# !!!performance-id:	pid9118b-16
# !!!title:		Mazurka in C-sharp minor, Op. 63, No. 3
# !!!trials:		1
# !!!date: 		2007/03/28/
# !!!reverse-conductor:	Craig Stuart Sapp
# !!!performer: 		Karen Kushner
# !!!performance-date:	1989
# !!!label:		Connoisseur CD4181/2
# !!!label-title:		The Chopin Mazurkas, Vol. 1 & 2
# !!!offset:		0
1.948	90.9
2.608	90.9
3.268	105.3
3.838	133.3
4.288	136.4
4.728	100.0
5.328	146.3
5.738	136.4
6.178	153.8
6.568	133.3
7.018	122.4
7.508	103.4
8.088	139.5
8.518	101.7
9.108	81.1
9.848	98.4
10.458	133.3
10.908	136.4
11.348	130.4
11.808	113.2
12.338	107.1
12.898	139.5
13.328	139.5
13.758	101.7
14.348	88.1
15.029	81.2
15.768	117.6
16.278	150.0
16.678	136.4
17.118	111.1
17.658	166.7
18.018	147.8
18.424	152.3
18.818	150.8
19.216	129.9
19.678	122.4
20.168	100.0
20.768	77.9
21.538	83.3
22.258	103.4
22.838	120.0
23.338	127.7
23.808	136.4
24.248	109.1
24.798	117.6
25.308	120.0
25.808	93.8
26.448	133.3
26.898	136.4
27.338	96.8
27.958	98.4
28.568	157.9
28.948	136.4
29.388	166.7
29.748	146.3
30.158	110.3
30.702	90.1
31.368	136.4
31.808	136.4
32.248	181.8
32.578	162.2
32.948	142.9
33.368	162.2
33.738	166.7
34.098	139.5
34.528	162.2
34.898	142.9
35.318	112.1
35.853	160.0
36.228	153.8
36.618	127.7
37.088	109.1
37.638	63.2
38.588	47.4
39.853	64.9
40.778	117.6
41.288	115.4
41.808	150.0
42.208	139.5
42.638	105.3
43.208	109.1
43.758	150.0
44.158	162.2
44.528	176.5
44.868	153.8
45.258	139.5
45.688	139.5
46.118	154.6
46.506	183.5
46.833	164.4
47.198	146.3
47.608	118.6
48.114	141.5
48.538	133.3
48.988	100.0
49.588	77.9
50.358	113.2
50.888	99.0
51.494	153.1
51.886	142.2
52.308	153.8
52.698	105.3
53.268	98.4
53.878	113.2
54.408	162.2
54.778	157.9
55.158	125.0
55.638	100.0
56.238	89.6
56.908	96.8
57.528	146.3
57.938	171.4
58.288	171.4
58.638	157.9
59.018	133.3
59.468	111.1
60.008	133.3
60.458	138.9
60.890	105.6
61.458	103.4
62.038	76.9
62.818	88.2
63.498	151.5
63.894	156.3
64.278	139.5
64.708	162.2
65.078	166.7
65.438	125.0
65.918	146.3
66.328	157.9
66.708	120.0
67.208	111.1
67.748	136.4
68.188	109.7
68.735	145.3
69.148	176.5
69.488	113.6
70.016	186.3
70.338	157.9
70.718	104.9
71.290	163.0
71.658	130.4
72.118	69.0
72.988	68.2
73.868	74.1
74.678	81.1
75.418	89.6
76.088	139.5
76.518	92.3
77.168	101.7
77.758	136.4
78.198	127.7
78.668	152.7
79.061	137.3
79.498	105.3
80.068	103.4
80.648	95.2
81.278	87.0
81.968	113.2
82.498	130.4
82.958	133.3
83.408	162.2
83.778	142.9
84.198	125.0
84.678	142.9
85.098	146.3
85.508	146.3
85.918	113.2
86.448	101.7
87.038	93.8
87.678	127.7
88.148	162.2
88.518	136.4
88.958	101.7
89.548	142.9
89.968	150.4
90.367	157.5
90.748	133.3
91.198	91.6
91.853	99.2
92.458	98.4
93.068	153.8
93.458	166.7
93.818	149.3
94.220	120.5
94.718	98.4
95.328	18.1
98.638	71.4
99.478	130.4
99.938	125.0
100.418	109.1
100.968	84.5
101.678	89.6
102.348	84.5
103.058	101.7
103.648	117.6
104.158	111.1
104.698	109.1
105.248	101.7
105.838	78.3
106.604	135.1
107.048	113.2
107.578	142.9
107.998	133.3
108.448	139.5
108.878	139.5
109.308	120.0
109.808	113.2
110.338	150.0
110.738	150.0
111.138	146.3
111.548	142.9
111.968	146.3
112.378	157.5
112.759	125.3
113.238	105.3
113.808	85.7
114.508	136.4
114.948	139.5
115.378	120.0
115.878	107.1
116.438	67.4
117.328	19.8
120.358	80.0
121.108	142.9
121.528	136.4
121.968	81.1