# !!!performance-id:      pid9055-11
# !!!title:               Mazurka in E minor, Op. 17, No. 2
# !!!trials:               1
# !!!date:                2005/07/10/
# !!!reverse-conductor:   Craig Stuart Sapp
# !!!performer:           Jean-Marc Luisada
# !!!performance-date:    1990
# !!!label:               Deutsche Grammophon 463054-2
# !!!label-title:         Chopin Complete Edition: Mazurkas
# !!!trial-hardware:      RM; Intel P4
# !!!trial-cpuspeed:      3.4 GHz
# !!!trial-os:            Windows XP
# !!!offset:		0
0.207	65.9
1.118	96.6
1.739	124.7
2.220	94.2
2.857	87.0
3.547	91.9
4.200	77.1
4.978	101.2
5.571	142.5
5.992	87.7
6.676	113.0
7.207	69.6
8.069	59.6
9.076	115.4
9.596	119.0
10.100	122.4
10.590	165.3
10.953	165.3
11.316	136.7
11.755	138.9
12.187	133.3
12.637	129.0
13.102	123.7
13.587	101.5
14.178	105.1
14.749	153.1
15.141	155.4
15.527	138.9
15.959	123.0
16.447	176.5
16.787	159.6
17.163	154.6
17.551	153.1
17.943	75.6
18.737	62.7
19.694	65.1
20.616	67.3
21.508	103.8
22.086	126.3
22.561	82.8
23.286	86.5
23.980	97.2
24.597	69.8
25.457	94.2
26.094	138.6
26.527	85.7
27.227	107.0
27.788	74.1
28.598	63.9
29.537	113.2
30.067	115.4
30.587	111.1
31.127	153.8
31.517	153.5
31.908	136.7
32.347	136.4
32.787	146.3
33.197	139.5
33.627	136.4
34.067	109.3
34.616	99.3
35.220	140.5
35.647	184.0
35.973	144.9
36.387	122.2
36.878	177.5
37.216	129.3
37.680	104.3
38.255	127.1
38.727	75.0
39.527	41.7
40.967	96.9
41.586	110.9
42.127	130.4
42.587	120.0
43.087	133.3
43.537	117.6
44.047	120.0
44.547	196.1
44.853	219.0
45.127	133.3
45.577	150.0
45.977	150.0
46.377	125.5
46.855	75.9
47.645	98.0
48.257	139.5
48.687	117.6
49.197	135.1
49.641	163.5
50.008	145.6
50.420	123.2
50.907	112.8
51.439	241.9
51.687	132.2
52.141	134.5
52.587	150.4
52.986	224.7
53.253	117.2
53.765	163.9
54.131	159.6
54.507	120.0
55.007	194.2
55.316	237.2
55.569	135.4
56.012	157.9
56.392	144.6
56.807	103.6
57.386	72.3
58.216	106.0
58.782	134.8
59.227	136.4
59.667	178.0
60.004	182.4
60.333	178.6
60.669	103.8
61.247	105.3
61.817	159.2
62.194	159.2
62.571	163.9
62.937	136.4
63.377	164.8
63.741	159.6
64.117	160.0
64.492	178.0
64.829	201.3
65.127	181.8
65.457	146.3
65.867	122.0
66.359	161.3
66.731	159.2
67.108	145.6
67.520	163.0
67.888	108.9
68.439	179.6
68.773	173.9
69.118	166.7
69.478	165.3
69.841	184.0
70.167	157.1
70.549	124.5
71.031	160.9
71.404	169.0
71.759	162.2
72.129	119.0
72.633	97.1
73.251	118.1
73.759	149.3
74.161	167.1
74.520	163.5
74.887	191.7
75.200	172.9
75.547	171.4
75.897	142.9
76.317	150.4
76.716	122.4
77.206	91.9
77.859	103.1
78.441	121.0
78.937	82.4
79.665	92.0
80.317	122.4
80.807	81.7
81.541	88.6
82.218	146.7
82.627	88.4
83.306	149.6
83.707	67.3
84.598	61.9
85.567	104.9
86.139	116.3
86.655	126.1
87.131	151.5
87.527	164.4
87.892	144.6
88.307	130.4
88.767	130.4
89.227	133.3
89.677	130.4
90.137	115.4
90.657	136.4
91.097	123.0
91.585	195.4
91.892	143.9
92.309	118.3
92.816	170.9
93.167	140.5
93.594	193.5
93.904	244.9
94.149	136.1
94.590	125.3
95.069	182.9
95.397	215.1
95.676	207.6
95.965	168.1
96.322	215.1
96.601	98.5
97.210	134.2
97.657	94.3
98.293	98.5
98.902	110.1
99.447	58.0
100.481	29.0
102.547	42.9