# !!!performance-id:	pid9054b-12
# !!!title:	        Mazurka in C-sharp minor, Op. 63, No. 3
# !!!trials:	        01/01
# !!!date:	        2007/03/30/
# !!!reverse-conductor:	Craig Stuart Sapp
# !!!performer:	        Ronald Smith
# !!!performance-date:	1975
# !!!label:	        EMI 724358576726
# !!!label-title:	       	Chopin Mazurkas
# !!!offset:		0
1.128	88.2
1.808	82.2
2.538	78.9
3.298	136.4
3.738	153.8
4.128	122.4
4.618	130.4
5.078	109.1
5.628	83.3
6.348	160.4
6.722	163.9
7.088	146.3
7.498	166.7
7.858	127.7
8.328	90.9
8.988	120.0
9.488	162.2
9.858	157.1
10.240	177.5
10.578	142.9
10.998	130.4
11.458	175.4
11.800	172.4
12.148	142.9
12.568	176.5
12.908	115.2
13.429	130.7
13.888	187.5
14.208	200.0
14.508	139.5
14.938	176.5
15.278	162.2
15.648	157.9
16.028	206.9
16.318	176.5
16.658	157.9
17.038	181.8
17.368	121.7
17.861	147.4
18.268	187.5
18.588	181.8
18.918	166.7
19.278	139.5
19.708	130.4
20.168	117.6
20.678	162.2
21.048	128.8
21.514	97.2
22.131	108.1
22.686	65.6
23.600	84.7
24.308	157.9
24.688	153.8
25.078	187.5
25.398	187.5
25.718	171.4
26.068	73.3
26.886	161.3
27.258	150.0
27.658	200.0
27.958	187.5
28.278	184.0
28.604	185.2
28.928	176.5
29.268	200.0
29.568	171.4
29.918	171.4
30.268	129.6
30.731	163.5
31.098	181.8
31.428	157.9
31.808	117.6
32.318	80.3
33.065	79.1
33.824	90.4
34.488	200.0
34.788	191.1
35.102	204.1
35.396	205.5
35.688	171.4
36.038	101.7
36.628	146.3
37.038	181.8
37.368	214.3
37.648	171.4
37.998	166.7
38.358	214.3
38.638	157.9
39.018	162.2
39.388	150.0
39.788	142.9
40.208	117.6
40.718	98.4
41.328	157.9
41.708	122.4
42.198	107.1
42.758	63.2
43.708	72.6
44.535	114.7
45.058	130.4
45.518	162.2
45.888	139.5
46.318	150.0
46.718	162.2
47.088	142.9
47.508	193.5
47.818	135.4
48.261	155.0
48.648	142.9
49.068	146.3
49.478	171.4
49.828	171.4
50.178	146.3
50.588	153.8
50.978	162.2
51.348	136.4
51.788	142.9
52.208	187.5
52.528	130.4
52.988	113.2
53.518	76.9
54.298	85.7
54.998	122.4
55.488	176.5
55.828	166.7
56.188	133.3
56.638	146.3
57.048	117.4
57.559	120.2
58.058	166.7
58.418	153.8
58.808	166.7
59.168	229.9
59.429	171.9
59.778	162.2
60.148	196.7
60.453	169.0
60.808	150.0
61.208	181.8
61.538	166.7
61.898	136.4
62.338	136.4
62.778	109.1
63.328	69.0
64.198	54.5
65.298	50.0
66.498	75.9
67.288	105.3
67.858	130.4
68.318	98.4
68.928	189.3
69.245	141.8
69.668	176.5
70.008	193.5
70.318	176.5
70.658	177.5
70.996	186.3
71.318	114.7
71.841	128.5
72.308	171.4
72.658	181.8
72.988	181.8
73.318	166.7
73.678	136.4
74.118	200.0
74.418	136.4
74.858	181.8
75.188	176.5
75.528	176.5
75.868	125.3
76.347	176.0
76.688	212.0
76.971	224.7
77.238	139.5
77.668	240.0
77.918	145.3
78.331	178.0
78.668	214.3
78.948	130.4
79.408	171.4
79.758	187.5
80.078	146.3
80.488	146.3
80.898	75.4
81.694	77.5
82.468	65.9
83.378	29.1
85.438	111.1
85.978	104.7
86.551	168.1
86.908	142.9
87.328	80.0
88.078	101.7
88.668	66.1
89.576	65.9
90.486	103.6
91.065	150.0
91.465	117.0
91.978	109.1
92.528	96.8
93.148	93.8
93.788	136.4
94.228	157.9
94.608	166.7
94.968	176.5
95.308	146.3
95.718	125.0
96.198	157.9
96.578	181.8
96.908	162.2
97.278	181.8
97.608	176.5
97.948	171.4
98.298	204.1
98.592	163.9
98.958	162.2
99.328	146.3
99.738	133.3
100.188	108.9
100.739	103.6
101.318	95.2
101.948	63.2
102.898	24.6
105.338	142.9
105.758	153.8
106.148	150.0
106.548	115.4