# !!!performance-id:	pid9050-11
# !!!title:		Mazurka in E minor, Op. 17, No. 2
# !!!trials:		1
# !!!date: 		2005/07/10/
# !!!reverse-conductor:	Craig Stuart Sapp
# !!!performer: 		Eugen Indjic
# !!!performance-date:	2001
# !!!label:		Calliope 3321
# !!!label-title:		Integrale des mazurkas: Frederic Chopin
# !!!trial-hardware:	RM; Intel P4
# !!!trial-cpuspeed:	3.4 GHz
# !!!trial-os: 		Windows XP
# !!!offset:		0
0.403	92.9
1.049	75.8
1.841	121.0
2.337	121.2
2.832	102.6
3.417	81.1
4.157	112.6
4.690	77.4
5.465	143.9
5.882	84.0
6.596	92.2
7.247	95.2
7.877	89.6
8.547	88.2
9.227	138.6
9.660	133.9
10.108	106.4
10.672	147.8
11.078	131.0
11.536	112.6
12.069	107.1
12.629	131.0
13.087	95.2
13.717	84.2
14.430	98.8
15.037	88.2
15.717	137.3
16.154	148.9
16.557	95.1
17.188	130.7
17.647	140.5
18.074	121.7
18.567	105.3
19.137	73.0
19.959	88.5
20.637	87.6
21.322	99.8
21.923	93.6
22.564	128.5
23.031	123.5
23.517	88.2
24.197	87.0
24.887	104.9
25.459	81.6
26.194	133.0
26.645	92.0
27.297	87.8
27.980	105.8
28.547	115.4
29.067	88.2
29.747	136.1
30.188	138.9
30.620	104.0
31.197	151.1
31.594	133.6
32.043	105.4
32.612	96.0
33.237	127.4
33.708	101.9
34.297	73.2
35.117	90.9
35.777	89.6
36.447	137.6
36.883	146.7
37.292	113.2
37.822	96.6
38.443	119.0
38.947	88.6
39.624	65.0
40.547	88.2
41.227	62.5
42.187	68.8
43.059	85.3
43.762	75.5
44.557	115.4
45.077	119.3
45.580	83.8
46.296	107.0
46.857	127.1
47.329	109.5
47.877	127.1
48.349	114.5
48.873	105.6
49.441	121.0
49.937	120.0
50.437	92.7
51.084	135.4
51.527	113.2
52.057	92.3
52.707	125.0
53.187	109.1
53.737	78.2
54.504	64.2
55.439	91.2
56.097	89.6
56.767	65.9
57.677	58.1
58.710	66.9
59.607	109.1
60.157	101.7
60.747	109.1
61.297	130.4
61.757	109.1
62.307	79.6
63.061	115.2
63.582	111.9
64.118	107.3
64.677	101.7
65.267	86.5
65.961	73.1
66.782	124.7
67.263	101.0
67.857	61.1
68.839	100.7
69.435	111.9
69.971	104.2
70.547	119.5
71.049	130.2
71.510	118.3
72.017	117.6
72.527	117.6
73.037	89.6
73.707	111.1
74.247	100.0
74.847	62.0
75.814	109.3
76.363	109.3
76.912	116.5
77.427	121.7
77.920	127.7
78.390	120.7
78.887	122.4
79.377	136.4
79.817	120.7
80.314	126.8
80.787	133.3
81.237	133.0
81.688	125.3
82.167	143.2
82.586	115.2
83.107	121.2
83.602	137.9
84.037	127.7
84.507	139.5
84.937	105.4
85.506	134.2
85.953	138.2
86.387	133.3
86.837	136.4
87.277	139.5
87.707	136.4
88.147	136.4
88.587	122.2
89.078	117.9
89.587	107.5
90.145	85.7
90.845	68.7
91.718	69.6
92.580	124.2
93.063	112.4
93.597	100.8
94.192	100.8
94.787	117.4
95.298	76.5
96.082	138.2
96.516	133.0
96.967	110.5
97.510	124.5
97.992	92.7
98.639	81.3
99.377	147.4
99.784	137.0
100.222	98.5
100.831	139.5
101.261	135.4
101.704	101.2
102.297	106.4
102.861	138.6
103.294	101.7
103.884	87.8
104.567	113.0
105.098	96.9
105.717	146.3
106.127	164.4
106.492	96.5
107.114	112.6
107.647	107.1
108.207	63.8
109.147	92.3
109.797	107.1
110.357	113.2
110.887	76.9
111.667	113.2
112.197	92.3
112.847	85.7
113.547	77.2
114.324	62.9
115.278	42.0
116.708	70.5
117.559	59.3
118.571	56.8
119.627	60.7
120.616	38.9
122.157	41.1