# !!!performance-id:	pid9198h-18
# !!!title:		Mazurka in C-sharp minor, Op. 63, No. 3
# !!!trials:		1
# !!!date: 		2008/04/04/
# !!!reverse-conductor:	Craig Stuart Sapp
# !!!performer: 		Cor de Groot
# !!!performance-date:	1988
# !!!label:		Brillian Classics 93202
# !!!label-title:		Chopin: Complete Works, vol. 8
# !!!offset:		0
0.446	124.5
0.928	76.9
1.708	87.0
2.398	95.2
3.028	146.3
3.438	96.6
4.059	127.9
4.528	139.5
4.958	103.4
5.538	100.0
6.138	153.8
6.528	109.1
7.078	150.0
7.478	142.9
7.898	113.2
8.428	115.4
8.948	150.0
9.348	111.1
9.888	122.4
10.378	101.7
10.968	98.0
11.580	97.1
12.198	146.3
12.608	96.8
13.228	151.5
13.624	82.9
14.348	95.2
14.978	120.0
15.478	113.2
16.008	111.1
16.548	150.0
16.948	146.3
17.358	109.1
17.908	111.1
18.448	153.8
18.838	139.5
19.268	122.4
19.758	127.7
20.228	122.4
20.718	127.7
21.188	162.2
21.558	115.4
22.078	117.6
22.588	100.0
23.188	103.4
23.768	87.0
24.458	71.9
25.292	126.3
25.767	157.5
26.148	76.9
26.928	82.2
27.658	142.9
28.078	89.6
28.748	130.4
29.208	181.8
29.538	122.4
30.028	105.3
30.598	136.4
31.038	140.5
31.465	160.9
31.838	139.5
32.268	105.3
32.838	136.4
33.278	150.0
33.678	120.0
34.178	115.8
34.696	127.1
35.168	105.4
35.737	122.2
36.228	166.7
36.588	93.9
37.227	98.2
37.838	55.0
38.928	61.1
39.910	64.0
40.848	133.3
41.298	101.7
41.888	115.4
42.408	162.2
42.778	109.1
43.328	90.9
43.988	133.3
44.438	117.0
44.951	158.7
45.329	127.9
45.798	109.1
46.348	142.9
46.768	131.6
47.224	129.3
47.688	122.4
48.178	105.8
48.745	101.2
49.338	92.3
49.988	74.1
50.798	65.2
51.718	66.7
52.618	68.0
53.500	78.1
54.268	107.1
54.828	115.4
55.348	127.7
55.818	102.4
56.404	102.7
56.988	125.0
57.468	125.0
57.948	111.9
58.484	118.6
58.990	92.6
59.638	85.6
60.339	73.3
61.157	126.6
61.631	125.8
62.108	162.2
62.478	123.2
62.965	135.4
63.408	117.6
63.918	113.2
64.448	102.2
65.035	112.4
65.569	87.1
66.258	77.6
67.031	104.0
67.608	130.4
68.068	127.7
68.538	125.0
69.018	90.9
69.678	130.4
70.138	171.4
70.488	136.4
70.928	106.0
71.494	126.6
71.968	87.0
72.658	98.4
73.268	115.4
73.788	142.9
74.208	142.9
74.628	146.3
75.038	133.3
75.488	150.0
75.888	150.0
76.288	130.4
76.748	122.4
77.238	107.1
77.798	75.4
78.594	91.7
79.248	84.2
79.961	63.2
80.910	71.6
81.748	109.1
82.298	88.9
82.973	151.9
83.368	153.8
83.758	127.7
84.228	142.9
84.648	127.7
85.118	150.0
85.518	139.5
85.948	125.0
86.428	109.1
86.978	122.4
87.468	166.7
87.828	117.6
88.338	127.7
88.808	133.3
89.258	109.1
89.808	95.2
90.438	150.0
90.838	109.1
91.388	103.4
91.968	69.0
92.837	89.4
93.508	92.3
94.158	142.9
94.578	89.6
95.248	127.7
95.718	120.0
96.218	120.0
96.718	117.0
97.231	111.7
97.768	113.2
98.298	120.0
98.798	122.4
99.288	142.9
99.708	108.1
100.263	131.9
100.718	87.0
101.408	40.8
102.878	89.0
103.552	114.1
104.078	170.0
104.431	104.0
105.008	89.6
105.678	60.9
106.664	85.5
107.366	88.0
108.048	81.1
108.788	99.8
109.389	133.6
109.838	133.3
110.288	109.1
110.838	96.8
111.458	109.1
112.008	122.4
112.498	101.7
113.088	93.8
113.728	80.0
114.478	119.0
114.982	65.2
115.902	66.2
116.808	126.1
117.284	108.3
117.838	139.5
118.268	120.0
118.768	120.0
119.268	120.0
119.768	130.4
120.228	113.2
120.758	107.1
121.318	112.1
121.853	116.5
122.368	130.4
122.828	117.6
123.338	47.4
124.604	81.7
125.338	124.5
125.820	94.0
126.458	69.8
127.318	72.3