# !!!performance-id:      pid9085-11
# !!!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:    1932
# !!!label:               Muza PNCD006
# !!!label-title:         International Chopin Piano Competitions: Best Mazurka Performances 1927-1955
# !!!offset:		0
0.948	66.9
1.845	80.8
2.588	93.0
3.233	101.4
3.825	116.1
4.342	123.0
4.830	141.5
5.254	141.8
5.677	111.3
6.216	110.7
6.758	115.4
7.278	117.6
7.788	150.0
8.188	125.0
8.668	94.6
9.302	83.6
10.020	97.1
10.638	146.0
11.049	148.5
11.453	123.7
11.938	127.7
12.408	150.0
12.808	144.2
13.224	141.5
13.648	134.5
14.094	110.3
14.638	109.1
15.188	123.7
15.673	144.6
16.088	142.9
16.508	142.9
16.928	153.8
17.318	112.1
17.853	123.7
18.338	130.4
18.798	133.3
19.248	130.4
19.708	91.0
20.367	107.0
20.928	96.8
21.548	111.1
22.088	135.4
22.531	172.9
22.878	130.4
23.338	136.4
23.778	115.4
24.298	111.3
24.837	127.4
25.308	157.9
25.688	134.2
26.135	152.7
26.528	171.4
26.878	153.8
27.268	162.2
27.638	187.5
27.958	133.3
28.408	150.0
28.808	157.9
29.188	139.5
29.618	176.5
29.958	171.4
30.308	142.9
30.728	153.8
31.118	166.7
31.478	146.3
31.888	136.4
32.328	133.3
32.778	103.4
33.358	90.9
34.018	115.4
34.538	85.7
35.238	73.2
36.058	101.7
36.648	61.5
37.624	163.0
37.992	159.6
38.368	127.7
38.838	189.3
39.155	212.8
39.437	136.1
39.878	136.4
40.318	166.7
40.678	150.0
41.078	187.5
41.398	171.4
41.748	162.2
42.118	109.1
42.668	150.0
43.068	153.8
43.458	150.0
43.858	142.9
44.278	115.4
44.798	105.3
45.368	117.6
45.878	76.6
46.661	71.7
47.498	115.4
48.018	117.6
48.528	142.9
48.948	162.2
49.318	176.5
49.658	139.5
50.088	176.5
50.428	157.9
50.808	157.9
51.188	186.3
51.510	147.1
51.918	183.5
52.245	170.9
52.596	170.5
52.948	150.0
53.348	142.9
53.768	162.2
54.138	171.4
54.488	187.5
54.808	150.0
55.208	181.8
55.538	181.8
55.868	176.5
56.208	166.7
56.568	125.0
57.048	103.3
57.629	129.0
58.094	211.3
58.378	176.5
58.718	171.4
59.068	187.5
59.388	153.8
59.778	187.5
60.098	181.8
60.428	162.2
60.798	162.2
61.168	162.2
61.538	136.4
61.978	150.0
62.378	171.4
62.728	153.8
63.118	157.9
63.498	150.0
63.898	111.1
64.438	130.4
64.898	107.3
65.457	63.1
66.408	74.3
67.216	100.7
67.812	97.4
68.428	107.1
68.988	93.8
69.628	92.3
70.278	117.6
70.788	115.4
71.308	122.4
71.798	113.2
72.328	133.3
72.778	93.5
73.420	120.5
73.918	96.8
74.538	98.4
75.148	122.4
75.638	92.3
76.288	133.3
76.738	146.7
77.147	163.5
77.514	132.2
77.968	133.3
78.418	162.2
78.788	153.8
79.178	157.9
79.558	139.5
79.988	130.4
80.448	157.9
80.828	122.4
81.318	136.4
81.758	168.5
82.114	169.5
82.468	130.4
82.928	136.4
83.368	153.8
83.758	140.8
84.184	138.2
84.618	217.4
84.894	164.8
85.258	162.2
85.628	136.1
86.069	117.9
86.578	85.7
87.278	53.6
88.398	115.4
88.918	89.6
89.588	153.8
89.978	149.3
90.380	109.7
90.927	111.5
91.465	122.4
91.955	91.9
92.608	91.9
93.261	79.1
94.020	70.8
94.868	100.0
95.468	137.0
95.906	84.3
96.618	113.2
97.148	105.3
97.718	109.1
98.268	115.4
98.788	129.0
99.253	106.2
99.818	111.1
100.358	103.4
100.938	113.2
101.468	115.4
101.988	136.1
102.429	122.7
102.918	133.3
103.368	122.4
103.858	136.4
104.298	174.9
104.641	137.3
105.078	139.5
105.508	139.5
105.938	136.4
106.378	113.2
106.908	41.8
108.343	89.2
109.016	104.9
109.588	125.0
110.068	80.0