# !!!performance-id:	pid9049b-13
# !!!title:		Mazurka in G major, Op. 67, No. 1
# !!!trials:		1
# !!!date: 		2006/07/13/
# !!!reverse-conductor:	Craig Stuart Sapp
# !!!performer: 		Arthur Rubinstein
# !!!performance-date:	1939
# !!!label:		Naxos 8.110656-57
# !!!label-title:		Fryderyk Chopin: Mazurkas
# !!!trial-hardware:	RM; Intel P4
# !!!trial-cpuspeed:	3.4 GHz
# !!!trial-os: 		Windows XP
# !!!offset:		0
1.316	156.7
1.699	160.4
2.073	199.3
2.374	168.5
2.730	207.6
3.019	215.8
3.297	191.1
3.611	197.4
3.915	225.6
4.181	172.9
4.528	206.2
4.819	167.1
5.178	151.1
5.575	226.4
5.840	257.5
6.073	190.5
6.388	144.6
6.803	188.7
7.121	180.7
7.453	251.0
7.692	205.5
7.984	230.8
8.244	142.5
8.665	257.5
8.898	191.1
9.212	238.1
9.464	256.4
9.698	209.1
9.985	182.9
10.313	171.4
10.663	183.5
10.990	204.1
11.284	229.9
11.545	218.2
11.820	138.9
12.252	148.5
12.656	149.6
13.057	194.8
13.365	243.9
13.611	258.6
13.843	162.6
14.212	215.1
14.491	135.7
14.933	214.3
15.213	213.5
15.494	145.3
15.907	183.5
16.234	175.4
16.576	180.7
16.908	243.9
17.154	247.9
17.396	272.7
17.616	173.9
17.961	213.5
18.242	162.2
18.612	239.0
18.863	291.3
19.069	200.7
19.368	218.2
19.643	197.4
19.947	189.3
20.264	227.3
20.528	258.6
20.760	283.0
20.972	181.8
21.302	195.4
21.609	157.5
21.990	242.9
22.237	212.0
22.520	145.3
22.933	172.9
23.280	156.7
23.663	182.9
23.991	236.2
24.245	270.3
24.467	287.1
24.676	180.2
25.009	215.1
25.288	170.5
25.640	229.9
25.901	276.5
26.118	176.5
26.458	177.0
26.797	178.6
27.133	95.7
27.760	150.4
28.159	170.0
28.512	156.3
28.896	156.3
29.280	229.9
29.541	226.4
29.806	200.0
30.106	259.7
30.337	216.6
30.614	171.9
30.963	176.0
31.304	107.0
31.865	146.0
32.276	185.2
32.600	142.2
33.022	163.9
33.388	216.6
33.665	237.2
33.918	181.3
34.249	200.0
34.549	214.3
34.829	149.3
35.231	138.9
35.663	105.6
36.231	142.9
36.651	137.9
37.086	173.9
37.431	160.9
37.804	192.3
38.116	198.7
38.418	198.7
38.720	257.5
38.953	192.3
39.265	172.4
39.613	179.6
39.947	98.4
40.557	108.1
41.112	91.0
41.771	185.8
42.094	139.5
42.524	176.5
42.864	226.4
43.129	163.5
43.496	157.9
43.876	144.2
44.292	104.7
44.865	79.7
45.618	99.7
46.220	150.8
46.618	230.8
46.878	155.0
47.265	127.7
47.735	139.5
48.165	155.4
48.551	192.3
48.863	183.5
49.190	170.0
49.543	122.4
50.033	143.5
50.451	173.4
50.797	185.2
51.121	241.9
51.369	164.4
51.734	118.3
52.241	114.5
52.765	191.1
53.079	155.0
53.466	200.7
53.765	190.5
54.080	155.8
54.465	147.8
54.871	156.7
55.254	225.6
55.520	237.2
55.773	255.3
56.008	172.9
56.355	213.5
56.636	161.3
57.008	250.0
57.248	233.5
57.505	159.6
57.881	185.2
58.205	165.3
58.568	193.5
58.878	223.9
59.146	266.7
59.371	285.7
59.581	179.1
59.916	219.8
60.189	146.7
60.598	220.6
60.870	170.9
61.221	131.3