# !!!performance-id:	pid9049b-18
# !!!title:		Mazurka in A minor, Op. 68, No. 2
# !!!trials:		05
# !!!date: 		2006/02/12/
# !!!reverse-conductor:	Craig Stuart Sapp
# !!!performer: 		Arthur Rubinstein
# !!!performance-date:	1939
# !!!label:		Naxos 8.110656-57
# !!!label-title:		Fryderyk Chopin: Mazurkas
# !!!trial-hardware:	Sony Vaio PCG-R505GC laptop
# !!!trial-cpuspeed:	1193.084 MHz
# !!!trial-os: 		Windows XP
1.036	93.8
1.676	78.6
2.439	71.9
3.273	107.1
3.833	103.4
4.413	104.7
4.986	121.0
5.482	113.0
6.013	125.5
6.491	103.1
7.073	97.6
7.688	107.3
8.247	109.1
8.797	92.3
9.447	98.8
10.054	106.4
10.618	108.3
11.172	96.2
11.796	118.3
12.303	117.4
12.814	96.6
13.435	97.9
14.048	64.9
14.973	60.4
15.967	58.5
16.992	73.1
17.813	75.2
18.611	90.4
19.275	117.6
19.785	83.8
20.501	107.1
21.061	110.5
21.604	135.1
22.048	117.4
22.559	106.4
23.123	94.2
23.760	109.1
24.310	104.5
24.884	78.7
25.646	107.3
26.205	111.5
26.743	65.0
27.666	85.5
28.368	125.0
28.848	94.0
29.486	91.6
30.141	62.8
31.097	59.6
32.103	83.3
32.823	96.8
33.443	92.7
34.090	121.7
34.583	120.7
35.080	107.3
35.639	114.7
36.162	129.3
36.626	95.5
37.254	90.5
37.917	100.8
38.512	78.3
39.278	54.3
40.383	55.8
41.459	73.5
42.275	87.0
42.965	107.1
43.525	88.2
44.205	102.7
44.789	130.4
45.249	115.4
45.769	109.7
46.316	102.6
46.901	112.4
47.435	107.0
47.996	111.7
48.533	95.7
49.160	95.4
49.789	96.0
50.414	63.9
51.353	93.9
51.992	132.2
52.446	102.9
53.029	95.5
53.657	54.5
54.758	65.2
55.678	74.3
56.485	128.2
56.953	86.1
57.650	112.6
58.183	124.7
58.664	103.4
59.244	110.5
59.787	129.3
60.251	100.0
60.851	102.9
61.434	89.8
62.102	56.4
63.166	63.0
64.119	54.1
65.228	75.2
66.026	83.9
66.741	101.4
67.333	71.3
68.175	107.0
68.736	115.8
69.254	133.9
69.702	96.2
70.326	118.8
70.831	85.7
71.531	101.9
72.120	104.7
72.693	76.6
73.476	86.0
74.174	99.0
74.780	59.5
75.788	93.5
76.430	115.8
76.948	100.8
77.543	89.4
78.214	47.4
79.479	59.6
80.485	46.0
81.789	77.8
82.560	94.6
83.194	114.1
83.720	156.7
84.103	134.2
84.550	145.3
84.963	157.9
85.343	110.7
85.885	102.6
86.470	78.6
87.233	86.7
87.925	84.2
88.638	72.8
89.462	121.5
89.956	132.5
90.409	135.4
90.852	131.3
91.309	137.6
91.745	181.8
92.075	91.3
92.732	86.8
93.423	76.5
94.207	96.5
94.829	76.5
95.613	81.2
96.352	102.2
96.939	130.4
97.399	170.0
97.752	143.5
98.170	148.5
98.574	179.1
98.909	107.7
99.466	103.8
100.044	95.8
100.670	91.9
101.323	87.0
102.013	73.0
102.835	129.3
103.299	130.7
103.758	155.0
104.145	121.7
104.638	141.2
105.063	177.0
105.402	103.8
105.980	90.6
106.642	82.1
107.373	101.0
107.967	77.1
108.745	83.3
109.465	89.3
110.137	127.1
110.609	136.7
111.048	136.1
111.489	129.3
111.953	157.5
112.334	126.6
112.808	113.2
113.338	164.4
113.703	141.2
114.128	153.5
114.519	134.8
114.964	143.2
115.383	143.9
115.800	122.0
116.292	149.3
116.694	141.5
117.118	158.7
117.496	144.6
117.911	115.8
118.429	119.5
118.931	91.5
119.587	84.6
120.296	41.2
121.753	75.0
122.553	104.3
123.128	114.9
123.650	81.4
124.387	108.5
124.940	133.6
125.389	102.7
125.973	116.3
126.489	113.0
127.020	104.2
127.596	123.0
128.084	108.3
128.638	109.5
129.186	107.1
129.746	111.1
130.286	95.4
130.915	119.5
131.417	147.1
131.825	111.9
132.361	100.7
132.957	81.4
133.694	61.9
134.663	86.7
135.355	107.0
135.916	93.8
136.556	118.1
137.064	125.3
137.543	94.8
138.176	111.5
138.714	127.4
139.185	83.6
139.903	89.3
140.575	92.2
141.226	67.8
142.111	63.2
143.060	56.8
144.116	69.7
144.977	72.3
145.807	80.5
146.552	69.2
147.419	96.0
148.044	123.2
148.531	93.8
149.171	98.5
149.780	90.9
150.440	88.6
151.117	99.0
151.723	89.6
152.393	55.6
153.473	85.0
154.179	84.3
154.891	65.0
155.814	98.0
156.426	123.2
156.913	104.2
157.489	80.3
158.236	43.8
159.607	44.9
160.944	29.6