# !!!performance-id:	pid9073b-16
# !!!title:	        Mazurka in C-sharp minor, Op. 63, No. 3
# !!!trials:	        1
# !!!date:	        2007/03/31/
# !!!reverse-conductor:	Craig Stuart Sapp
# !!!performer:	        Joyce Hatto
# !!!performance-date:	1997
# !!!label:	        Concert Artist 92712
# !!!label-title:	        Chopin: The Mazurkas
# !!!offset:		0
0.668	122.4
1.158	83.3
1.878	80.0
2.628	130.4
3.088	150.0
3.488	87.0
4.178	105.3
4.748	92.3
5.398	113.2
5.928	142.9
6.348	150.0
6.748	95.2
7.378	113.2
7.908	111.1
8.448	98.4
9.058	130.4
9.518	136.4
9.958	107.1
10.518	125.0
10.998	127.7
11.468	84.5
12.178	101.7
12.768	120.0
13.268	84.5
13.978	120.0
14.478	115.8
14.996	106.8
15.558	136.4
15.998	153.8
16.388	92.3
17.038	133.3
17.488	125.0
17.968	120.0
18.468	136.4
18.908	146.3
19.318	89.6
19.988	92.3
20.638	95.2
21.268	95.2
21.898	130.4
22.358	125.0
22.838	111.1
23.378	122.4
23.868	122.4
24.358	87.0
25.048	105.3
25.618	83.2
26.339	117.9
26.848	139.5
27.278	117.6
27.788	105.3
28.358	146.3
28.768	133.3
29.218	139.5
29.648	181.8
29.978	127.7
30.448	101.7
31.038	125.0
31.518	120.0
32.018	146.3
32.428	136.4
32.868	122.4
33.358	120.0
33.858	142.9
34.278	117.6
34.788	125.0
35.268	153.8
35.658	127.7
36.128	139.5
36.558	127.7
37.028	113.2
37.558	115.4
38.078	105.3
38.648	72.3
39.478	96.8
40.098	127.7
40.568	85.7
41.268	113.2
41.798	150.0
42.198	115.4
42.718	96.8
43.338	136.4
43.778	120.0
44.278	146.3
44.688	127.7
45.158	142.2
45.580	123.0
46.068	133.3
46.518	117.6
47.028	120.0
47.528	115.4
48.048	109.1
48.598	111.1
49.138	88.2
49.818	65.9
50.728	56.1
51.798	95.2
52.428	122.4
52.918	133.3
53.368	139.5
53.798	173.9
54.143	141.2
54.568	150.0
54.968	142.9
55.388	162.2
55.758	157.9
56.138	146.3
56.548	122.4
57.038	133.3
57.488	139.5
57.918	150.0
58.318	153.8
58.708	166.7
59.068	122.4
59.558	136.4
59.998	125.0
60.478	136.4
60.918	139.5
61.348	112.4
61.882	99.0
62.488	90.9
63.148	100.0
63.748	139.5
64.178	133.3
64.628	142.9
65.048	130.4
65.508	136.4
65.948	133.3
66.398	146.3
66.808	153.8
67.198	133.3
67.648	111.1
68.188	103.4
68.768	109.1
69.318	162.2
69.688	139.5
70.118	122.4
70.608	122.4
71.098	127.7
71.568	111.1
72.108	117.6
72.618	105.3
73.188	77.0
73.967	68.1
74.848	49.2
76.068	59.4
77.078	80.0
77.828	60.0
78.828	60.6
79.818	84.5
80.528	136.4
80.968	93.8
81.608	102.0
82.196	122.0
82.688	87.0
83.378	92.3
84.028	127.7
84.498	84.0
85.212	97.4
85.828	115.4
86.348	109.1
86.898	115.4
87.418	107.1
87.978	120.0
88.478	82.2
89.208	92.3
89.858	109.1
90.408	89.6
91.078	113.2
91.608	83.3
92.328	101.7
92.918	136.4
93.358	136.4
93.798	98.4
94.408	115.4
94.928	122.4
95.418	115.4
95.938	113.2
96.468	72.3
97.298	95.2
97.928	83.3
98.648	68.2
99.528	81.1
100.268	63.8
101.208	61.9
102.178	33.2
103.984	23.6
106.528	81.1
107.268	93.8
107.908	110.1
108.453	77.4
109.228	65.2
110.148	69.8
111.008	76.9
111.788	84.5
112.498	83.3
113.218	107.1
113.778	101.7
114.368	85.7
115.068	73.2
115.888	133.0
116.339	103.6
116.918	87.0
117.608	101.7
118.198	117.6
118.708	80.0
119.458	105.3
120.028	92.3
120.678	111.1
121.218	107.1
121.778	115.4
122.298	111.1
122.838	109.1
123.388	85.7
124.088	72.3
124.918	75.0
125.718	69.0
126.588	69.0
127.458	77.9
128.228	87.0
128.918	77.9
129.688	42.0
131.118	29.3
133.168	90.9
133.828	101.7
134.418	105.3
134.988	69.8