# !!!performance-id:	pid9129-17
# !!!title:		Mazurka in C-sharp minor, Op. 63, No. 3
# !!!trials:		1
# !!!date: 		2007/04/02/
# !!!reverse-conductor:	Craig Stuart Sapp
# !!!performer: 		Paul von Schilhawsky
# !!!performance-date:	1960
# !!!label:		Accord 476 9011
# !!!label-title:		Chopin: valses, mazurkas
# !!!offset:		0
0.328	87.0
1.018	83.3
1.738	88.2
2.418	109.1
2.968	111.1
3.508	78.9
4.268	98.4
4.878	107.1
5.438	95.2
6.068	127.7
6.538	120.0
7.038	90.9
7.698	105.3
8.268	80.0
9.018	98.4
9.628	76.9
10.408	96.8
11.028	113.2
11.558	105.3
12.128	96.8
12.748	65.4
13.665	69.3
14.531	116.1
15.048	78.9
15.808	101.7
16.398	96.8
17.018	101.7
17.608	120.0
18.108	111.1
18.648	113.2
19.178	130.4
19.638	120.0
20.138	127.7
20.608	130.4
21.068	113.2
21.598	107.1
22.158	102.6
22.743	79.9
23.494	89.0
24.168	78.9
24.928	83.3
25.648	100.0
26.248	78.5
27.012	80.4
27.758	64.5
28.688	61.4
29.665	76.5
30.449	93.9
31.088	115.4
31.608	107.1
32.168	107.1
32.728	142.9
33.148	127.7
33.618	139.5
34.048	162.2
34.418	142.9
34.838	150.0
35.238	165.7
35.600	163.0
35.968	153.8
36.358	171.4
36.708	117.6
37.218	117.6
37.728	153.8
38.118	146.3
38.528	150.0
38.928	114.3
39.453	87.5
40.139	107.3
40.698	109.1
41.248	100.0
41.848	80.0
42.598	67.6
43.486	64.4
44.418	74.1
45.228	136.4
45.668	136.4
46.108	136.4
46.548	166.7
46.908	153.8
47.298	150.0
47.698	150.0
48.098	153.8
48.488	166.7
48.848	170.5
49.200	128.2
49.668	146.3
50.078	150.0
50.478	125.0
50.958	122.4
51.448	105.3
52.018	98.4
52.628	98.4
53.238	72.3
54.068	56.1
55.138	62.5
56.098	57.1
57.148	111.1
57.688	136.4
58.128	150.0
58.528	146.3
58.938	150.0
59.338	142.9
59.758	137.0
60.196	153.1
60.588	153.8
60.978	146.3
61.388	150.0
61.788	157.9
62.168	125.0
62.648	157.9
63.028	153.8
63.418	153.8
63.808	150.0
64.208	153.8
64.598	150.0
64.998	139.5
65.428	142.9
65.848	162.2
66.218	146.3
66.628	153.8
67.018	133.3
67.468	157.9
67.848	164.8
68.212	144.2
68.628	146.3
69.038	157.9
69.418	153.8
69.808	150.0
70.208	153.8
70.598	146.3
71.008	146.3
71.418	157.9
71.798	146.3
72.208	150.0
72.608	171.4
72.958	150.0
73.358	157.9
73.738	166.7
74.098	130.4
74.558	139.5
74.988	117.6
75.498	84.5
76.208	75.9
76.998	75.0
77.798	66.7
78.698	84.5
79.408	95.2
80.038	81.1
80.778	63.2
81.728	95.2
82.358	82.2
83.088	117.6
83.598	120.0
84.098	98.4
84.708	73.2
85.528	98.4
86.138	83.3
86.858	92.3
87.508	100.3
88.106	108.7
88.658	117.6
89.168	111.1
89.708	105.3
90.278	76.9
91.058	63.2
92.008	105.3
92.578	66.7
93.478	133.3
93.928	84.6
94.637	113.0
95.168	117.6
95.678	92.3
96.328	64.0
97.265	101.2
97.858	92.3
98.508	107.1
99.068	122.4
99.558	109.1
100.108	123.0
100.596	153.1
100.988	115.4
101.508	127.7
101.978	86.8
102.669	111.3
103.208	47.1
104.482	25.6
106.828	78.9
107.588	101.7
108.178	111.1
108.718	93.8
109.358	78.9
110.118	69.0
110.988	85.7
111.688	98.4
112.298	95.2
112.928	98.4
113.538	105.3
114.108	122.4
114.598	111.1
115.138	103.4
115.718	92.3
116.368	105.1
116.939	109.3
117.488	109.1
118.038	103.4
118.618	111.1
119.158	113.2
119.688	117.6
120.198	122.4
120.688	136.4
121.128	101.7
121.718	130.4
122.178	127.7
122.648	105.3
123.218	100.0
123.818	127.7
124.288	98.4
124.898	89.6
125.568	69.0
126.438	69.0
127.308	31.3
129.228	16.6
132.838	77.1
133.616	110.7
134.158	111.1
134.698	78.9