# !!!performance-id:	pid1263-15
# !!!title:		Mazurka in C major, Op. 24, No. 2
# !!!trials:		1
# !!!date: 		2008/04/08/
# !!!reverse-conductor:	Craig Stuart Sapp
# !!!performer: 		Gabor Csalog
# !!!performance-date:	1996
# !!!label:		Hungaroton HCD 31755/6
# !!!label-title:		Chopin Mazurkas
# !!!offset:		0
0.698	162.2
1.068	206.9
1.358	187.5
1.678	193.5
1.988	193.5
2.298	200.0
2.598	193.5
2.908	200.0
3.208	200.0
3.508	187.5
3.828	193.5
4.138	162.2
4.508	200.0
4.808	206.9
5.098	250.0
5.338	214.3
5.618	176.5
5.958	230.8
6.218	214.3
6.498	222.2
6.768	229.0
7.030	241.9
7.278	181.8
7.608	229.9
7.869	204.8
8.162	217.4
8.438	240.0
8.688	230.8
8.948	171.4
9.298	214.3
9.578	230.8
9.838	206.9
10.128	214.3
10.408	240.0
10.658	171.4
11.008	206.9
11.298	203.4
11.593	235.3
11.848	222.2
12.118	187.5
12.438	240.0
12.688	206.9
12.978	222.2
13.248	187.5
13.568	240.0
13.818	206.9
14.108	200.0
14.408	206.9
14.698	193.5
15.008	240.0
15.258	214.3
15.538	223.0
15.807	221.4
16.078	200.0
16.378	222.2
16.648	193.5
16.958	250.0
17.198	193.5
17.508	206.9
17.798	146.3
18.208	246.9
18.451	178.0
18.788	214.3
19.068	206.9
19.358	196.1
19.664	227.3
19.928	237.2
20.181	188.1
20.500	223.9
20.768	201.3
21.066	186.3
21.388	146.3
21.798	235.3
22.053	173.9
22.398	187.5
22.718	150.0
23.118	230.8
23.378	222.2
23.648	230.8
23.908	193.5
24.218	240.0
24.468	153.8
24.858	153.8
25.248	95.2
25.878	214.3
26.158	162.2
26.528	120.0
27.028	188.1
27.347	210.5
27.632	219.8
27.905	204.8
28.198	214.3
28.478	230.8
28.738	171.4
29.088	176.5
29.428	157.9
29.808	146.3
30.218	222.2
30.488	200.0
30.788	206.9
31.078	230.8
31.338	249.0
31.579	196.7
31.884	164.8
32.248	222.2
32.518	142.9
32.938	125.0
33.418	88.9
34.093	210.5
34.378	187.5
34.698	230.8
34.958	240.0
35.208	176.5
35.548	187.5
35.868	219.0
36.142	211.3
36.426	224.7
36.693	226.4
36.958	187.5
37.278	214.3
37.558	208.3
37.846	212.8
38.128	243.9
38.374	204.1
38.668	200.0
38.968	214.3
39.248	214.3
39.528	212.0
39.811	241.0
40.060	215.8
40.338	171.4
40.688	206.9
40.978	200.0
41.278	214.3
41.558	222.2
41.828	193.5
42.138	230.8
42.398	214.3
42.678	230.8
42.938	214.3
43.218	240.0
43.468	200.0
43.768	193.5
44.078	222.2
44.348	200.0
44.648	222.2
44.918	230.8
45.178	232.6
45.436	205.5
45.728	181.8
46.058	230.8
46.318	200.0
46.618	240.0
46.868	187.5
47.188	187.5
47.508	166.7
47.868	166.7
48.228	193.5
48.538	193.5
48.848	206.2
49.139	188.1
49.458	181.8
49.788	193.5
50.098	193.5
50.408	193.5
50.718	166.7
51.078	130.4
51.538	80.2
52.286	132.7
52.738	165.3
53.101	147.8
53.507	249.0
53.748	200.0
54.048	228.1
54.311	242.9
54.558	193.5
54.868	206.9
55.158	285.7
55.368	176.5
55.708	157.9
56.088	187.5
56.408	193.5
56.718	162.2
57.088	240.0
57.338	222.2
57.608	230.8
57.868	260.9
58.098	206.9
58.388	222.2
58.658	230.8
58.918	187.5
59.238	176.5
59.578	193.5
59.888	205.5
60.180	187.5
60.500	223.9
60.768	222.2
61.038	239.0
61.289	241.0
61.538	206.9
61.828	222.2
62.098	257.5
62.331	196.7
62.636	175.4
62.978	193.5
63.288	214.3
63.568	222.2
63.838	253.2
64.075	212.0
64.358	253.2
64.595	246.9
64.838	193.5
65.148	250.0
65.388	214.3
65.668	171.4
66.018	136.4
66.458	150.0
66.858	166.7
67.218	214.3
67.498	200.0
67.798	250.0
68.038	213.5
68.319	274.0
68.538	206.9
68.828	228.1
69.091	224.7
69.358	222.2
69.628	200.0
69.928	203.4
70.223	196.7
70.528	206.9
70.818	206.9
71.108	260.9
71.338	213.5
71.619	262.0
71.848	222.2
72.118	224.7
72.385	237.2
72.638	176.5
72.978	153.8
73.368	147.1
73.776	198.7
74.078	193.5
74.388	206.9
74.678	230.8
74.938	221.4
75.209	215.1
75.488	240.0
75.738	214.3
76.018	229.0
76.280	201.3
76.578	206.9
76.868	187.5
77.188	200.0
77.488	187.5
77.808	181.8
78.138	217.4
78.414	135.1
78.858	153.8
79.248	157.9
79.628	142.9
80.048	132.5
80.501	118.3
81.008	61.3
81.987	161.7
82.358	214.3
82.638	214.3
82.918	222.2
83.188	176.5
83.528	222.2
83.798	211.3
84.082	217.4
84.358	222.2
84.628	222.2
84.898	200.0
85.198	223.0
85.467	213.5
85.748	212.8
86.030	241.9
86.278	240.0
86.528	187.5
86.848	230.8
87.108	214.3
87.388	240.0
87.638	230.8
87.898	230.8
88.158	176.5
88.498	230.8
88.758	187.5
89.078	222.2
89.348	230.8
89.608	214.3
89.888	240.0
90.138	214.3
90.418	230.8
90.678	206.9
90.968	260.9
91.198	206.9
91.488	214.3
91.768	206.9
92.058	204.1
92.352	243.9
92.598	222.2
92.868	240.0
93.118	222.2
93.388	206.9
93.678	230.8
93.938	214.3
94.218	240.0
94.468	206.9
94.758	206.9
95.048	130.7
95.507	192.9
95.818	200.0
96.118	193.5
96.428	200.0
96.728	200.0
97.028	200.0
97.328	193.5
97.638	201.3
97.936	168.1
98.293	204.8
98.586	224.7
98.853	244.9
99.098	188.7
99.416	186.3
99.738	181.8
100.068	214.3
100.348	202.7
100.644	204.1
100.938	176.5
101.278	200.0
101.578	153.8
101.968	215.8
102.246	229.9
102.507	206.2
102.798	176.5
103.138	201.3
103.436	212.8
103.718	171.4
104.068	200.0
104.368	200.0
104.668	206.9
104.958	200.0
105.258	185.8
105.581	183.5
105.908	179.1
106.243	209.1
106.530	176.5
106.870	161.7
107.241	212.8
107.523	164.4
107.888	176.5
108.228	181.8
108.558	185.8
108.881	172.9
109.228	151.5
109.624	72.8
110.448	26.7