# !!!performance-id:	pid1263b-12
# !!!title:		Mazurka in C-sharp minor, Op. 63, No. 3
# !!!trials:		1
# !!!date: 		2008/03/29/
# !!!reverse-conductor:	Craig Stuart Sapp
# !!!performer: 		Gabor Csalog
# !!!performance-date:	1996
# !!!label:		Hungaroton HCD 31755/6
# !!!label-title:		Chopin Mazurkas
# !!!offset:		0
0.660	135.7
1.102	71.2
1.945	93.3
2.588	139.5
3.018	153.8
3.408	100.0
4.008	123.7
4.493	102.6
5.078	135.4
5.521	116.1
6.038	157.9
6.418	107.1
6.978	124.7
7.459	96.9
8.078	107.1
8.638	93.2
9.282	131.6
9.738	105.3
10.308	146.0
10.719	80.1
11.468	96.8
12.088	125.0
12.568	142.9
12.988	125.0
13.468	133.3
13.918	77.9
14.688	100.0
15.288	153.8
15.678	153.8
16.068	127.7
16.538	149.6
16.939	139.9
17.368	134.8
17.813	131.9
18.268	146.3
18.678	90.8
19.339	66.9
20.236	84.3
20.948	113.2
21.478	95.2
22.108	130.4
22.568	117.6
23.078	125.0
23.558	77.9
24.328	112.8
24.860	109.1
25.410	126.1
25.886	207.6
26.175	129.6
26.638	88.2
27.318	171.9
27.667	170.9
28.018	105.3
28.588	171.4
28.938	176.5
29.278	122.4
29.768	146.3
30.178	136.4
30.618	157.9
30.998	162.2
31.368	127.7
31.838	105.3
32.408	171.4
32.758	176.5
33.098	133.3
33.548	157.9
33.928	124.5
34.410	200.0
34.710	170.0
35.063	157.1
35.445	160.9
35.818	146.3
36.228	82.9
36.952	80.4
37.698	175.4
38.040	163.0
38.408	100.0
39.008	176.5
39.348	187.5
39.668	127.7
40.138	139.5
40.568	156.7
40.951	163.5
41.318	162.2
41.688	126.6
42.162	126.1
42.638	127.7
43.108	139.5
43.538	142.9
43.958	146.3
44.368	125.0
44.848	150.0
45.248	162.2
45.618	127.7
46.088	122.4
46.578	80.0
47.328	65.9
48.239	80.8
48.982	99.0
49.588	130.4
50.048	142.9
50.468	107.0
51.029	95.4
51.658	111.1
52.198	122.4
52.688	115.8
53.206	126.6
53.680	123.0
54.168	82.2
54.898	93.8
55.538	127.7
56.008	150.0
56.408	146.3
56.818	113.2
57.348	117.6
57.858	127.7
58.328	136.4
58.768	109.9
59.314	121.5
59.808	115.4
60.328	72.3
61.158	100.0
61.758	133.3
62.208	146.3
62.618	130.4
63.078	142.9
63.498	157.9
63.878	136.4
64.318	139.5
64.748	142.9
65.168	117.6
65.678	120.0
66.178	139.5
66.608	120.0
67.108	162.6
67.477	127.4
67.948	117.6
68.458	157.9
68.838	136.4
69.278	125.0
69.758	150.0
70.158	107.5
70.716	92.4
71.365	97.6
71.980	65.4
72.898	51.9
74.054	72.8
74.878	48.0
76.127	82.1
76.858	90.4
77.522	151.5
77.918	120.0
78.418	109.1
78.968	103.4
79.548	83.9
80.263	104.3
80.838	150.0
81.238	98.4
81.848	115.4
82.368	85.1
83.073	129.0
83.538	132.2
83.992	178.6
84.328	113.2
84.858	115.8
85.376	124.5
85.858	142.9
86.278	87.1
86.967	124.7
87.448	83.3
88.168	113.2
88.698	157.9
89.078	153.8
89.468	101.5
90.059	171.9
90.408	127.1
90.880	153.5
91.271	178.0
91.608	115.4
92.128	153.1
92.520	140.2
92.948	171.4
93.298	126.3
93.773	155.8
94.158	139.5
94.588	122.4
95.078	44.4
96.430	156.7
96.813	164.4
97.178	173.4
97.524	153.1
97.916	93.5
98.558	77.9
99.328	73.2
100.148	96.8
100.768	95.2
101.398	117.6
101.908	142.9
102.328	92.3
102.978	93.8
103.618	136.7
104.057	136.1
104.498	146.3
104.908	136.4
105.348	85.1
106.053	141.2
106.478	115.4
106.998	125.0
107.478	162.2
107.848	150.0
108.248	119.8
108.749	158.3
109.128	125.0
109.608	113.0
110.139	162.6
110.508	146.3
110.918	130.4
111.378	153.8
111.768	198.0
112.071	131.3
112.528	166.7
112.888	125.0
113.368	44.5
114.716	152.3
115.110	167.1
115.469	110.9
116.010	103.8
116.588	78.9