# !!!performance-id:	pid9048b-16
# !!!title:		Mazurka in C-sharp minor, Op. 63, No. 3
# !!!trials:		1
# !!!date: 		2007/03/28/
# !!!reverse-conductor:	Craig Stuart Sapp
# !!!performer: 		Frederic Chiu
# !!!performance-date:	1999
# !!!label:		Harmonia Mundi 	HMX 2907352.53
# !!!label-title:		Chopin Complete Mazurkas
# !!!offset:		0
1.608	103.4
2.188	81.0
2.929	111.3
3.468	130.4
3.928	133.3
4.378	125.0
4.858	122.4
5.348	133.3
5.798	127.7
6.268	157.9
6.648	136.4
7.088	115.4
7.608	125.0
8.088	94.6
8.722	131.6
9.178	157.9
9.558	138.2
9.992	153.1
10.384	148.5
10.788	146.3
11.198	125.0
11.678	162.2
12.048	142.9
12.468	133.3
12.918	109.1
13.468	100.8
14.063	114.3
14.588	157.9
14.968	133.3
15.418	125.0
15.898	130.4
16.358	130.4
16.818	136.4
17.258	153.8
17.648	117.0
18.161	102.2
18.748	87.7
19.432	85.0
20.138	133.3
20.588	150.0
20.988	130.4
21.448	139.5
21.878	153.8
22.268	136.4
22.708	125.0
23.188	153.8
23.578	92.4
24.227	146.0
24.638	162.2
25.008	105.3
25.578	150.0
25.978	153.8
26.368	105.8
26.935	165.3
27.298	181.8
27.628	139.5
28.058	115.4
28.578	107.1
29.138	157.9
29.518	176.5
29.858	166.7
30.218	130.4
30.678	166.7
31.038	171.4
31.388	153.8
31.778	133.3
32.228	99.2
32.833	105.1
33.404	148.5
33.808	146.3
34.218	84.2
34.931	94.2
35.568	128.8
36.034	70.5
36.885	89.2
37.558	125.0
38.038	99.5
38.641	128.5
39.108	146.3
39.518	120.0
40.018	111.1
40.558	107.1
41.118	133.3
41.568	133.3
42.018	133.3
42.468	130.4
42.928	150.0
43.328	136.4
43.768	125.0
44.248	115.4
44.768	92.3
45.418	146.3
45.828	127.7
46.298	113.2
46.828	88.2
47.508	95.2
48.138	61.9
49.108	89.2
49.781	80.3
50.528	84.9
51.235	132.5
51.688	127.7
52.158	122.4
52.648	120.0
53.148	139.9
53.577	124.7
54.058	127.7
54.528	102.6
55.113	106.2
55.678	79.2
56.436	132.7
56.888	117.6
57.398	139.5
57.828	136.4
58.268	105.6
58.836	122.0
59.328	136.4
59.768	99.3
60.372	134.5
60.818	125.0
61.298	93.2
61.942	90.1
62.608	136.4
63.048	146.3
63.458	136.4
63.898	127.7
64.368	107.5
64.926	149.3
65.328	136.4
65.768	146.3
66.178	125.0
66.658	105.3
67.228	120.0
67.728	127.7
68.198	146.3
68.608	142.9
69.028	136.4
69.468	110.5
70.011	115.4
70.531	125.8
71.008	111.1
71.548	106.4
72.112	102.7
72.696	93.5
73.338	100.0
73.938	103.3
74.519	57.7
75.558	64.2
76.492	106.0
77.058	113.2
77.588	109.1
78.138	120.0
78.638	95.2
79.268	125.0
79.748	98.2
80.359	92.4
81.008	133.3
81.458	98.4
82.068	157.9
82.448	136.4
82.888	130.4
83.348	146.3
83.758	139.5
84.188	147.1
84.596	122.0
85.088	127.7
85.558	120.0
86.058	122.4
86.548	107.1
87.108	95.4
87.737	119.8
88.238	133.3
88.688	125.0
89.168	115.4
89.688	117.6
90.198	98.8
90.805	146.7
91.214	148.5
91.618	88.2
92.298	85.7
92.998	109.1
93.548	130.4
94.008	103.4
94.588	97.2
95.205	110.5
95.748	54.1
96.858	33.9
98.628	79.7
99.381	107.7
99.938	109.1
100.488	98.4
101.098	92.3
101.748	84.5
102.458	70.6
103.308	103.4
103.888	92.3
104.538	107.9
105.094	67.1
105.988	113.2
106.518	78.5
107.282	82.6
108.008	88.2
108.688	125.0
109.168	96.9
109.787	78.9
110.547	65.0
111.470	83.6
112.188	88.2
112.868	107.1
113.428	95.5
114.056	84.3
114.768	66.1
115.676	89.3
116.348	78.7
117.110	96.6
117.731	102.2
118.318	79.9
119.069	114.7
119.592	89.7
120.261	108.9
120.812	98.0
121.424	48.3
122.665	32.3
124.523	65.4
125.441	88.6
126.118	92.3
126.768	62.5