# !!!performance-id:      pid9061-15
# !!!title:               Mazurka in C major, Op. 24, No. 2
# !!!trials:               1
# !!!date:                2006/02/10/
# !!!reverse-conductor:   Craig Stuart Sapp
# !!!performer:           Alexander Uninsky
# !!!performance-date:    1959
# !!!label:               Philips 442 574-2
# !!!label-title:         Chopin: Complete Mazurkas, Complete Impromptus, Berceuse
# !!!offset:		0
1.278	130.4
1.738	162.2
2.108	162.2
2.478	150.0
2.878	162.2
3.248	171.4
3.598	150.0
3.998	150.0
4.398	157.9
4.778	139.5
5.208	130.4
5.668	96.8
6.288	153.8
6.678	206.9
6.968	230.8
7.228	214.3
7.508	171.4
7.858	206.9
8.148	166.7
8.508	214.3
8.788	230.8
9.048	188.7
9.366	165.7
9.728	171.4
10.078	166.7
10.438	161.7
10.809	262.0
11.038	222.2
11.308	176.5
11.648	214.3
11.928	171.4
12.278	163.0
12.646	275.2
12.864	197.4
13.168	157.9
13.548	166.7
13.908	146.3
14.318	214.3
14.598	171.4
14.948	166.7
15.308	230.8
15.568	171.4
15.918	230.8
16.178	193.5
16.488	250.0
16.728	153.8
17.118	181.8
17.448	193.5
17.758	166.7
18.118	240.0
18.368	181.8
18.698	222.2
18.968	206.9
19.258	162.2
19.628	230.8
19.888	171.4
20.238	240.0
20.488	176.5
20.828	150.0
21.228	120.0
21.728	206.9
22.018	162.2
22.388	193.5
22.698	193.5
23.008	193.5
23.318	222.2
23.588	206.9
23.878	171.4
24.228	230.8
24.488	176.5
24.828	200.0
25.128	176.5
25.468	214.3
25.748	162.2
26.118	176.5
26.458	146.3
26.868	193.5
27.178	200.0
27.478	200.0
27.778	162.2
28.148	162.2
28.518	139.5
28.948	122.4
29.438	150.0
29.838	187.5
30.158	157.9
30.538	200.0
30.838	187.5
31.158	193.5
31.468	200.0
31.768	214.3
32.048	176.5
32.388	230.8
32.648	176.5
32.988	193.5
33.298	171.4
33.648	193.5
33.958	187.5
34.278	214.3
34.558	187.5
34.878	214.3
35.158	206.9
35.448	193.5
35.758	125.0
36.238	153.8
36.628	139.5
37.058	93.5
37.700	83.6
38.418	115.4
38.938	181.8
39.268	206.9
39.558	200.0
39.858	187.5
40.178	193.5
40.488	181.8
40.818	200.0
41.118	240.0
41.368	188.7
41.686	180.7
42.018	193.5
42.328	183.5
42.655	160.4
43.029	251.0
43.268	222.2
43.538	181.8
43.868	222.2
44.138	181.8
44.468	159.6
44.844	256.4
45.078	198.7
45.380	167.6
45.738	176.5
46.078	150.0
46.478	230.8
46.738	162.2
47.108	176.5
47.448	222.2
47.718	176.5
48.058	214.3
48.338	187.5
48.658	230.8
48.918	176.5
49.258	187.5
49.578	200.0
49.878	166.7
50.238	230.8
50.498	162.2
50.868	214.3
51.148	214.3
51.428	181.8
51.758	230.8
52.018	193.5
52.328	230.8
52.588	171.4
52.938	166.7
53.298	160.0
53.673	160.0
54.048	181.8
54.378	157.9
54.758	176.5
55.098	181.8
55.428	164.4
55.793	164.4
56.158	142.9
56.578	146.3
56.988	130.4
57.448	88.2
58.128	69.0
58.998	120.0
59.498	126.1
59.974	87.7
60.658	190.5
60.973	134.8
61.418	166.7
61.778	214.3
62.058	166.7
62.418	181.8
62.748	222.2
63.018	171.4
63.368	193.5
63.678	157.9
64.058	171.4
64.408	96.5
65.030	219.8
65.303	155.8
65.688	206.9
65.978	214.3
66.258	176.5
66.598	200.0
66.898	214.3
67.178	187.5
67.498	200.0
67.798	176.5
68.138	181.8
68.468	98.7
69.076	247.9
69.318	181.8
69.648	181.8
69.978	230.8
70.238	176.5
70.578	181.8
70.908	214.3
71.188	187.5
71.508	193.5
71.818	146.3
72.228	166.7
72.588	136.4
73.028	214.3
73.308	187.5
73.628	187.5
73.948	214.3
74.228	171.4
74.578	214.3
74.858	193.5
75.168	187.5
75.488	171.4
75.838	139.5
76.268	214.3
76.548	176.5
76.888	171.4
77.238	214.3
77.518	200.0
77.818	222.2
78.088	193.5
78.398	206.9
78.688	230.8
78.948	193.5
79.258	157.9
79.638	157.9
80.018	222.2
80.288	171.4
80.638	181.8
80.968	222.2
81.238	193.5
81.548	230.8
81.808	181.8
82.138	200.0
82.438	214.3
82.718	193.5
83.028	153.8
83.418	150.0
83.818	181.8
84.148	181.8
84.478	181.8
84.808	214.3
85.088	200.0
85.388	230.8
85.648	181.8
85.978	230.8
86.238	206.9
86.528	200.0
86.828	171.4
87.178	166.7
87.538	206.9
87.828	171.4
88.178	176.5
88.518	176.5
88.858	166.7
89.218	153.8
89.608	162.2
89.978	142.9
90.398	130.4
90.858	93.8
91.498	67.3
92.389	92.6
93.037	193.5
93.347	192.9
93.658	206.9
93.948	142.9
94.368	187.5
94.688	166.7
95.048	214.3
95.328	214.3
95.608	184.6
95.933	169.0
96.288	187.5
96.608	166.7
96.968	162.2
97.338	240.0
97.588	211.3
97.872	178.6
98.208	230.8
98.468	176.5
98.808	179.1
99.143	266.7
99.368	228.1
99.631	178.0
99.968	176.5
100.308	153.8
100.698	222.2
100.968	157.9
101.348	200.0
101.648	240.0
101.898	181.8
102.228	222.2
102.498	200.0
102.798	240.0
103.048	176.5
103.388	171.4
103.738	193.5
104.048	166.7
104.408	222.2
104.678	181.8
105.008	214.3
105.288	222.2
105.558	200.0
105.858	222.2
106.128	214.3
106.408	206.9
106.698	166.7
107.058	171.4
107.408	122.4
107.898	162.2
108.268	193.5
108.578	166.7
108.938	171.4
109.288	176.5
109.628	193.5
109.938	157.9
110.318	181.8
110.648	146.3
111.058	191.1
111.372	199.3
111.673	185.8
111.996	164.4
112.361	159.2
112.738	176.5
113.078	157.9
113.458	187.5
113.778	157.9
114.158	176.5
114.498	176.5
114.838	153.8
115.228	204.1
115.522	210.5
115.807	221.4
116.078	157.9
116.458	179.1
116.793	179.1
117.128	142.9
117.548	173.9
117.893	173.9
118.238	171.4
118.588	181.8
118.918	157.9
119.298	153.8
119.688	137.9
120.123	156.7
120.506	133.3
120.956	172.4
121.304	141.5
121.728	125.0
122.208	155.8
122.593	155.8
122.978	133.3
123.428	153.8
123.818	113.2
124.348	64.5
125.278	32.4