# !!!performance-id:	pid9153-15
# !!!title:		Mazurka in C major, Op. 24, No. 2
# !!!trials:		1
# !!!date:		2008/04/20/
# !!!reverse-conductor:	Craig Stuart Sapp
# !!!performer:		Garrick Ohlsson
# !!!performance-date:	1999
# !!!label:		Arabesque Z6730-2
# !!!label-title:		Complete Chopin Piano Works, Volume 11
# !!!offset:		0
0.448	176.5
0.788	171.4
1.138	187.5
1.458	181.8
1.788	187.5
2.108	176.5
2.448	190.5
2.763	173.9
3.108	187.5
3.428	181.8
3.758	162.2
4.128	127.7
4.598	162.2
4.968	234.4
5.224	241.0
5.473	210.5
5.758	176.5
6.098	181.8
6.428	193.5
6.738	230.8
6.998	240.0
7.248	240.0
7.498	157.9
7.878	176.5
8.218	214.3
8.498	206.9
8.788	240.0
9.038	240.0
9.288	181.8
9.618	200.0
9.918	214.3
10.198	193.5
10.508	272.7
10.728	250.0
10.968	157.9
11.348	171.4
11.698	200.0
11.998	206.9
12.288	166.7
12.648	198.0
12.951	224.7
13.218	200.0
13.518	214.3
13.798	206.9
14.088	222.2
14.358	181.8
14.688	187.5
15.008	193.5
15.318	201.3
15.616	212.8
15.898	193.5
16.208	222.2
16.478	206.9
16.768	192.3
17.080	215.8
17.358	194.2
17.667	229.9
17.928	187.5
18.248	187.5
18.568	161.7
18.939	207.6
19.228	166.7
19.588	176.5
19.928	229.0
20.190	208.3
20.478	250.0
20.718	206.9
21.008	180.2
21.341	202.0
21.638	182.4
21.967	181.3
22.298	187.5
22.618	214.3
22.898	206.9
23.188	184.0
23.514	162.2
23.884	204.1
24.178	224.7
24.445	204.8
24.738	172.4
25.086	149.3
25.488	150.0
25.888	146.3
26.298	125.0
26.778	187.5
27.098	162.2
27.468	176.5
27.808	200.0
28.108	211.3
28.392	253.2
28.629	207.6
28.918	181.8
29.248	200.7
29.547	206.2
29.838	193.5
30.148	192.9
30.459	237.2
30.712	234.4
30.968	226.4
31.233	219.8
31.506	266.7
31.731	219.8
32.004	204.1
32.298	171.4
32.648	133.3
33.098	139.5
33.528	113.2
34.058	105.3
34.628	157.1
35.010	220.6
35.282	224.7
35.549	231.7
35.808	181.8
36.138	187.5
36.458	181.8
36.788	249.0
37.029	223.0
37.298	240.0
37.548	153.8
37.938	172.4
38.286	198.7
38.588	187.5
38.908	260.9
39.138	220.6
39.410	182.9
39.738	211.3
40.022	202.7
40.318	181.8
40.648	240.0
40.898	240.0
41.148	166.7
41.508	162.2
41.878	194.8
42.186	220.6
42.458	176.5
42.798	196.1
43.104	227.3
43.368	200.0
43.668	206.9
43.958	200.0
44.258	214.3
44.538	206.2
44.829	177.0
45.168	193.5
45.478	193.5
45.788	206.9
46.078	187.5
46.398	214.3
46.678	230.8
46.938	187.5
47.258	230.8
47.518	201.3
47.816	229.0
48.078	200.0
48.378	176.5
48.718	176.5
49.058	206.9
49.348	193.5
49.658	171.4
50.008	187.5
50.328	166.7
50.688	150.0
51.088	162.2
51.458	153.8
51.848	133.3
52.298	127.7
52.768	98.4
53.378	93.8
54.018	130.4
54.478	139.5
54.908	136.4
55.348	206.9
55.638	166.7
55.998	181.8
56.328	222.2
56.598	176.5
56.938	200.7
57.237	206.2
57.528	176.5
57.868	181.8
58.198	187.5
58.518	176.5
58.858	130.4
59.318	214.3
59.598	181.8
59.928	193.5
60.238	222.2
60.508	181.8
60.838	204.8
61.131	216.6
61.408	176.5
61.748	171.4
62.098	187.5
62.418	176.5
62.758	118.3
63.265	228.1
63.528	193.5
63.838	191.7
64.151	216.6
64.428	181.8
64.758	206.9
65.048	222.2
65.318	181.8
65.648	187.5
65.968	200.0
66.268	193.5
66.578	133.3
67.028	176.5
67.368	187.5
67.688	196.1
67.994	169.5
68.348	193.5
68.658	200.0
68.958	193.5
69.268	193.5
69.578	162.2
69.948	176.5
70.288	200.0
70.588	176.5
70.928	193.5
71.238	193.5
71.548	166.7
71.908	200.0
72.208	192.3
72.520	201.3
72.818	187.5
73.138	206.9
73.428	181.8
73.758	181.8
74.088	200.0
74.388	187.5
74.708	214.3
74.988	187.5
75.308	206.9
75.598	206.9
75.888	187.5
76.208	200.0
76.508	200.0
76.808	193.5
77.118	176.5
77.458	193.5
77.768	187.5
78.088	176.5
78.428	193.5
78.738	200.0
79.038	187.5
79.358	206.9
79.648	187.5
79.968	206.9
80.258	200.0
80.558	193.5
80.868	181.8
81.198	200.0
81.498	187.5
81.818	172.9
82.165	191.7
82.478	193.5
82.788	157.9
83.168	187.5
83.488	162.2
83.858	150.0
84.258	133.3
84.708	117.6
85.218	105.3
85.788	146.3
86.198	202.7
86.494	256.4
86.728	214.3
87.008	171.4
87.358	171.4
87.708	193.5
88.018	206.9
88.308	264.3
88.535	219.8
88.808	187.5
89.128	176.0
89.469	188.1
89.788	200.0
90.088	260.9
90.318	240.0
90.568	200.0
90.868	200.0
91.168	193.5
91.478	201.3
91.776	265.5
92.002	243.9
92.248	162.2
92.618	171.4
92.968	203.4
93.263	203.4
93.558	186.3
93.880	201.3
94.178	214.3
94.458	200.0
94.758	206.9
95.048	214.3
95.328	214.3
95.608	200.0
95.908	181.8
96.238	187.5
96.558	206.9
96.848	222.2
97.118	193.5
97.428	214.3
97.708	230.8
97.968	215.1
98.247	213.5
98.528	222.2
98.798	222.2
99.068	193.5
99.378	176.5
99.718	107.1
100.278	176.5
100.618	185.8
100.941	189.3
101.258	193.5
101.568	213.5
101.849	182.4
102.178	192.3
102.490	197.4
102.794	152.3
103.188	178.6
103.524	162.2
103.894	164.8
104.258	193.5
104.568	176.5
104.908	181.8
105.238	214.3
105.518	193.5
105.828	176.5
106.168	200.0
106.468	171.4
106.818	171.4
107.168	180.2
107.501	185.2
107.825	185.8
108.148	166.7
108.508	181.8
108.838	181.8
109.168	162.2
109.538	179.1
109.873	179.1
110.208	181.8
110.538	181.8
110.868	193.5
111.178	171.4
111.528	164.8
111.892	155.4
112.278	157.9
112.658	184.6
112.983	184.6
113.308	146.3
113.718	177.0
114.057	166.2
114.418	166.7
114.778	157.9
115.158	127.7
115.628	76.9
116.408	29.6