# !!!performance-id:	pid9048-11
# !!!title:		Mazurka in E minor, Op. 17, No. 2
# !!!trials:		1
# !!!date: 		2005/07/10/
# !!!reverse-conductor:	Craig Stuart Sapp
# !!!performer: 		Frederic Chiu
# !!!performance-date:	1999
# !!!label:		Harmonia Mundi 	HMX 2907352.53
# !!!label-title:		Chopin Complete Mazurkas
# !!!trial-hardware:	RM; Intel P4
# !!!trial-cpuspeed:	3.4 GHz
# !!!trial-os: 		Windows XP
# !!!offset:		0
1.546	64.0
2.484	71.8
3.320	104.2
3.896	104.0
4.473	96.6
5.094	86.2
5.790	75.2
6.588	69.0
7.457	103.1
8.039	66.4
8.943	93.9
9.582	64.0
10.520	56.2
11.587	113.4
12.116	127.7
12.586	102.9
13.169	146.7
13.578	108.9
14.129	92.2
14.780	127.7
15.250	99.0
15.856	110.5
16.399	123.7
16.884	94.8
17.517	80.2
18.265	120.7
18.762	124.0
19.246	124.5
19.728	84.7
20.436	93.9
21.075	145.6
21.487	141.5
21.911	124.5
22.393	85.5
23.095	64.0
24.033	51.8
25.191	78.0
25.960	86.5
26.654	113.6
27.182	107.7
27.739	92.7
28.386	105.4
28.955	81.6
29.690	71.8
30.526	121.0
31.022	57.4
32.067	88.4
32.746	78.9
33.506	66.0
34.415	118.1
34.923	119.5
35.425	105.4
35.994	135.1
36.438	104.3
37.013	94.9
37.645	113.4
38.174	89.6
38.844	115.4
39.364	118.1
39.872	111.3
40.411	105.4
40.980	125.3
41.459	150.8
41.857	123.2
42.344	83.3
43.064	97.4
43.680	140.8
44.106	126.8
44.579	101.7
45.169	63.6
46.112	69.6
46.974	57.3
48.022	74.9
48.823	134.2
49.270	123.7
49.755	180.2
50.088	115.4
50.608	124.5
51.090	157.9
51.470	142.5
51.891	131.9
52.346	167.6
52.704	141.8
53.127	135.1
53.571	129.9
54.033	156.3
54.417	135.7
54.859	114.1
55.385	148.5
55.789	128.8
56.255	93.8
56.895	118.1
57.403	113.0
57.934	117.4
58.445	112.8
58.977	88.6
59.654	68.0
60.537	109.3
61.086	117.9
61.595	146.0
62.006	123.7
62.491	134.8
62.936	144.9
63.350	146.0
63.761	147.8
64.167	153.1
64.559	147.1
64.967	136.1
65.408	109.5
65.956	133.3
66.406	131.3
66.863	111.9
67.399	108.9
67.950	135.1
68.394	132.5
68.847	116.1
69.364	107.1
69.924	113.0
70.455	104.3
71.030	108.3
71.584	129.0
72.049	107.1
72.609	136.1
73.050	123.5
73.536	134.5
73.982	141.8
74.405	134.2
74.852	116.3
75.368	120.0
75.868	124.0
76.352	122.4
76.842	132.2
77.296	124.5
77.778	118.1
78.286	118.3
78.793	122.7
79.282	125.8
79.759	122.7
80.248	131.6
80.704	113.0
81.235	126.1
81.711	107.7
82.268	110.1
82.813	97.4
83.429	79.9
84.180	86.3
84.875	95.7
85.502	108.5
86.055	114.5
86.579	114.1
87.105	112.6
87.638	104.3
88.213	101.2
88.806	95.7
89.433	91.0
90.092	70.2
90.947	51.4
92.114	65.6
93.028	85.1
93.733	112.4
94.267	104.2
94.843	127.4
95.314	92.3
95.964	95.1
96.595	104.9
97.167	74.9
97.968	77.1
98.746	79.3
99.503	61.3
100.481	88.2
101.161	95.5
101.789	95.7
102.416	122.7
102.905	97.6
103.520	83.8
104.236	128.5
104.703	100.2
105.302	107.0
105.863	107.0
106.424	77.8
107.195	80.8
107.938	114.3
108.463	99.3
109.067	102.7
109.651	72.5
110.479	72.8
111.303	119.0
111.807	126.8
112.280	133.3
112.730	111.7
113.267	99.3
113.871	74.8
114.673	151.5
115.069	134.8
115.514	135.1
115.958	102.9
116.541	69.3
117.407	60.1
118.406	87.2
119.094	130.2
119.555	87.2
120.243	55.9
121.317	53.0
122.449	40.7