# !!!performance-id:	pid9053-21
# !!!title:		Mazurka in A minor, Op. 68, No. 2
# !!!trials:		05
# !!!date: 		2006/02/12/
# !!!reverse-conductor:	Craig Stuart Sapp
# !!!performer: 		Tamas Vasary
# !!!performance-date:	1965
# !!!label:		Deutsche Grammophon 449313-2
# !!!label-title:		Chopin Volume 2
# !!!trial-hardware:	Sony Vaio PCG-R505GC laptop
# !!!trial-cpuspeed:	1193.084 MHz
# !!!trial-os: 		Windows XP
0.443	76.6
1.226	101.5
1.817	94.2
2.454	117.6
2.964	120.7
3.461	101.9
4.050	133.3
4.500	131.9
4.955	132.7
5.407	120.0
5.907	130.4
6.367	93.9
7.006	118.1
7.514	132.7
7.966	112.1
8.501	126.1
8.977	125.3
9.456	105.8
10.023	127.1
10.495	128.8
10.961	139.5
11.391	119.3
11.894	113.4
12.423	70.3
13.277	66.4
14.181	81.3
14.919	74.1
15.729	104.5
16.303	111.3
16.842	99.3
17.446	111.3
17.985	125.5
18.463	132.7
18.915	110.7
19.457	117.0
19.970	87.1
20.659	113.2
21.189	105.1
21.760	104.0
22.337	117.9
22.846	137.3
23.283	107.3
23.842	112.4
24.376	118.6
24.882	132.7
25.334	110.1
25.879	96.2
26.503	62.8
27.459	94.3
28.095	125.0
28.575	115.8
29.093	126.1
29.569	144.9
29.983	150.0
30.383	143.5
30.801	153.5
31.192	109.3
31.741	129.6
32.204	107.5
32.762	86.5
33.456	76.3
34.242	33.9
36.012	85.7
36.712	130.4
37.172	136.4
37.612	117.0
38.125	115.2
38.646	125.8
39.123	143.5
39.541	119.8
40.042	125.5
40.520	115.4
41.040	103.8
41.618	111.7
42.155	118.3
42.662	102.9
43.245	124.7
43.726	102.6
44.311	103.8
44.889	131.0
45.347	126.1
45.823	114.9
46.345	90.4
47.009	65.4
47.926	89.2
48.599	121.0
49.095	112.1
49.630	125.8
50.107	139.9
50.536	113.2
51.066	127.9
51.535	135.7
51.977	97.4
52.593	121.5
53.087	94.5
53.722	84.6
54.431	66.8
55.329	27.9
57.480	84.3
58.192	122.7
58.681	132.7
59.133	120.2
59.632	105.1
60.203	119.0
60.707	152.7
61.100	112.4
61.634	133.3
62.084	108.3
62.638	118.8
63.143	99.3
63.747	118.8
64.252	125.0
64.732	130.2
65.193	103.4
65.773	106.6
66.336	118.1
66.844	130.7
67.303	109.7
67.850	89.3
68.522	60.3
69.517	57.6
70.559	63.4
71.506	130.7
71.965	122.2
72.456	150.8
72.854	125.3
73.333	151.9
73.728	135.4
74.171	113.0
74.702	128.5
75.169	140.8
75.595	137.3
76.032	124.5
76.514	140.5
76.941	123.5
77.427	158.3
77.806	169.0
78.161	141.2
78.586	154.2
78.975	170.5
79.327	120.7
79.824	116.1
80.341	124.0
80.825	147.8
81.231	120.2
81.730	89.4
82.401	89.3
83.073	129.3
83.537	150.4
83.936	144.2
84.352	151.5
84.748	155.8
85.133	119.8
85.634	122.4
86.124	150.4
86.523	127.7
86.993	129.3
87.457	143.9
87.874	137.9
88.309	166.7
88.669	184.0
88.995	156.3
89.379	165.7
89.741	165.3
90.104	134.2
90.551	100.0
91.151	125.0
91.631	161.7
92.002	100.8
92.597	89.3
93.269	95.2
93.899	122.2
94.390	129.3
94.854	132.5
95.307	130.7
95.766	163.0
96.134	129.0
96.599	123.7
97.084	144.2
97.500	148.9
97.903	114.9
98.425	132.2
98.879	83.0
99.602	93.3
100.245	130.7
100.704	133.0
101.155	122.4
101.645	120.0
102.145	76.0
102.934	93.6
103.575	98.5
104.184	84.2
104.897	58.1
105.929	34.8
107.652	58.9
108.671	92.3
109.321	108.7
109.873	100.7
110.469	94.2
111.106	113.0
111.637	120.0
112.137	102.4
112.723	115.2
113.244	83.9
113.959	100.7
114.555	105.1
115.126	100.3
115.724	98.4
116.334	122.0
116.826	101.7
117.416	116.1
117.933	110.3
118.477	119.8
118.978	98.4
119.588	89.7
120.257	53.4
121.380	70.8
122.228	103.1
122.810	107.1
123.370	105.6
123.938	136.7
124.377	119.0
124.881	117.2
125.393	139.2
125.824	101.7
126.414	105.4
126.983	86.7
127.675	56.7
128.733	45.9
130.040	28.7
132.129	43.3
133.515	102.7
134.099	108.1
134.654	101.2
135.247	101.7
135.837	107.0
136.398	118.8
136.903	104.2
137.479	101.9
138.068	84.5
138.778	88.8
139.454	88.1
140.135	80.1
140.884	97.2
141.501	96.3
142.124	73.8
142.937	103.1
143.519	103.8
144.097	84.0
144.811	66.7
145.711	22.5
148.381	32.3
150.241	18.3