# !!!performance-id:      pid9055b-19
# !!!title:               Mazurka in F major, Op. 68, No. 3
# !!!trials:               1
# !!!date:                2006/06/30/
# !!!reverse-conductor:   Craig Stuart Sapp
# !!!ONB:			basic manual correction of tapped data from SV
# !!!performer:           Jean-Marc Luisada
# !!!performance-date:    1990
# !!!label:               Deutsche Grammophon 463054-2
# !!!label-title:         Chopin Complete Edition: Mazurkas
# !!!trial-hardware:      RM; Indel P4
# !!!trial-cpuspeed:      3.4 GHz
# !!!trial-os:            Windows XP
# !!!offset:		0
0.887	117.4
1.398	125.5
1.876	145.6
2.288	108.3
2.842	110.1
3.387	107.5
3.945	125.3
4.424	139.9
4.853	137.6
5.289	107.0
5.850	95.7
6.477	77.0
7.256	100.0
7.856	81.9
8.589	104.0
9.166	133.0
9.617	104.0
10.194	135.1
10.638	144.2
11.054	127.7
11.524	101.0
12.118	72.1
12.950	66.7
13.850	60.2
14.846	88.1
15.527	110.7
16.069	77.9
16.839	88.6
17.516	77.7
18.288	119.8
18.789	113.2
19.319	117.9
19.828	102.7
20.412	76.0
21.201	71.6
22.039	92.7
22.686	79.9
23.437	85.5
24.139	89.8
24.807	139.2
25.238	122.4
25.728	123.2
26.215	142.9
26.635	99.0
27.241	76.7
28.023	49.8
29.228	77.7
30.000	75.3
30.797	102.4
31.383	86.6
32.076	141.8
32.499	133.0
32.950	74.6
33.754	113.4
34.283	110.1
34.828	104.9
35.400	137.0
35.838	83.8
36.554	82.4
37.282	70.2
38.137	85.8
38.836	90.6
39.498	177.0
39.837	101.2
40.430	79.7
41.183	78.5
41.947	100.7
42.543	101.4
43.135	92.0
43.787	61.7
44.759	75.7
45.552	77.8
46.323	43.1
47.716	89.0
48.390	97.2
49.007	132.7
49.459	97.9
50.072	108.5
50.625	111.3
51.164	130.2
51.625	106.6
52.188	92.3
52.838	79.2
53.596	96.0
54.221	98.4
54.831	89.7
55.500	111.9
56.036	144.2
56.452	105.3
57.022	128.2
57.490	122.4
57.980	124.5
58.462	80.0
59.212	58.8
60.233	60.1
61.231	78.6
61.994	217.4
62.270	160.0
62.645	213.5
62.926	169.5
63.280	227.3
63.544	206.2
63.835	215.8
64.113	186.3
64.435	215.1
64.714	203.4
65.009	221.4
65.280	189.9
65.596	161.3
65.968	230.8
66.228	219.0
66.502	270.3
66.724	192.3
67.036	165.3
67.399	254.2
67.635	236.2
67.889	280.4
68.103	269.1
68.326	192.3
68.638	215.1
68.917	172.4
69.265	161.3
69.637	184.6
69.962	235.3
70.217	258.6
70.449	181.3
70.780	242.9
71.027	196.7
71.332	186.3
71.654	140.2
72.082	131.6
72.538	113.4
73.067	104.3
73.642	148.5
74.046	130.2
74.507	112.4
75.041	127.7
75.511	107.5
76.069	126.8
76.542	146.7
76.951	151.9
77.346	94.5
77.981	104.9
78.553	107.9
79.109	119.0
79.613	90.5
80.276	141.2
80.701	147.8
81.107	124.0
81.591	160.0
81.966	143.5
82.384	174.4
82.728	110.7
83.270	85.2
83.974	65.4
84.891	58.3
85.921	100.5
86.518	98.7
87.126	94.0
87.764	105.6
88.332	77.3
89.108	89.8
89.776	102.7
90.360	120.7
90.857	107.1
91.417	55.4
92.500	80.8
93.243	79.4
93.999	95.5
94.627	80.8
95.370	98.4
95.980	137.9
96.415	98.4
97.025	96.2
97.649	100.3
98.247	86.0
98.945	59.4
99.955	32.2
101.818	43.0