# !!!performance-id:      pid9104b-12
# !!!title:               Mazurka in C-sharp minor, Op. 63, No. 3
# !!!trials:               1
# !!!date:                2007/04/02/
# !!!reverse-conductor:   Craig Stuart Sapp
# !!!performer:           Maria Cristina Mohovich
# !!!performance-date:    1999
# !!!label:               Agora AG 231.2
# !!!label-title:         Frederic Chopin: Mazurkas
# !!!offset:		0
0.718	84.5
1.428	107.1
1.988	83.3
2.708	133.3
3.158	142.9
3.578	93.8
4.218	139.5
4.648	150.0
5.048	111.1
5.588	150.0
5.988	157.9
6.368	120.0
6.868	150.0
7.268	85.5
7.970	92.6
8.618	118.3
9.125	152.7
9.518	146.3
9.928	162.2
10.298	150.0
10.698	130.4
11.158	127.7
11.628	171.4
11.978	101.7
12.568	162.2
12.938	109.1
13.488	103.4
14.068	128.2
14.536	156.7
14.919	117.9
15.428	150.0
15.828	139.5
16.258	113.2
16.788	162.2
17.158	150.0
17.558	105.3
18.128	110.9
18.669	80.1
19.418	96.8
20.038	129.0
20.503	164.4
20.868	153.8
21.258	146.3
21.668	120.0
22.168	109.1
22.718	99.0
23.324	80.8
24.067	192.9
24.378	133.3
24.828	81.1
25.568	125.0
26.048	133.3
26.498	75.3
27.295	185.8
27.618	206.9
27.908	133.3
28.358	111.1
28.898	115.4
29.418	142.9
29.838	171.4
30.188	129.9
30.650	98.7
31.258	130.4
31.718	153.8
32.108	87.0
32.798	153.8
33.188	162.2
33.558	70.8
34.406	174.9
34.749	122.7
35.238	136.4
35.678	150.0
36.078	81.1
36.818	65.6
37.732	79.4
38.488	95.8
39.114	75.5
39.909	178.0
40.246	229.0
40.508	125.0
40.988	122.4
41.478	127.7
41.948	157.9
42.328	176.5
42.668	117.6
43.178	120.0
43.678	100.5
44.275	152.7
44.668	162.2
45.038	166.7
45.398	114.3
45.923	111.1
46.463	137.9
46.898	92.2
47.549	85.8
48.248	51.8
49.406	55.9
50.480	68.4
51.357	113.0
51.888	104.9
52.460	147.1
52.868	109.1
53.418	146.3
53.828	107.1
54.388	136.4
54.828	153.8
55.218	111.1
55.758	89.6
56.428	87.0
57.118	111.1
57.658	139.5
58.088	124.0
58.572	147.8
58.978	146.3
59.388	123.7
59.873	129.0
60.338	150.0
60.738	129.3
61.202	96.6
61.823	91.6
62.478	75.9
63.269	117.9
63.778	139.5
64.208	115.8
64.726	120.2
65.225	145.3
65.638	162.2
66.008	146.3
66.418	146.3
66.828	138.2
67.262	123.0
67.750	103.8
68.328	109.1
68.878	115.4
69.398	146.3
69.808	122.4
70.298	118.8
70.803	164.4
71.168	141.2
71.593	137.9
72.028	150.0
72.428	112.1
72.963	70.3
73.816	68.8
74.688	84.5
75.398	80.0
76.148	83.8
76.864	102.7
77.448	107.1
78.008	105.3
78.578	150.0
78.978	153.8
79.368	96.8
79.988	119.0
80.492	128.8
80.958	136.4
81.398	142.9
81.818	90.9
82.478	77.9
83.248	114.5
83.772	144.2
84.188	142.9
84.608	157.9
84.988	139.5
85.418	96.8
86.038	105.3
86.608	155.4
86.994	99.5
87.597	146.0
88.008	101.7
88.598	89.6
89.268	125.0
89.748	162.2
90.118	127.7
90.588	162.2
90.958	130.4
91.418	107.1
91.978	162.2
92.348	92.6
92.996	108.7
93.548	125.0
94.028	150.0
94.428	166.7
94.788	93.8
95.428	113.6
95.956	93.5
96.598	34.1
98.358	83.8
99.074	152.3
99.468	125.0
99.948	125.0
100.428	89.6
101.098	77.9
101.868	60.2
102.864	67.9
103.748	127.7
104.218	84.5
104.928	122.4
105.418	136.4
105.858	120.0
106.358	78.9
107.118	98.4
107.728	130.4
108.188	136.4
108.628	150.0
109.028	130.4
109.488	113.2
110.018	122.4
110.508	130.4
110.968	99.3
111.572	144.2
111.988	142.9
112.408	133.3
112.858	130.4
113.318	146.3
113.728	133.3
114.178	150.0
114.578	127.7
115.048	130.4
115.508	117.6
116.018	109.1
116.568	95.2
117.198	42.0
118.628	66.1
119.536	156.7
119.919	146.7
120.328	68.2