# !!!performance-id:      pid9061b-09
# !!!title:               Mazurka in C-sharp minor, Op. 63, No. 3
# !!!trials:               1
# !!!date:                2007/03/30/
# !!!reverse-conductor:   Craig Stuart Sapp
# !!!performer:           Alexander Uninsky
# !!!performance-date:    1971
# !!!label:               Philips 442 574-2
# !!!label-title:         Chopin: Complete Mazurkas, Complete Impromptus, Berceuse
# !!!offset:		0
1.168	64.0
2.106	64.4
3.038	68.2
3.918	83.3
4.638	93.8
5.278	68.2
6.158	81.1
6.898	96.8
7.518	85.7
8.218	90.9
8.878	92.3
9.528	92.3
10.178	96.5
10.800	70.8
11.648	88.2
12.328	96.8
12.948	113.2
13.478	107.1
14.038	127.7
14.508	96.8
15.128	96.8
15.748	117.6
16.258	111.1
16.798	120.0
17.298	115.4
17.818	89.6
18.488	95.2
19.118	96.8
19.738	107.1
20.298	98.4
20.908	139.5
21.338	125.0
21.818	95.1
22.449	105.4
23.018	98.4
23.628	105.3
24.198	98.4
24.808	75.8
25.600	93.0
26.245	124.2
26.728	125.0
27.208	122.4
27.698	150.0
28.098	117.6
28.608	111.1
29.148	125.0
29.628	90.1
30.294	101.0
30.888	130.4
31.348	88.2
32.028	122.4
32.518	153.8
32.908	139.2
33.339	154.2
33.728	187.5
34.048	120.2
34.547	113.0
35.078	124.7
35.559	129.0
36.024	144.9
36.438	146.3
36.848	113.2
37.378	150.0
37.778	142.9
38.198	113.2
38.728	122.4
39.218	120.0
39.718	111.1
40.258	115.4
40.778	120.0
41.278	98.4
41.888	71.4
42.728	83.3
43.448	51.5
44.612	108.1
45.167	136.1
45.608	150.0
46.008	131.3
46.465	215.8
46.743	141.2
47.168	120.0
47.668	136.4
48.108	133.3
48.558	142.9
48.978	136.4
49.418	109.1
49.968	142.9
50.388	139.5
50.818	120.0
51.318	153.8
51.708	96.8
52.328	103.4
52.908	117.6
53.418	87.0
54.108	71.4
54.948	60.0
55.948	114.3
56.473	118.8
56.978	125.0
57.458	133.3
57.908	162.2
58.278	136.4
58.718	179.1
59.053	148.1
59.458	207.6
59.747	166.2
60.108	162.2
60.478	105.3
61.048	148.1
61.453	131.9
61.908	153.8
62.298	157.9
62.678	157.9
63.058	157.9
63.438	176.5
63.778	162.2
64.148	179.6
64.482	179.6
64.816	175.4
65.158	109.1
65.708	105.3
66.278	100.0
66.878	146.3
67.288	176.5
67.628	176.5
67.968	146.3
68.378	193.5
68.688	166.7
69.048	162.2
69.418	176.5
69.758	171.4
70.108	130.4
70.568	136.4
71.008	133.3
71.458	153.8
71.848	176.5
72.188	144.2
72.604	113.0
73.135	152.7
73.528	130.4
73.988	125.0
74.468	85.7
75.168	67.4
76.058	66.7
76.958	73.2
77.778	81.1
78.518	78.9
79.278	84.5
79.988	72.3
80.818	80.0
81.568	98.4
82.178	93.8
82.818	92.3
83.468	103.4
84.048	81.1
84.788	93.8
85.428	98.4
86.038	103.4
86.618	87.0
87.308	109.1
87.858	117.9
88.367	117.4
88.878	120.0
89.378	103.4
89.958	101.7
90.548	111.1
91.088	122.4
91.578	122.4
92.068	109.1
92.618	115.4
93.138	107.1
93.698	109.1
94.248	120.0
94.748	130.4
95.208	125.0
95.688	130.4
96.148	111.1
96.688	139.5
97.118	120.0
97.618	144.6
98.033	163.5
98.400	137.0
98.838	171.4
99.188	110.5
99.731	105.8
100.298	83.3
101.018	33.0
102.838	117.6
103.348	111.1
103.888	142.2
104.310	133.9
104.758	75.9
105.548	86.1
106.245	85.3
106.948	85.7
107.648	88.2
108.328	88.8
109.004	58.3
110.033	85.5
110.735	101.2
111.328	96.8
111.948	107.1
112.508	100.0
113.108	98.4
113.718	113.2
114.248	109.1
114.798	122.4
115.288	111.1
115.828	111.1
116.368	105.3
116.938	130.4
117.398	117.6
117.908	127.7
118.378	115.4
118.898	122.4
119.388	133.3
119.838	166.7
120.198	139.5
120.628	146.3
121.038	127.7
121.508	122.4
121.998	96.8
122.618	29.9
124.628	113.0
125.159	127.9
125.628	107.1
126.188	75.0