# !!!performance-id:	pid9119-14
# !!!title:		Mazurka in C-sharp minor, Op. 63, No. 3
# !!!trials:		1
# !!!date: 		2007/03/30/
# !!!reverse-conductor:	Craig Stuart Sapp
# !!!performer: 		Henry Neighaus
# !!!performance-date:	1950
# !!!label:		Classical Records CR-083
# !!!label-title:		The Art of Henry Neighaus
# !!!offset:		0
0.288	92.3
0.938	111.1
1.478	139.5
1.908	162.2
2.278	131.6
2.734	121.5
3.228	157.9
3.608	171.4
3.958	150.0
4.358	176.5
4.698	138.2
5.132	140.8
5.558	176.5
5.898	136.4
6.338	150.0
6.738	157.9
7.118	142.9
7.538	157.9
7.918	139.5
8.348	130.2
8.809	158.3
9.188	142.9
9.608	125.0
10.088	113.4
10.617	103.3
11.198	113.2
11.728	146.3
12.138	157.9
12.518	122.2
13.009	127.9
13.478	187.5
13.798	153.8
14.188	157.9
14.568	151.1
14.965	165.3
15.328	142.9
15.748	171.4
16.098	121.0
16.594	164.4
16.959	133.6
17.408	157.9
17.788	153.8
18.178	142.9
18.598	146.3
19.008	142.9
19.428	111.1
19.968	113.2
20.498	115.6
21.017	98.8
21.624	85.2
22.328	127.7
22.798	113.2
23.328	120.0
23.828	157.9
24.208	166.7
24.568	157.9
24.948	106.8
25.510	150.8
25.908	166.7
26.268	181.8
26.598	146.3
27.008	150.0
27.408	181.8
27.738	125.8
28.215	146.7
28.624	114.7
29.147	163.9
29.513	155.8
29.898	127.4
30.369	146.7
30.778	113.2
31.308	107.1
31.868	77.8
32.639	100.2
33.238	92.3
33.888	133.3
34.338	127.7
34.808	130.4
35.268	181.8
35.598	150.0
35.998	122.4
36.488	157.9
36.868	166.7
37.228	176.5
37.568	146.3
37.978	153.8
38.368	171.4
38.718	127.7
39.188	142.9
39.608	146.3
40.018	125.0
40.498	150.0
40.898	111.1
41.438	120.0
41.938	96.8
42.558	77.9
43.328	68.2
44.208	130.4
44.668	150.0
45.068	157.9
45.448	171.4
45.798	142.9
46.218	181.8
46.548	171.4
46.898	166.7
47.258	176.5
47.598	157.9
47.978	133.3
48.428	200.0
48.728	153.8
49.118	171.4
49.468	176.5
49.808	193.5
50.118	166.7
50.478	166.7
50.838	144.9
51.252	178.6
51.588	240.0
51.838	111.1
52.378	96.8
52.998	146.3
53.408	171.4
53.758	162.2
54.128	162.2
54.498	181.8
54.828	153.8
55.218	200.0
55.518	150.0
55.918	171.4
56.268	202.7
56.564	132.2
57.018	101.0
57.612	151.5
58.008	187.5
58.328	166.7
58.688	146.3
59.098	187.5
59.418	171.4
59.768	162.2
60.138	166.7
60.498	136.4
60.938	115.4
61.458	103.4
62.038	87.0
62.728	71.4
63.568	79.6
64.322	123.5
64.808	92.3
65.458	103.4
66.038	104.5
66.612	140.8
67.038	153.8
67.428	162.2
67.798	139.5
68.228	103.6
68.807	124.7
69.288	142.9
69.708	146.3
70.118	162.2
70.488	150.0
70.888	153.8
71.278	166.7
71.638	150.0
72.038	150.0
72.438	146.3
72.848	139.5
73.278	122.4
73.768	122.4
74.258	92.3
74.908	116.3
75.424	160.4
75.798	166.7
76.158	115.4
76.678	139.5
77.108	166.7
77.468	139.5
77.898	193.5
78.208	130.4
78.668	146.3
79.078	142.9
79.498	171.4
79.848	139.5
80.278	142.9
80.698	107.1
81.258	122.4
81.748	62.5
82.708	34.3
84.458	107.1
85.018	125.0
85.498	130.4
85.958	99.5
86.561	100.5
87.158	113.2
87.688	95.8
88.314	132.2
88.768	139.5
89.198	120.0
89.698	136.4
90.138	150.0
90.538	142.9
90.958	162.6
91.327	146.7
91.736	158.7
92.114	121.5
92.608	146.0
93.019	146.7
93.428	153.8
93.818	133.3
94.268	119.8
94.769	162.6
95.138	166.7
95.498	133.3
95.948	159.2
96.325	152.7
96.718	122.4
97.208	122.4
97.698	172.4
98.046	149.3
98.448	162.2
98.818	150.0
99.218	139.5
99.648	81.0
100.389	30.9
102.333	90.6
102.995	132.5
103.448	81.7
104.182	73.5