###pid:			pid9167-11
###mazurka-tag:		mazurka17-2
###mazurka:		Mazurka in E Minor, Op. 17, No. 2
###performer:		Brunhoff (1963)
###label:		EMI Classics 724358524925
###label-title:		Les Rarissimes de Thierry de Brunhoff
###generator:		pid9167-11; 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 Aug  6 03:51:42 PDT 2007
###dyn-extract-date:	Mon Aug  6 10:39:41 PDT 2007
###data-column-1:	onset time in seconds
###data-column-2:	global event dynamics
###data-column-3:	detected onset strength
1.278	59.9	9.69
2.108	63.1	13.18
2.648	71.0	0.40
2.678	72.2	8.33
2.828	73.2	5.29
3.308	70.9	6.24
3.768	71.2	1.57
3.808	71.6	3.85
4.328	64.2	1.61
4.838	59.6	0.32
4.978	70.4	5.23
5.648	65.6	7.24
6.018	64.6	2.91
6.158	67.1	2.24
6.378	67.6	0.77
6.618	67.2	1.82
6.908	67.3	3.24
6.998	67.9	0.72
7.208	69.6	2.30
7.228	69.7	4.14
7.748	62.7	1.54
7.808	61.2	0.21
8.288	58.0	3.50
8.848	59.9	6.60
9.218	68.2	5.47
9.338	68.7	5.28
9.538	69.9	2.43
9.808	73.0	6.04
10.268	69.8	5.52
10.628	72.0	6.63
10.718	73.5	4.21
10.958	67.8	7.23
11.208	70.0	7.65
11.648	72.1	7.12
12.018	71.5	3.84
12.098	72.4	5.05
12.508	68.0	3.20
12.588	65.7	3.45
13.008	66.9	5.75
13.388	66.8	4.41
13.468	67.5	2.97
13.908	61.5	0.94
13.988	63.5	0.23
14.018	63.3	3.94
14.688	63.2	16.49
15.028	67.8	3.95
15.138	65.9	7.01
15.368	64.7	6.01
15.608	67.8	4.21
16.028	61.4	3.24
16.168	65.7	6.23
16.388	67.7	0.82
16.428	65.5	6.16
16.688	63.0	3.21
16.818	67.6	1.19
17.038	70.9	5.00
17.118	69.4	2.53
17.198	66.2	0.59
17.428	64.7	7.10
17.638	65.7	5.58
17.798	68.3	3.28
17.928	70.6	6.78
18.058	75.8	2.70
18.278	74.8	3.02
18.558	70.3	3.39
18.768	71.0	3.26
18.938	72.0	0.38
18.958	71.7	1.77
19.298	73.2	4.30
19.408	73.3	1.26
19.768	68.3	3.00
20.068	68.4	5.38
20.398	63.5	0.30
20.698	66.4	10.41
21.418	66.0	14.00
21.858	72.2	0.22
21.908	74.4	4.89
22.038	73.6	3.68
22.488	71.7	6.33
22.878	68.7	2.84
23.018	73.1	5.81
23.588	64.1	3.21
23.748	63.5	0.22
23.978	61.9	0.52
24.188	72.2	5.19
24.778	67.6	7.73
25.158	65.9	1.45
25.298	68.6	3.38
25.558	68.0	2.10
25.748	66.5	2.04
26.018	70.7	2.93
26.118	71.0	1.88
26.288	70.5	2.36
27.428	57.0	4.73
27.958	57.0	7.87
28.228	58.1	0.60
28.328	65.7	4.68
28.468	66.3	5.32
28.678	64.2	4.16
28.968	71.2	7.68
29.448	67.2	9.62
29.798	69.3	3.01
29.888	71.0	1.93
30.108	63.0	5.61
30.418	65.7	6.29
30.858	69.7	9.39
31.188	69.1	3.11
31.278	68.9	2.76
31.668	69.8	4.88
31.728	70.0	4.09
32.088	59.2	0.26
32.198	66.2	6.12
32.538	68.3	5.62
32.618	67.6	5.31
33.068	62.7	2.20
