# !!!performance-id:	pid9070-23
# !!!title:	        Mazurka in C major, Op. 24, No. 4
# !!!trials:	        1
# !!!date:	        2007/02/09/
# !!!reverse-conductor:	Craig Stuart Sapp
# !!!performer:	        Samson Francois
# !!!performance-date:	1956
# !!!label:	        EMI CZS 7 67413 2
# !!!label-title:	        Chopin: 51 Mazurkas, Sonates 2 & 3
# !!!offset:		0
0.446	192.3
0.758	200.0
1.058	200.0
1.358	200.0
1.658	187.5
1.978	181.8
2.308	200.0
2.608	206.9
2.898	193.5
3.208	181.8
3.538	193.5
3.848	131.0
4.306	186.3
4.628	230.8
4.888	231.7
5.147	271.5
5.368	193.5
5.678	214.3
5.958	222.2
6.228	260.9
6.458	285.7
6.668	250.0
6.908	222.2
7.178	240.0
7.428	240.0
7.678	200.0
7.978	359.3
8.145	219.8
8.418	250.0
8.658	230.8
8.918	271.5
9.139	239.0
9.390	288.5
9.598	260.9
9.828	222.2
10.098	206.9
10.388	214.3
10.668	222.2
10.938	206.9
11.228	222.2
11.498	240.0
11.748	214.3
12.028	211.3
12.312	234.4
12.568	222.2
12.838	206.9
13.128	193.5
13.438	193.5
13.748	214.3
14.028	222.2
14.298	187.5
14.618	285.7
14.828	230.8
15.088	206.9
15.378	240.0
15.628	230.8
15.888	230.8
16.148	200.0
16.448	157.9
16.828	139.5
17.258	240.0
17.508	187.5
17.828	193.5
18.138	181.8
18.468	307.7
18.663	235.3
18.918	285.7
19.128	214.3
19.408	228.1
19.671	224.7
19.938	171.4
20.288	222.2
20.558	285.7
20.768	222.2
21.038	230.8
21.298	222.2
21.568	258.6
21.800	275.2
22.018	260.9
22.248	200.0
22.548	206.9
22.838	166.7
23.198	142.9
23.618	139.5
24.048	215.1
24.327	176.0
24.668	176.5
25.008	193.5
25.318	232.6
25.576	231.7
25.835	392.2
25.988	193.5
26.298	222.2
26.568	187.5
26.888	150.0
27.288	187.5
27.608	230.8
27.868	260.9
28.098	222.2
28.368	240.0
28.618	260.9
28.848	260.9
29.078	222.2
29.348	193.5
29.658	171.4
30.008	136.4
30.448	130.4
30.908	121.5
31.402	163.9
31.768	258.6
32.000	229.9
32.261	359.3
32.428	193.5
32.738	260.9
32.968	200.0
33.268	260.9
33.498	300.0
33.698	285.7
33.908	214.3
34.188	240.0
34.438	206.9
34.728	230.8
34.988	300.0
35.188	300.0
35.388	214.3
35.668	240.0
35.918	250.0
36.158	206.9
36.448	333.3
36.628	300.0
36.828	206.9
37.118	214.3
37.398	206.9
37.688	230.8
37.948	193.5
38.258	230.8
38.518	240.0
38.768	206.9
39.058	222.2
39.328	214.3
39.608	250.0
39.848	200.0
40.148	176.5
40.488	214.3
40.768	214.3
41.048	240.0
41.298	187.5
41.618	240.0
41.868	230.8
42.128	206.9
42.418	222.2
42.688	214.3
42.968	240.0
43.218	206.9
43.508	187.5
43.828	206.9
44.118	187.5
44.438	176.5
44.778	187.5
45.098	181.8
45.428	162.2
45.798	176.5
46.138	176.5
46.478	157.9
46.858	150.0
47.258	139.5
47.688	103.4
48.268	117.6
48.778	136.4
49.218	166.7
49.578	150.0
49.978	214.3
50.258	181.8
50.588	193.5
50.898	260.9
51.128	206.9
51.418	187.5
51.738	240.0
51.988	214.3
52.268	166.7
52.628	187.5
52.948	206.9
53.238	150.0
53.638	250.0
53.878	222.2
54.148	238.1
54.400	275.2
54.618	206.9
54.908	214.3
55.188	260.9
55.418	200.0
55.718	162.2
56.088	193.5
56.398	187.5
56.718	153.8
57.108	240.0
57.358	206.9
57.648	200.0
57.948	272.7
58.168	193.5
58.478	187.5
58.798	280.4
59.012	209.8
59.298	166.7
59.658	187.5
59.978	222.2
60.248	139.5
60.678	193.5
60.988	181.8
61.318	153.8
61.708	230.8
61.968	214.3
62.248	222.2
62.518	193.5
62.828	166.7
63.188	130.4
63.648	162.2
64.018	206.9
64.308	162.2
64.678	187.5
64.998	214.3
65.278	139.5
65.708	250.0
65.948	193.5
66.258	187.5
66.578	240.0
66.828	187.5
67.148	162.2
67.518	171.4
67.868	230.8
68.128	162.2
68.498	181.8
68.828	222.2
69.098	142.9
69.518	250.0
69.758	193.5
70.068	200.0
70.368	222.2
70.638	200.0
70.938	162.2
71.308	190.5
71.623	190.5
71.938	150.0
72.338	193.5
72.648	214.3
72.928	171.4
73.278	222.2
73.548	206.9
73.838	200.0
74.138	206.9
74.428	193.5
74.738	171.4
75.088	176.5
75.428	206.9
75.718	157.9
76.098	153.8
76.488	200.0
76.788	108.1
77.343	155.8
77.728	171.4
78.078	115.4
78.598	117.6
79.108	133.3
79.558	131.0
80.016	161.3
80.388	240.0
80.638	250.0
80.878	260.9
81.108	206.9
81.398	250.0
81.638	230.8
81.898	277.8
82.114	269.1
82.337	271.5
82.558	230.8
82.818	259.7
83.049	231.7
83.308	222.2
83.578	382.2
83.735	246.9
83.978	214.3
84.258	272.7
84.478	265.5
84.704	211.3
84.988	337.1
85.166	258.6
85.398	206.9
85.688	222.2
85.958	193.5
86.268	240.0
86.518	206.9
86.808	272.7
87.028	214.3
87.308	214.3
87.588	230.8
87.848	214.3
88.128	230.8
88.388	222.2
88.658	181.8
88.988	181.8
89.318	206.9
89.608	250.0
89.848	206.9
90.138	240.0
90.388	260.9
90.618	206.9
90.908	230.8
91.168	240.0
91.418	240.0
91.668	206.9
91.958	200.0
92.258	200.0
92.558	206.9
92.848	203.4
93.143	203.4
93.438	214.3
93.718	214.3
93.998	214.3
94.278	214.3
94.558	234.4
94.814	197.4
95.118	228.1
95.381	227.3
95.645	228.1
95.908	187.5
96.228	222.2
96.498	222.2
96.768	206.9
97.058	206.9
97.348	240.0
97.598	230.8
97.858	250.0
98.098	176.5
98.438	30000.0
98.440	177.5
98.778	176.5
99.118	200.0
99.418	214.3
99.698	214.3
99.978	200.0
100.278	173.9
100.623	173.9
100.968	214.3
101.248	206.9
101.538	250.0
101.778	206.9
102.068	178.6
102.404	160.4
102.778	181.8
103.108	192.9
103.419	200.7
103.718	176.5
104.058	190.5
104.373	190.5
104.688	187.5
105.008	206.9
105.298	200.0
105.598	153.8
105.988	55.5