# !!!performance-id: 	pid9058b-12
# !!!title:	        Mazurka in C-sharp minor, Op. 63, No. 3
# !!!trials:	        1
# !!!date:	        2007/03/30/
# !!!reverse-conductor: 	Craig Stuart Sapp
# !!!performer:	        Vladimir Ashkenazy
# !!!performance-date: 	1981
# !!!label:	        Decca 448 086-2
# !!!label-title:	        Chopin Mazurkas
# !!!offset:		0
0.041	98.8
0.648	80.0
1.398	83.3
2.118	109.1
2.668	109.1
3.218	103.4
3.798	130.4
4.258	136.4
4.698	109.1
5.248	125.0
5.728	127.7
6.198	115.4
6.718	136.4
7.158	127.7
7.628	100.0
8.228	85.7
8.928	96.8
9.548	109.1
10.098	105.3
10.668	109.1
11.218	107.1
11.778	92.3
12.428	111.1
12.968	109.1
13.518	120.0
14.018	120.0
14.518	111.1
15.058	130.4
15.518	130.4
15.978	136.4
16.418	146.3
16.828	162.2
17.198	146.3
17.608	125.0
18.088	133.3
18.538	120.0
19.038	107.1
19.598	90.9
20.258	127.1
20.730	131.0
21.188	133.3
21.638	150.0
22.038	120.0
22.538	122.4
23.028	127.7
23.498	111.1
24.038	100.3
24.636	112.8
25.168	85.7
25.868	83.3
26.588	98.4
27.198	122.4
27.688	93.8
28.328	127.7
28.798	125.0
29.278	115.4
29.798	95.2
30.428	105.3
30.998	109.1
31.548	142.9
31.968	127.7
32.438	147.4
32.845	145.3
33.258	139.5
33.688	139.5
34.118	117.6
34.628	117.6
35.138	115.4
35.658	107.1
36.218	101.7
36.808	87.0
37.498	82.2
38.228	60.9
39.213	47.2
40.484	72.8
41.308	96.8
41.928	90.9
42.588	127.7
43.058	133.3
43.508	120.0
44.008	96.8
44.628	98.4
45.238	101.7
45.828	127.7
46.298	108.3
46.852	109.9
47.398	105.3
47.968	125.0
48.448	133.3
48.898	127.7
49.368	120.0
49.868	107.1
50.428	92.3
51.078	75.9
51.868	63.2
52.818	56.6
53.878	56.6
54.938	82.2
55.668	109.1
56.218	122.4
56.708	130.4
57.168	117.6
57.678	127.7
58.148	125.0
58.628	107.1
59.188	122.4
59.678	96.8
60.298	101.7
60.888	105.3
61.458	130.4
61.918	146.3
62.328	133.3
62.778	142.9
63.198	136.4
63.638	95.2
64.268	74.1
65.078	90.9
65.738	120.0
66.238	117.6
66.748	92.3
67.398	111.1
67.938	136.4
68.378	113.2
68.908	125.0
69.388	153.8
69.778	136.4
70.218	136.4
70.658	146.3
71.068	130.4
71.528	153.8
71.918	136.4
72.358	109.1
72.908	153.8
73.298	157.9
73.678	122.4
74.168	127.7
74.638	146.3
75.048	136.4
75.488	101.7
76.078	122.4
76.568	115.4
77.088	70.8
77.935	62.6
78.894	73.7
79.708	61.2
80.688	69.0
81.558	68.2
82.438	66.7
83.338	72.3
84.168	92.3
84.818	111.1
85.358	130.4
85.818	142.9
86.238	115.4
86.758	107.1
87.318	113.2
87.848	98.4
88.458	75.9
89.248	88.2
89.928	75.9
90.718	87.0
91.408	108.1
91.963	110.1
92.508	117.6
93.018	125.0
93.498	105.3
94.068	125.0
94.548	113.2
95.078	115.4
95.598	120.0
96.098	107.1
96.658	101.7
97.248	113.2
97.778	142.2
98.200	131.0
98.658	120.0
99.158	117.6
99.668	82.9
100.392	94.3
101.028	80.0
101.778	72.3
102.608	83.3
103.328	115.4
103.848	78.9
104.608	88.2
105.288	44.8
106.628	23.3
109.198	77.9
109.968	87.0
110.658	74.1
111.468	71.4
112.308	71.4
113.148	60.6
114.138	59.4
115.148	65.9
116.058	68.2
116.938	56.1
118.008	75.9
118.798	75.9
119.588	71.0
120.433	63.5
121.378	76.9
122.158	95.2
122.788	100.0
123.388	105.3
123.958	83.3
124.678	95.2
125.308	87.0
125.998	109.1
126.548	125.0
127.028	127.7
127.498	103.4
128.078	117.6
128.588	90.9
129.248	72.3
130.078	68.2
130.958	66.7
131.858	85.7
132.558	111.1
133.098	107.1
133.658	96.8
134.278	51.5
135.442	24.7
137.868	115.4
138.388	136.4
138.828	142.9
139.248	81.1