# !!!performance-id:	pid9049b-16
# !!!title:		Mazurka in A minor, Op. 67, No. 4
# !!!trials:		05
# !!!date: 		2006/02/21/
# !!!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
1.330	129.0
1.795	139.2
2.226	134.8
2.671	169.0
3.026	215.1
3.305	134.8
3.750	161.3
4.122	203.4
4.417	143.5
4.835	197.4
5.139	252.1
5.377	144.9
5.791	163.5
6.158	194.2
6.467	134.2
6.914	167.6
7.272	211.3
7.556	163.0
7.924	114.9
8.446	177.0
8.785	136.1
9.226	134.2
9.673	147.1
10.081	105.3
10.651	91.2
11.309	94.3
11.945	101.0
12.539	165.3
12.902	188.1
13.221	124.0
13.705	144.2
14.121	174.9
14.464	137.0
14.902	176.5
15.242	231.7
15.501	143.2
15.920	149.3
16.322	172.9
16.669	127.4
17.140	160.4
17.514	150.8
17.912	141.5
18.336	164.8
18.700	209.8
18.986	167.6
19.344	192.3
19.656	159.6
20.032	118.8
20.537	102.2
21.124	100.5
21.721	98.5
22.330	176.0
22.671	177.5
23.009	128.5
23.476	139.2
23.907	180.2
24.240	162.6
24.609	191.1
24.923	233.5
25.180	163.0
25.548	137.3
25.985	107.5
26.543	73.3
27.361	143.9
27.778	160.9
28.151	184.6
28.476	168.1
28.833	139.9
29.262	131.9
29.717	162.6
30.086	154.6
30.474	89.6
31.144	77.3
31.920	131.0
32.378	137.9
32.813	176.0
33.154	235.3
33.409	148.1
33.814	168.1
34.171	186.9
34.492	185.8
34.815	180.2
35.148	203.4
35.443	127.9
35.912	104.7
36.485	104.0
37.062	122.2
37.553	184.0
37.879	192.3
38.191	186.3
38.513	174.9
38.856	156.7
39.239	129.0
39.704	102.9
40.287	117.9
40.796	73.5
41.612	81.0
42.353	80.9
43.095	92.6
43.743	96.9
44.362	94.9
44.994	151.5
45.390	133.9
45.838	147.1
46.246	142.9
46.666	140.8
47.092	157.9
47.472	173.4
47.818	181.3
48.149	155.8
48.534	165.3
48.897	131.9
49.352	180.2
49.685	130.2
50.146	160.0
50.521	186.3
50.843	162.2
51.213	139.5
51.643	146.7
52.052	94.0
52.690	77.0
53.469	123.7
53.954	126.6
54.428	155.4
54.814	169.0
55.169	177.5
55.507	132.2
55.961	182.4
56.290	152.3
56.684	170.5
57.036	187.5
57.356	174.9
57.699	170.9
58.050	131.0
58.508	192.9
58.819	197.4
59.123	210.5
59.408	193.5
59.718	99.0
60.324	120.7
60.821	168.5
61.177	164.4
61.542	160.9
61.915	95.7
62.542	73.5
63.358	121.5
63.852	140.5
64.279	183.5
64.606	241.9
64.854	150.4
65.253	163.0
65.621	234.4
65.877	163.9
66.243	210.5
66.528	210.5
66.813	168.1
67.170	155.8
67.555	194.8
67.863	150.0
68.263	162.2
68.633	223.0
68.902	177.5
69.240	131.0
69.698	202.0
69.995	155.8
70.380	113.2
70.910	138.2
71.344	116.3
71.860	82.0
72.592	96.2
73.216	112.4
73.750	163.9
74.116	207.6
74.405	133.6
74.854	132.2
75.308	173.9
75.653	147.4
76.060	183.5
76.387	251.0
76.626	144.6
77.041	163.0
77.409	171.4
77.759	144.2
78.175	146.3
78.585	153.5
78.976	160.4
79.350	182.9
79.678	143.5
80.096	131.3
80.553	185.2
80.877	148.9
81.280	113.4
81.809	105.1
82.380	89.3
83.052	108.9
83.603	123.2
84.090	170.0
84.443	119.0
84.947	145.3
85.360	176.0
85.701	167.6
86.059	172.4
86.407	236.2
86.661	138.9
87.093	123.7
87.578	109.7
88.125	96.3
88.748	168.5
89.104	184.0
89.430	174.4
89.774	168.5
90.130	146.7
90.539	108.1
91.094	166.2
91.455	188.1
91.774	134.2
92.221	127.4
92.692	120.2
93.191	99.5
93.794	187.5
94.114	230.8
94.374	144.9
94.788	153.1
95.180	184.0
95.506	158.3
95.885	177.0
96.224	179.1
96.559	120.5
97.057	98.5
97.666	70.3
98.520	100.7
99.116	140.2
99.544	161.3
99.916	142.5
100.337	138.6
100.770	135.4
101.213	97.1
101.831	98.0
102.443	88.6
103.120	45.6