# !!!performance-id:      pid9060-15
# !!!title:               Mazurka in C major, Op. 24, No. 2
# !!!trials:              01/01
# !!!date:                2007/02/07/
# !!!reverse-conductor:   Craig Stuart Sapp
# !!!performer:           Alexander Brailowsky
# !!!performance-date:    1960
# !!!label:               Sony SB2K 63237
# !!!label-title:         Chopin Mazurkas (Complete) & Polonaises: Alexander Brailowsky
# !!!offset:		0
0.248	127.7
0.718	146.3
1.128	157.9
1.508	157.9
1.888	162.2
2.258	153.8
2.648	162.2
3.018	153.8
3.408	166.7
3.768	162.2
4.138	133.3
4.588	101.7
5.178	166.7
5.538	229.9
5.799	188.1
6.118	200.0
6.418	113.2
6.948	150.0
7.348	162.2
7.718	230.8
7.978	181.8
8.308	150.0
8.708	120.0
9.208	162.2
9.578	105.4
10.147	157.5
10.528	214.3
10.808	206.9
11.098	150.0
11.498	165.3
11.861	109.7
12.408	136.1
12.849	182.4
13.178	193.5
13.488	139.5
13.918	166.7
14.278	113.2
14.808	193.5
15.118	176.5
15.458	139.5
15.888	200.0
16.188	171.4
16.538	206.9
16.828	136.4
17.268	200.0
17.568	136.4
18.008	133.3
18.458	162.2
18.828	133.3
19.278	187.5
19.598	171.4
19.948	187.5
20.268	200.0
20.568	150.0
20.968	214.3
21.248	142.9
21.668	187.5
21.988	127.7
22.458	115.4
22.978	74.8
23.780	123.0
24.268	81.5
25.004	126.6
25.478	127.7
25.948	187.5
26.268	171.4
26.618	103.4
27.198	90.9
27.858	150.0
28.258	157.9
28.638	105.3
29.208	127.7
29.678	162.2
30.048	153.8
30.438	139.5
30.868	101.7
31.458	150.0
31.858	162.2
32.228	136.4
32.668	69.0
33.538	69.0
34.408	115.4
34.928	89.6
35.598	87.0
36.288	101.7
36.878	93.2
37.522	121.0
38.018	117.6
38.528	153.8
38.918	133.3
39.368	120.0
39.868	77.2
40.645	138.6
41.078	150.0
41.478	130.4
41.938	150.0
42.338	153.8
42.728	181.8
43.058	166.7
43.418	150.0
43.818	153.8
44.208	139.5
44.638	117.6
45.148	62.4
46.110	69.1
46.978	120.0
47.478	92.3
48.128	90.9
48.788	136.4
49.228	236.2
49.482	163.9
49.848	200.0
50.148	115.4
50.668	142.9
51.088	147.8
51.494	191.1
51.808	200.0
52.108	187.5
52.428	142.9
52.848	157.9
53.228	100.7
53.824	132.2
54.278	187.5
54.598	222.2
54.868	125.0
55.348	162.2
55.718	99.3
56.322	126.6
56.796	180.7
57.128	206.9
57.418	117.6
57.928	150.0
58.328	115.4
58.848	193.5
59.158	166.7
59.518	139.5
59.948	193.5
60.258	166.7
60.618	200.0
60.918	142.9
61.338	200.0
61.638	139.5
62.068	139.5
62.498	162.2
62.868	122.4
63.358	200.0
63.658	162.2
64.028	187.5
64.348	206.9
64.638	153.8
65.028	214.3
65.308	136.4
65.748	200.0
66.048	146.3
66.458	146.3
66.868	150.0
67.268	166.7
67.628	171.4
67.978	176.5
68.318	171.4
68.668	153.8
69.058	150.0
69.458	150.0
69.858	117.6
70.368	100.0
70.968	84.5
71.678	61.0
72.661	51.4
73.828	142.9
74.248	138.2
74.682	134.5
75.128	230.8
75.388	136.4
75.828	171.4
76.178	250.0
76.418	157.9
76.798	181.8
77.128	260.9
77.358	153.8
77.748	117.6
78.258	146.3
78.668	171.4
79.018	115.4
79.538	222.2
79.808	113.2
80.338	153.8
80.728	214.3
81.008	146.3
81.418	171.4
81.768	240.0
82.018	150.0
82.418	111.1
82.958	146.3
83.368	166.7
83.728	111.1
84.268	193.5
84.578	127.7
85.048	150.0
85.448	206.9
85.738	150.0
86.138	157.9
86.518	230.8
86.778	153.8
87.168	117.6
87.678	150.0
88.078	162.2
88.448	113.2
88.978	193.5
89.288	109.1
89.838	139.5
90.268	206.9
90.558	157.9
90.938	166.7
91.298	222.2
91.568	120.0
92.068	100.0
92.668	117.6
93.178	146.3
93.588	146.3
93.998	157.9
94.378	187.5
94.698	153.8
95.088	206.9
95.378	133.3
95.828	150.0
96.228	193.5
96.538	109.1
97.088	111.1
97.628	136.4
98.068	171.4
98.418	146.3
98.828	166.7
99.188	176.5
99.528	162.2
99.898	200.0
100.198	120.0
100.698	142.9
101.118	193.5
101.428	109.1
101.978	107.1
102.538	125.0
103.018	157.9
103.398	142.9
103.818	162.2
104.188	176.5
104.528	166.7
104.888	193.5
105.198	136.4
105.638	162.2
106.008	187.5
106.328	113.2
106.858	120.0
107.358	136.4
107.798	162.2
108.168	133.3
108.618	139.5
109.048	150.0
109.448	111.1
109.988	127.7
110.458	150.0
110.858	109.1
111.408	107.1
111.968	96.8
112.588	71.4
113.428	136.4
113.868	206.9
114.158	172.4
114.506	186.3
114.828	96.8
115.448	136.4
115.888	146.3
116.298	214.3
116.578	162.2
116.948	171.4
117.298	136.4
117.738	150.0
118.138	93.5
118.780	111.5
119.318	187.5
119.638	187.5
119.958	125.0
120.438	153.8
120.828	95.4
121.457	103.4
122.037	176.0
122.378	181.8
122.708	122.4
123.198	157.9
123.578	107.1
124.138	176.5
124.478	146.3
124.888	193.5
125.198	200.0
125.498	146.3
125.908	187.5
126.228	136.4
126.668	181.8
126.998	146.3
127.408	111.1
127.948	153.8
128.338	139.5
128.768	187.5
129.088	166.7
129.448	187.5
129.768	193.5
130.078	176.5
130.418	176.5
130.758	176.5
131.098	150.0
131.498	113.2
132.028	105.3
132.598	80.5
133.343	137.9
133.778	144.9
134.192	155.4
134.578	166.7
134.938	166.7
135.298	162.2
135.668	153.8
136.058	162.2
136.428	139.5
136.858	161.3
137.230	135.1
137.674	135.1
138.118	133.3
138.568	139.5
138.998	166.7
139.358	153.8
139.748	171.4
140.098	153.8
140.488	162.2
140.858	166.7
141.218	125.0
141.698	154.6
142.086	161.7
142.457	176.0
142.798	111.1
143.338	136.4
143.778	136.4
144.218	105.3
144.788	141.2
145.213	141.2
145.638	130.4
146.098	162.2
146.468	150.0
146.868	133.3
147.318	116.5
147.833	116.5
148.348	109.1
148.898	131.9
149.353	131.9
149.808	113.2
150.338	120.0
150.838	120.0
151.338	136.4
151.778	127.7
152.248	113.2
152.778	76.9
153.558	29.6