	78.5	3.03
104.798	81.7	1.57
107.148	59.4	0.38
107.218	63.0	1.80
107.278	63.7	0.46
107.708	68.3	8.17
107.848	68.9	2.86
108.508	60.7	6.57
109.198	64.8	3.81
109.778	63.6	9.61
109.938	68.2	2.46
110.858	52.2	1.07
111.588	61.6	6.48
112.108	65.3	8.24
112.248	68.2	4.83
112.888	61.4	6.17
113.508	66.9	5.82
114.048	68.8	6.24
114.248	67.5	2.06
116.178	58.6	1.28
116.208	59.3	6.94
116.728	63.7	9.28
116.878	64.7	1.93
117.478	68.9	8.17
118.108	67.7	4.89
118.548	66.1	5.24
118.688	64.5	1.43
119.348	66.3	5.95
120.118	64.6	3.58
120.708	63.7	6.88
120.868	61.2	2.92
121.788	67.4	4.87
123.268	59.9	7.71
124.008	65.8	7.08
125.558	58.4	4.47
125.638	57.4	0.49