annotate testdata/TRIOS-mirex2012-matlab/brahms/piano.lab @ 327:df9a8e16bae6 livemode-octave-higher

Experiment with dropping the bottom octave off each template (since most of the information is in higher harmonics anyway!) -- this is about 15% faster again and has half the latency, but per

0.81	1.00	466.16
1.21	1.40	311.13
1.89	2.20	311.13
1.93	2.16	233.08
2.33	2.56	415.30
2.69	2.84	103.83
2.69	2.80	311.13
3.01	3.44	130.81
3.41	3.80	311.13
4.21	4.36	392.00
4.45	4.52	116.54
4.53	5.32	311.13
4.53	4.80	392.00
4.57	4.76	233.08
4.81	5.24	196.00
4.93	5.24	261.63
4.93	5.08	415.30
5.33	5.52	233.08
5.53	6.72	116.54
5.57	5.64	174.61
5.57	5.64	466.16
6.01	6.28	146.83
7.09	7.60	311.13
7.17	7.24	415.30
7.33	7.60	103.83
7.53	7.92	130.81
7.93	8.36	311.13
7.97	8.16	415.30
8.13	8.32	207.65
8.17	8.24	103.83
8.57	8.80	146.83
9.45	9.80	174.61
9.61	9.92	233.08
10.21	10.76	311.13
10.21	10.52	392.00
10.85	11.08	196.00
10.97	11.16	392.00
11.01	11.16	311.13
11.09	11.40	233.08
11.73	12.32	311.13
11.73	11.96	369.99
12.37	12.52	185.00
12.45	12.88	311.13
12.49	12.64	369.99
12.69	12.76	261.63
13.21	13.44	293.66
13.41	13.92	87.31
13.77	13.84	116.54
13.89	14.20	146.83
13.97	14.16	293.66
14.29	14.36	293.66
14.33	14.40	174.61
14.73	14.92	311.13
14.77	14.84	415.30
14.85	15.44	103.83
15.05	15.16	311.13
15.09	15.48	123.47
15.21	16.04	311.13
15.41	15.48	155.56
15.49	15.60	415.30
15.61	15.88	207.65
15.77	15.84	103.83
16.21	16.88	138.59
16.25	16.48	466.16
16.29	16.56	277.18
16.29	16.60	369.99
16.53	16.64	116.54
16.53	16.64	233.08
16.89	17.00	185.00
17.01	17.44	311.13
17.05	17.20	415.30
17.41	17.68	369.99
17.45	17.68	277.18
17.53	17.60	207.65
17.61	18.76	138.59
17.89	18.00	103.83
18.13	18.52	349.23
18.13	18.44	554.37
18.37	18.48	174.61
18.61	18.68	174.61
19.01	19.72	92.50
19.17	19.32	369.99
19.17	19.36	466.16
19.21	19.36	277.18
19.53	19.68	138.59
19.61	19.68	277.18
19.73	20.04	185.00
19.81	20.04	277.18
19.89	20.04	369.99
19.97	20.36	233.08
20.05	20.12	554.37
20.09	20.24	185.00
20.25	21.76	311.13
20.29	20.44	369.99
20.29	20.40	622.25
20.73	21.04	123.47
21.01	21.20	369.99
21.05	21.24	415.30
21.29	21.40	185.00
21.53	21.60	207.65
22.05	22.52	138.59
22.13	22.52	466.16
22.13	22.52	554.37
22.49	22.80	185.00
22.69	23.24	233.08
22.85	23.00	493.88
22.89	22.96	415.30
22.97	23.28	138.59
23.45	23.64	146.83
23.53	23.60	73.42
23.61	23.68	493.88
23.65	23.80	415.30
23.69	23.76	246.94
23.85	24.00	116.54
23.97	24.24	146.83
24.33	24.48	466.16
24.41	24.48	415.30
24.49	24.80	233.08
24.97	25.12	155.56
25.05	25.88	369.99
25.45	25.56	311.13
25.49	25.68	739.99
25.77	25.88	233.08
25.77	25.92	932.33
25.81	26.08	466.16
25.93	26.24	233.08
26.01	26.12	369.99
26.17	26.48	493.88
26.17	26.72	622.25
26.21	26.28	987.77
26.53	27.44	103.83
26.77	26.84	987.77
26.89	27.00	155.56
26.93	27.24	349.23
27.09	27.20	311.13
27.45	27.72	246.94
27.57	27.64	103.83
27.93	28.04	293.66
28.05	30.80	311.13
28.05	28.20	622.25
28.41	28.48	622.25
28.49	28.64	185.00
28.65	29.20	233.08
28.77	29.08	349.23
29.17	29.32	622.25
29.53	29.84	277.18
29.53	30.00	554.37
30.01	30.08	277.18
30.25	30.40	622.25
30.69	30.88	554.37
30.73	31.12	277.18
31.25	31.48	233.08
31.57	31.64	246.94
31.77	31.92	185.00
33.05	33.36	233.08
33.09	33.16	466.16
33.13	33.24	138.59
34.21	34.68	207.65
34.37	34.76	116.54
34.49	34.80	415.30
34.61	34.72	123.47
34.69	34.76	622.25
34.89	35.32	233.08
34.89	35.08	466.16
35.01	35.08	415.30
35.05	35.28	123.47
35.13	35.24	466.16
35.25	35.60	207.65
35.61	36.68	185.00
35.61	35.80	369.99
35.61	35.68	554.37
35.77	35.88	116.54
35.81	35.88	233.08
35.93	36.24	369.99
35.97	36.08	739.99
36.41	36.64	207.65
36.73	36.92	369.99
36.81	37.00	185.00
37.85	37.96	233.08
38.81	39.04	116.54
39.05	39.72	311.13
40.65	40.84	293.66
41.01	41.24	233.08