# !!!performance-id:      pid9054-11
# !!!title:               Mazurka in E minor, Op. 17, No. 2
# !!!trials:              01/01
# !!!date:                2006/07/10/
# !!!reverse-conductor:   Craig Stuart Sapp
# !!!performer:           Ronald Smith
# !!!performance-date:    1975
# !!!label:               EMI 724358576726
# !!!label-title:         Chopin Mazurkas
# !!!trial-hardware:      RM; Intel P4
# !!!trial-cpuspeed:      3.4 GHz
# !!!trial-os:            Windows XP
# !!!offset:		0
0.997	50.4
2.187	54.1
3.297	98.8
3.904	84.2
4.617	68.2
5.497	78.5
6.261	109.9
6.807	125.5
7.285	145.6
7.697	139.5
8.127	103.8
8.705	95.7
9.332	86.3
10.027	113.2
10.557	133.3
11.007	135.4
11.450	147.4
11.857	120.0
12.357	130.4
12.817	101.7
13.407	85.8
14.106	139.5
14.536	126.8
15.009	95.5
15.637	139.5
16.067	138.2
16.501	138.9
16.933	129.3
17.397	136.4
17.837	127.7
18.307	113.2
18.837	107.1
19.397	91.9
20.050	86.1
20.747	110.5
21.290	131.0
21.748	111.3
22.287	98.4
22.897	113.2
23.427	86.2
24.123	72.8
24.947	87.2
25.635	87.6
26.320	106.0
26.886	146.0
27.297	136.4
27.737	120.0
28.237	149.3
28.639	128.2
29.107	148.9
29.510	131.3
29.967	155.0
30.354	149.6
30.755	121.7
31.248	122.7
31.737	101.7
32.327	94.2
32.964	142.9
33.384	124.2
33.867	107.3
34.426	149.6
34.827	149.6
35.228	135.1
35.672	128.5
36.139	128.2
36.607	108.9
37.158	94.5
37.793	81.7
38.527	98.4
39.137	93.8
39.777	68.6
40.652	42.7
42.057	42.9
43.457	83.3
44.177	122.7
44.666	136.7
45.105	122.0
45.597	133.3
46.047	146.3
46.457	122.4
46.947	133.3
47.397	148.5
47.801	153.1
48.193	145.6
48.605	99.3
49.209	105.6
49.777	142.9
50.197	117.6
50.707	121.0
51.203	107.7
51.760	102.4
52.346	114.7
52.869	117.4
53.380	134.2
53.827	95.2
54.457	74.9
55.258	54.1
56.367	96.8
56.987	125.3
57.466	139.5
57.896	130.2
58.357	139.5
58.787	155.4
59.173	144.6
59.588	138.6
60.021	147.8
60.427	150.8
60.825	138.9
61.257	109.3
61.806	88.8
62.482	148.1
62.887	139.5
63.317	115.8
63.835	161.3
64.207	157.9
64.587	127.7
65.057	99.5
65.660	123.0
66.148	117.9
66.657	149.3
67.059	133.9
67.507	80.2
68.255	138.9
68.687	102.7
69.271	83.7
69.988	138.9
70.420	120.0
70.920	102.4
71.506	93.6
72.147	133.3
72.597	122.4
73.087	151.9
73.482	131.9
73.937	101.7
74.527	96.6
75.148	143.5
75.566	133.0
76.017	125.0
76.497	133.3
76.947	95.1
77.578	91.9
78.231	126.1
78.707	113.2
79.237	109.1
79.787	87.2
80.475	78.3
81.241	131.6
81.697	151.1
82.094	157.9
82.474	148.9
82.877	153.8
83.267	130.4
83.727	130.4
84.187	139.5
84.617	113.2
85.147	86.1
85.844	52.5
86.987	48.0
88.237	108.5
88.790	98.8
89.397	82.2
90.127	89.6
90.797	73.7
91.611	80.4
92.357	142.9
92.777	136.4
93.217	112.4
93.751	122.4
94.241	84.4
94.952	114.1
95.478	125.3
95.957	146.7
96.366	139.9
96.795	120.7
97.292	112.1
97.827	88.9
98.502	85.1
99.207	130.4
99.667	122.4
100.157	136.4
100.597	149.6
100.998	136.1
101.439	136.1
101.880	131.6
102.336	136.1
102.777	115.4
103.297	98.4
103.907	84.5
104.617	135.7
105.059	126.1
105.535	90.8
106.196	98.2
106.807	101.7
107.397	93.8
108.037	115.6
108.556	116.7
109.070	66.1
109.978	62.6
110.937	83.3
111.657	84.2
112.370	81.4
113.107	62.5
114.067	41.1
115.527	33.9