annotate testdata/TRIOS-mirex2012-matlab/take_five/saxophone_syn.lab @ 167:416b555df3b2 finetune

More on returning fine tuning (but we're treating different shifts of the same pitch as different notes at the moment which is not right)

13.33	13.68	233.08
13.41	13.52	466.16
13.49	13.60	1174.66
13.57	13.64	293.66
13.57	13.80	311.13
13.69	14.00	369.99
13.89	14.12	415.30
13.97	14.08	830.61
14.05	14.64	440.00
14.09	14.28	880.00
14.13	14.20	1318.51
14.29	14.44	466.16
14.29	14.44	932.33
14.41	14.60	880.00
14.57	14.84	415.30
14.61	14.68	830.61
14.73	15.04	369.99
15.01	15.44	233.08
15.05	15.16	466.16
15.09	15.40	1174.66
15.13	15.20	698.46
15.21	15.40	466.16
15.33	15.76	277.18
15.73	16.68	311.13
16.65	16.88	349.23
16.73	16.80	1396.91
16.73	16.80	1760.00
16.77	16.96	369.99
16.85	17.04	311.13
16.97	17.44	277.18
17.21	17.32	554.37
17.33	18.32	311.13
18.37	18.76	277.18
18.45	18.60	311.13
18.61	18.80	233.08
18.65	18.72	196.00
18.65	18.72	466.16
18.69	19.16	207.65
19.01	20.36	233.08
19.13	19.32	466.16
19.13	19.44	1174.66
19.41	19.48	466.16
19.57	19.84	466.16
20.13	20.28	466.16
20.21	20.32	1174.66
20.25	20.32	293.66
20.25	20.48	311.13
20.37	20.68	369.99
20.53	20.64	739.99
20.57	20.80	415.30
20.61	20.68	830.61
20.69	21.32	440.00
20.73	20.96	880.00
20.77	20.88	1318.51
20.89	21.12	466.16
20.93	21.12	932.33
21.09	21.28	880.00
21.21	21.48	415.30
21.29	21.36	830.61
21.37	21.68	369.99
21.69	22.16	233.08
21.81	22.12	466.16
21.81	22.08	1174.66
22.05	22.44	277.18
22.29	22.36	554.37
22.41	23.28	311.13
23.33	23.72	277.18
23.41	23.60	311.13
23.57	23.76	233.08
23.61	23.68	466.16
23.65	24.08	207.65
23.85	23.96	415.30
24.01	25.00	233.08
24.05	24.48	466.16
24.21	24.44	1174.66
24.61	24.72	466.16
25.01	25.32	349.23
25.05	25.24	369.99
25.05	25.12	1396.91
25.05	25.12	1760.00
25.21	25.40	311.13
25.29	25.76	277.18
25.57	25.68	554.37
25.65	26.88	311.13
27.41	27.64	622.25
27.45	27.60	1244.51
27.61	27.68	698.46
27.65	27.84	1479.98
27.69	27.80	739.99
27.93	28.12	622.25
27.93	28.08	1244.51
28.05	28.40	493.88
28.37	28.68	415.30
28.41	28.48	830.61
28.57	28.80	466.16
28.61	28.72	932.33
28.73	28.96	493.88
28.89	29.08	523.25
28.93	29.12	1046.50
29.05	29.32	554.37
29.05	29.28	1108.73
29.25	29.52	698.46
29.53	29.80	554.37
29.57	29.72	1108.73
29.69	30.04	466.16
29.69	30.04	932.33
30.01	30.32	369.99
30.17	30.24	739.99
30.21	30.44	415.30
30.25	30.36	830.61
30.37	30.64	440.00
30.41	30.56	880.00
30.53	30.76	466.16
30.57	30.72	932.33
30.69	30.96	493.88
30.93	31.12	622.25
30.93	31.08	1244.51
31.17	31.40	493.88
31.33	31.72	415.30
31.37	31.44	830.61
31.65	32.00	349.23
31.69	31.84	1396.91
31.73	31.84	1760.00
31.85	32.08	369.99
31.97	32.32	415.30
31.97	32.04	739.99
32.05	32.12	830.61
32.21	32.44	440.00
32.25	32.40	880.00
32.33	32.56	466.16
32.37	32.60	932.33
32.53	32.76	440.00
32.57	32.72	880.00
32.61	32.68	1318.51
32.69	32.88	932.33
32.73	32.96	466.16
32.85	33.08	493.88
33.01	33.68	554.37
33.05	33.20	1108.73
33.37	33.56	1108.73
33.57	33.76	523.25
33.61	33.72	1046.50
33.73	33.96	554.37
33.73	33.92	1108.73
33.89	34.12	587.33
33.93	34.04	1174.66
34.09	34.28	622.25
34.09	34.24	1244.51
34.25	34.48	739.99
34.25	34.48	1479.98
34.57	34.72	622.25
34.61	34.68	1244.51
34.73	35.04	493.88
35.01	35.36	415.30
35.05	35.16	830.61
35.25	35.44	466.16
35.29	35.40	932.33
35.37	35.64	493.88
35.57	35.76	523.25
35.57	35.76	1046.50
35.69	36.00	554.37
35.73	35.88	1108.73
35.93	36.16	698.46
36.25	36.48	554.37
36.25	36.36	1108.73
36.37	36.72	466.16
36.41	36.68	932.33
36.69	37.00	369.99
36.81	36.88	739.99
36.89	37.12	415.30
37.05	37.28	440.00
37.05	37.28	880.00
37.21	37.48	466.16
37.25	37.44	932.33
37.37	37.64	493.88
37.61	37.80	622.25
37.61	37.76	1244.51
37.85	38.12	493.88
38.01	38.44	415.30
38.33	38.68	349.23
38.37	38.52	1396.91
38.41	38.56	1760.00
38.53	38.80	415.30
38.61	38.68	830.61
38.69	39.00	554.37
38.73	38.92	1108.73
38.89	39.12	493.88
39.05	40.32	466.16
39.09	39.76	932.33
39.61	39.68	233.08
39.81	40.24	932.33