33.148	64.3	4.25
33.768	64.7	0.66
33.788	65.0	8.51
34.148	68.5	4.19
34.258	64.6	5.97
34.458	62.2	5.99
34.738	68.4	7.40
35.258	61.6	4.79
35.378	64.8	5.18
35.608	64.3	1.38
35.648	62.5	3.32
35.988	59.2	3.23
36.148	65.6	2.44
36.268	66.2	0.28
36.298	66.9	2.57
36.378	65.4	4.29
36.468	62.4	0.62
36.708	60.9	7.68
36.918	55.4	7.45
37.098	63.0	4.92
37.318	68.9	7.90
37.518	65.9	3.89
37.758	62.1	7.50
37.968	70.3	4.30
38.148	64.7	3.50
38.318	65.4	5.10
38.508	65.9	2.65
38.688	61.0	4.10
38.948	59.8	4.35
39.168	63.3	3.09
39.388	59.3	2.91
39.888	63.6	5.15
40.598	49.7	0.39
41.798	66.0	13.46
41.998	67.1	4.12
42.208	65.4	3.37
42.698	66.7	5.87
43.008	68.8	2.54
43.038	70.7	1.20
43.058	72.3	2.61
43.138	75.1	1.90
43.588	68.7	1.06
44.128	71.6	9.65
44.418	68.0	1.39
44.538	69.6	0.31
44.588	69.4	1.60
44.748	70.7	3.36
44.928	70.3	4.28
45.328	68.6	4.73
45.618	70.5	1.21
45.668	73.2	1.80
45.758	75.8	1.48
46.228	68.2	5.68
46.408	64.8	0.20
46.698	73.8	0.23
46.728	74.6	7.91
47.158	68.5	6.00
47.478	71.5	1.32
47.558	74.8	3.18
47.808	75.7	1.94
48.158	68.9	4.68
48.588	74.8	0.26
48.608	75.2	4.50
48.938	70.1	3.34
49.038	73.1	3.04
49.328	72.0	1.46
49.608	68.9	5.47
50.088	70.2	0.25
50.118	70.4	4.03
50.198	69.9	0.26
50.468	70.9	1.07
50.578	74.9	2.20
50.898	69.1	3.26
51.008	73.5	3.29
51.408	73.2	3.97
51.928	67.5	6.75
52.568	67.9	10.68
53.008	64.4	10.47
53.178	67.6	0.83
53.198	67.7	2.67
53.378	64.7	4.14
53.788	67.8	7.88
54.078	67.2	0.45
54.128	70.8	3.63
54.198	72.8	2.37
54.558	68.4	2.81
54.978	72.7	7.77
55.328	70.2	0.20
55.408	70.4	2.04
55.618	71.2	3.51
55.788	70.3	5.18
56.178	70.7	4.50
56.438	71.3	0.39
56.468	73.2	1.80
56.558	76.2	1.01
56.948	70.3	4.72
57.378	77.1	9.14
57.818	70.4	4.17
58.128	66.1	0.36
58.228	67.9	3.00
58.418	63.1	2.88
58.628	73.1	4.34
58.988	72.0	0.25
59.018	71.6	5.49
59.338	70.4	1.65
59.438	72.6	4.05
59.678	69.5	2.33
59.818	72.2	2.28
59.968	70.3	1.22
60.178	77.5	2.66
60.188	77.3	2.48
60.578	72.6	1.17
60.608	72.0	1.15
60.988	74.9	1.58
61.408	69.7	1.96
61.888	69.9	2.50
62.388	63.0	1.77
63.028	65.1	5.71
63.398	63.6	2.95
63.528	67.8	3.45
63.788	64.5	1.12
63.978	64.1	2.26
64.398	67.0	0.24
64.418	67.0	4.67
64.768	64.8	2.12
64.898	68.0	3.75
65.108	67.0	1.70
65.298	67.3	1.54
65.328	67.4	2.00
65.468	67.2	0.79
65.698	72.9	3.91
66.158	67.5	2.44
66.568	71.8	1.93
67.028	68.8	2.06
67.478	69.2	0.64
67.528	68.4	0.27
67.908	65.3	3.45
68.308	71.0	2.35
68.788	71.3	6.10
69.238	74.0	2.16
69.308	73.4	0.26
69.648	72.5	1.83
70.038	74.7	2.42
