###pid:			pid9061-22
###mazurka-tag:		mazurka33-1
###mazurka:		Mazurka in G-sharp Minor, Op. 33, No. 1
###performer:		Uninsky (1961)
###label:		Philips 442 574-2
###label-title:		Chopin: Complete Mazurkas, Complete Impromptus, Berceuse: Alexander Uninsky
###generator:		pid9061-22; 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 07:22:31 PST 2007
###dyn-extract-date:	Fri Mar 16 02:49:22 PST 2007
###data-column-1:	onset time in seconds
###data-column-2:	global event dynamics
###data-column-3:	detected onset strength
1.308	64.0	13.71
2.238	61.3	11.95
2.808	68.0	12.51
3.038	70.6	7.74
3.778	70.4	8.38
4.148	65.6	0.65
4.638	68.4	5.66
4.718	67.8	0.93
5.778	63.3	1.91
5.798	63.2	3.28
6.598	58.9	0.31
7.098	53.2	0.24
7.698	64.3	14.02
8.058	63.3	8.79
8.388	70.1	9.27
8.738	75.1	7.03
9.238	65.0	4.29
9.318	62.2	3.57
9.928	73.0	10.94
10.278	61.4	7.44
10.608	77.1	14.38
11.538	63.3	10.79
11.598	64.4	1.28
12.248	59.3	0.33
12.418	70.4	10.11
12.608	74.4	9.99
13.138	78.9	5.84
13.488	71.2	1.05
13.568	68.2	1.11
13.868	66.8	5.33
14.028	73.6	0.38
14.058	74.2	6.22
14.578	73.0	3.45
15.118	66.6	2.71
15.518	71.0	9.39
15.698	73.2	1.02
15.718	73.1	3.67
16.338	72.5	5.68
17.028	69.0	3.71
17.938	64.6	3.15
18.808	70.6	10.34
19.478	81.3	12.36
19.948	75.3	10.64
20.078	75.8	0.24
20.148	75.2	5.84
20.678	79.0	0.36
20.698	78.9	4.24
21.048	73.8	3.13
21.158	69.8	1.04
21.538	67.2	7.56
21.758	73.7	5.64
22.038	69.8	0.25
22.278	71.3	3.12
22.348	70.8	0.53
22.758	66.5	0.28
22.788	66.0	2.39
22.888	65.8	0.74
22.978	63.6	1.44
23.428	65.7	5.82
23.698	64.7	5.84
24.418	65.2	0.45
24.468	66.6	7.49
24.518	66.5	1.94
25.478	65.1	0.23
25.508	65.3	6.16
26.758	63.2	4.94
28.128	62.4	8.45
29.048	64.2	4.54
29.138	64.2	0.68
29.598	65.9	3.87
29.728	64.9	1.02
30.358	65.9	5.22
30.938	67.6	5.55
31.268	65.3	0.20
31.368	67.3	2.97
31.388	67.3	2.13
31.488	67.2	0.41
31.518	66.5	1.18
32.058	72.2	7.67
32.498	73.4	1.37
32.528	73.5	4.02
32.538	73.4	3.74
32.888	74.5	1.00
32.918	74.9	0.40
33.048	78.8	1.41
33.058	78.7	1.80
33.348	70.5	0.32
33.668	76.9	3.11
34.208	77.1	6.59
34.638	75.1	4.65
34.828	78.1	0.67
35.388	71.4	0.80
35.428	71.2	2.06
35.558	73.0	4.37
36.218	67.9	5.54
36.678	67.8	7.31
36.868	73.6	2.36
36.908	73.2	0.97
37.398	69.9	8.62
37.818	69.0	0.38
37.848	70.8	6.54
37.928	72.3	3.61
37.978	70.7	0.63
38.318	77.9	5.12
38.488	77.1	6.48
38.978	74.7	3.84
39.298	70.4	0.27
39.438	76.3	4.24
39.818	73.9	6.72
39.988	80.2	6.01
39.998	80.2	4.60
40.488	76.0	3.46
41.038	71.3	5.13
41.108	70.5	0.56
41.148	69.0	2.02
41.528	74.8	7.62
41.728	71.2	5.43
42.468	71.9	7.22
43.188	78.2	9.24
43.908	75.4	5.45
44.138	75.9	2.15
44.308	78.9	0.43
44.368	78.5	0.95
44.598	78.5	1.57