70.478	69.0	1.21
70.958	71.9	2.22
70.998	72.0	1.16
71.548	66.7	3.72
72.008	71.6	4.84
72.368	68.1	1.08
72.398	67.9	2.15
72.778	73.2	0.31
72.798	73.5	1.28
73.248	69.3	3.38
73.798	69.5	2.77
74.398	65.5	2.79
74.898	67.5	5.05
75.338	69.1	2.77
75.368	68.8	2.80
75.768	72.1	3.98
76.168	73.5	0.26
76.198	74.0	5.19
76.588	73.8	0.28
76.608	74.1	2.39
76.948	74.5	0.23
77.008	76.6	4.46
77.488	75.4	1.14
77.898	77.6	2.85
78.268	75.4	1.45
78.588	73.7	1.20
78.738	75.1	0.72
78.928	75.0	0.73
79.068	76.2	1.41
79.258	76.1	1.40
79.448	73.2	1.52
80.018	77.1	3.84
80.168	76.5	1.87
80.638	73.1	8.45
80.958	70.1	5.21
81.098	73.7	2.65
81.578	69.1	1.52
81.608	69.0	0.97
82.128	75.0	6.04
82.778	70.0	7.21
83.168	67.1	1.81
83.318	69.4	3.30
83.538	69.5	1.25
83.748	67.1	2.04
84.028	71.7	3.20
84.138	73.4	3.19
84.318	74.4	4.49
84.908	62.4	0.28
85.388	58.2	3.76
85.948	59.2	6.80
86.288	68.8	0.32
86.318	70.2	5.64
86.448	70.2	1.92
86.478	67.7	3.17
86.708	63.1	3.25
86.958	71.0	9.37
87.478	65.5	8.15
87.838	69.9	3.18
87.918	73.7	4.56
88.158	67.6	6.86
88.408	66.3	5.13
88.828	69.9	7.36
89.178	69.3	7.78
89.288	70.6	1.62
89.708	64.5	3.78
89.818	67.0	3.11
89.858	65.9	1.55
90.218	66.1	0.29
90.238	65.9	2.96
90.598	66.7	4.99
90.688	66.3	3.36
91.128	62.3	2.73
91.228	61.4	3.44
91.858	59.8	5.40
91.918	59.8	4.92
92.268	69.1	6.28
92.358	71.4	0.42
92.388	69.0	4.94
92.608	63.9	3.01
92.878	65.2	6.98
93.218	53.5	0.30
93.338	61.4	2.61
93.438	64.2	3.79
93.688	61.9	4.71
93.978	62.8	2.89
94.088	67.5	3.42
94.218	67.1	0.33
94.248	67.2	1.28
94.318	68.3	0.30
94.368	68.3	0.83
94.398	68.3	3.66
94.638	65.8	6.89
94.848	66.6	4.02
95.018	67.3	3.91
95.188	71.1	2.24
95.258	71.9	4.02
95.458	67.1	4.72
95.658	64.5	6.77
95.868	69.0	3.68
96.088	67.4	7.87
96.228	66.7	2.20
96.338	64.7	2.43
96.508	66.8	3.62
96.758	64.3	2.51
97.078	59.5	0.32
97.198	62.3	1.18
97.308	64.0	3.58
97.378	62.7	2.60
97.478	60.2	2.38
97.668	57.2	5.10
97.848	53.2	4.15
98.018	59.3	3.77
98.228	68.0	7.38
98.428	63.1	2.83
98.678	62.2	5.95
98.898	65.2	1.39
99.158	63.1	6.28
99.298	61.1	1.59
99.428	60.0	2.00
99.598	66.2	7.09
99.988	62.0	7.20
100.328	60.3	3.18
100.548	64.9	2.66
100.658	63.4	5.16
100.758	59.9	3.08
100.978	62.5	6.71
101.118	57.3	2.15
101.238	55.0	1.89
101.398	57.1	0.23
101.498	61.0	6.97
101.658	68.7	6.32
101.828	68.6	6.68
102.068	65.8	8.22
102.238	67.5	1.14
102.408	61.5	1.56
102.588	61.2	4.20
102.778	58.6	0.40
102.968	58.4	5.61
103.278	65.2	6.99
103.578	67.0	4.94
103.838	62.6	3.52
104.368	64.1	6.25