44.808	79.1	1.82
44.998	83.0	0.72
45.198	84.9	1.10
45.668	70.7	7.21
46.198	81.0	18.76
46.828	81.1	3.13
47.408	81.0	1.82
47.648	79.4	0.27
47.878	81.7	1.20
48.078	78.6	0.37
48.258	82.3	0.77
48.278	82.4	0.88
48.748	80.9	1.43
49.278	79.8	1.36
49.328	79.8	0.30
49.878	79.2	0.21
49.918	79.1	4.31
50.438	72.8	0.75
50.608	75.1	0.22
50.848	79.5	2.41
51.038	75.1	1.81
51.198	73.8	2.16
51.648	80.9	0.35
51.688	81.3	7.38
52.178	71.0	1.49
52.818	69.9	5.74
53.498	62.3	1.55
53.758	68.8	4.80
53.978	65.8	0.51
54.148	74.3	3.03
54.948	64.0	4.47
55.058	63.9	0.68
55.528	74.3	20.95
56.008	80.1	8.66
56.068	81.7	2.13
56.668	75.4	1.21
56.808	76.3	1.01
56.848	76.7	0.46
57.048	81.2	0.63
57.238	80.1	0.79
57.408	79.9	0.24
57.448	79.9	0.36
57.598	81.5	0.95
57.778	85.5	0.68
58.198	71.5	5.09
58.638	81.3	11.25
58.768	83.3	0.20
59.118	82.2	0.57
59.148	81.7	2.69
59.658	78.9	0.28
59.858	81.1	1.41
60.088	80.4	1.32
60.268	78.5	0.29
60.428	81.0	0.20
60.448	80.9	1.65
60.928	80.6	3.67
61.528	75.4	0.32
62.028	75.3	0.31
62.068	75.5	2.84
62.528	69.8	0.70
62.698	71.5	2.13
62.948	75.4	1.05
62.968	74.8	1.25
63.128	72.1	1.39
63.308	71.9	2.66
63.808	73.7	0.85
63.868	72.4	0.40
64.108	67.1	0.22
64.368	66.4	0.38
64.388	66.4	0.32
64.518	68.1	0.32
64.998	67.7	1.74
65.058	66.5	0.41
65.798	66.1	0.39
65.828	66.5	2.57
65.988	68.0	0.27
66.168	69.2	0.90
66.678	75.5	3.59
66.788	74.0	0.66
66.878	72.0	0.20
68.018	62.3	1.96
68.118	61.9	0.26
68.838	60.3	0.31
69.778	69.8	12.97
70.408	56.7	1.20
70.828	63.4	9.67
71.398	68.7	16.88
71.608	72.0	5.55
72.328	70.7	7.37
73.158	72.4	6.22
74.308	64.8	6.82
74.778	62.2	0.45
75.738	56.2	0.53
75.908	63.7	8.34
76.308	62.3	9.15
76.618	70.7	6.15
76.938	76.5	8.92
77.428	66.5	6.34
77.518	63.4	3.61
78.118	74.8	10.19
78.488	61.4	4.96
78.958	74.9	12.60
79.828	64.3	11.18
80.578	71.7	9.27
80.788	73.0	6.72
81.368	77.0	2.15
81.718	70.5	0.76
81.798	68.1	1.93
82.058	66.6	4.71
82.248	71.5	0.23
82.288	72.3	6.44
82.838	70.1	2.22
82.848	70.1	2.65
83.358	68.4	0.70
83.398	67.8	5.39
83.778	72.2	7.80
84.058	72.5	5.75
84.768	68.0	0.23
84.838	68.6	5.62
85.618	67.4	6.20
85.778	68.6	0.26
86.658	64.1	3.71
86.698	63.8	3.47
86.998	62.7	0.34
87.738	71.0	10.28
87.848	72.4	0.29
88.128	70.7	0.32
88.288	68.3	0.28
88.558	72.6	3.22
89.028	64.6	5.28
89.238	65.2	5.28
89.898	71.5	3.20
89.978	70.1	0.25
90.388	63.8	1.61
90.508	62.8	2.13
90.888	62.1	3.42
91.118	65.7	4.49
91.228	65.4	0.26
91.938	64.2	2.38
91.958	64.2	2.93
92.648	62.2	0.21
92.678	62.8	1.87
92.768	64.0	3.88
92.878	63.2	1.34
93.298	64.2	5.54
93.658	61.9	6.80
94.828	61.1	2.03
94.878	61.6	2.40
94.918	61.2	1.48
96.048	61.6	4.59
96.178	62.7	0.46
96.768	52.4	0.23
97.868	60.8	3.90
97.908	60.9	0.95
97.938	60.9	0.70