###performance-id:	pid9050b-15
###title:		Mazurka in G major, Op. 67, No. 1
###trial:		01/01
###date: 		2006/07/13/
###reverse-conductor:	Craig Stuart Sapp
###performer: 		Eugen Indjic
###performance-date:	2001
###label:		Calliope 3321
###label-title:		Integrale des mazurkas: Frederic Chopin
###scorealign-date:	Tue Dec 16 09:50:39 PST 2008
###scorealign-parameters:	-h 0.050 -w 0.100
1:1	0.602	0	0.602
1:2	0.980961	0.025	0.956
1:3	1.321094	-0.028	1.350
2:1	1.667357	-0.017	1.685
2:2	2.008604	-0.017	2.027
2:3	2.362659	-0.066	2.430
3:1	2.721365	-0.044	2.766
3:2	3.080071	-0.038	3.119
3:3	3.439842	-0.067	3.508
4:1	3.809758	-0.023	3.834
4:2	4.186007	0.025	4.161
4:3	4.567524	-0.016	4.585
5:1	4.955067	-0.039	4.995
5:2	5.303825	-0.114	5.419
5:3	5.651322	-0.031	5.683
6:1	5.987889	0.006	5.982
6:2	6.324176	-0.002	6.327
6:3	6.688094	-0.016	6.705
7:1	7.061569	-0.034	7.097
7:2	7.417417	-0.053	7.471
7:3	7.769172	-0.05	7.820
8:1	8.115661	-0.034	8.151
8:2	8.445446	0	8.445
8:3	8.785376	-0.034	8.820
9:1	9.123428	-0.023	9.147
9:2	9.452121	-0.057	9.510
9:3	9.785551	-0.074	9.861
10:1	10.133046	-0.036	10.170
10:2	10.500861	-0.01	10.512
10:3	10.856624	0.004	10.853
11:1	11.204121	-0.066	11.271
11:2	11.551617	-0.069	11.622
11:3	11.891995	-0.05	11.943
12:1	12.22946	-0.076	12.306
12:2	12.597441	-0.047	12.645
12:3	12.958025	-0.031	12.990
13:1	13.296245	-0.04	13.337
13:2	13.643742	-0.057	13.702
13:3	13.99987	-0.013	14.014
14:1	14.34605	-0.043	14.390
14:2	14.709744	-0.01	14.721
14:3	15.079662	-0.003	15.084
15:1	15.434948	-0.017	15.453
15:2	15.773391	-0.05	15.824
15:3	16.131958	-0.018	16.151
16:1	16.479455	-0.014	16.494
16:2	16.832362	-0.034	16.867
16:3	17.192496	-0.042	17.235
17:1	17.551202	-0.044	17.596
17:2	17.916074	-0.034	17.951
17:3	18.27719	0.001	18.276
18:1	18.630179	-0.03	18.661
18:2	18.988887	0.013	18.976
18:3	19.34759	-0.029	19.378
19:1	19.70201	-0.052	19.755
19:2	20.052142	-0.088	20.141
19:3	20.417994	-0.036	20.455
20:1	20.7767	0.03	20.747
20:2	21.133975	0.028	21.106
20:3	21.490186	0	21.490
21:1	21.837685	-0.01	21.849
21:2	22.194373	-0.054	22.249
21:3	22.55308	-0.091	22.645
22:1	22.921958	-0.032	22.955
22:2	23.310342	0.02	23.290
22:3	23.702677	-0.023	23.727
23:1	24.088368	-0.058	24.147
23:2	24.469495	-0.11	24.580
23:3	24.850619	-0.048	24.900
24:1	25.225775	-0.013	25.240
24:2	25.592833	-0.03	25.624
24:3	25.958852	-0.022	25.982
25:1	26.306348	-0.028	26.335
25:2	26.654631	-0.04	26.696
25:3	27.013337	0.005	27.008
26:1	27.374566	-0.026	27.402
26:2	27.738009	0.014	27.724
26:3	28.107924	-0.013	28.122
27:1	28.471028	-0.008	28.480
27:2	28.816565	-0.066	28.884
27:3	29.172721	-0.028	29.202
28:1	29.531426	0.004	29.527
28:2	29.887276	-0.008	29.896
28:3	30.255145	0	30.255
29:1	30.713187	0.078	30.635
29:2	31.173728	-0.054	31.229
29:3	31.655265	-0.079	31.735
30:1	32.14779	-0.169	32.318
30:2	32.59402	-0.081	32.676
30:3	33.008776	-0.153	33.163
31:1	33.411002	-0.141	33.553
31:2	33.793723	-0.089	33.884
31:3	34.175257	-0.081	34.257
32:1	34.569888	-0.019	34.590
32:2	34.992202	0.059	34.933
32:3	35.489848	0.09	35.400
33:1	35.994277	0.108	35.886
33:2	36.492587	0.077	36.416
33:3	36.971148	-0.059	37.031
34:1	37.392222	-0.095	37.488
34:2	37.770793	-0.085	37.857
34:3	38.140708	-0.078	38.220
35:1	38.510627	-0.056	38.568
35:2	38.875048	-0.048	38.924
35:3	39.237151	-0.057	39.295
36:1	39.621215	-0.007	39.629
36:2	40.02476	0.065	39.960
36:3	40.435778	0.046	40.390
37:1	40.928992	0.031	40.898
37:2	41.422866	-0.08	41.504
37:3	41.913298	-0.127	42.041
38:1	42.417361	-0.061	42.479
38:2	42.864383	-0.03	42.895
38:3	43.278727	-0.089	43.369
39:1	43.686885	-0.05	43.738
39:2	44.077677	-0.02	44.099
39:3	44.459376	-0.066	44.526
40:1	44.867717	-0.047	44.916
40:2	45.282466	0.023	45.259
40:3	45.700801	-0.012	45.714
41:1	46.276553	0.1	46.177
41:2	46.857333	-0.009	46.867
41:3	47.443778	-0.021	47.466
42:1	48.026671	-0.219	48.247
42:2	48.523154	-0.117	48.641
42:3	48.948798	-0.087	49.037
43:1	49.358363	-0.068	49.427
43:2	49.761912	-0.041	49.804
43:3	50.170832	-0.024	50.196
44:1	50.617934	0.032	50.586
44:2	51.154483	0.168	50.986
44:3	51.692534	0.085	51.608
45:1	52.230593	-0.141	52.373
45:2	52.721217	-0.131	52.853
45:3	53.152701	-0.06	53.214
46:1	53.556235	0.068	53.488
46:2	53.96073	0.02	53.941
46:3	54.394824	-0.014	54.410
47:1	54.821173	-0.051	54.873
47:2	55.218005	-0.077	55.296
47:3	55.610343	-0.03	55.641
48:1	55.990153	-0.054	56.045
48:2	56.352923	-0.015	56.369
48:3	56.733653	-0.045	56.780
49:1	57.114779	-0.049	57.165
49:2	57.476592	-0.083	57.561
49:3	57.841155	-0.06	57.902
50:1	58.214442	-0.065	58.280
50:2	58.640193	0.032	58.608
50:3	59.075095	0.071	59.004
51:1	59.523478	-0.166	59.690
51:2	59.971862	-0.133	60.106
51:3	60.386962	-0.041	60.429
52:1	60.780734	-0.031	60.813
52:2	61.201689	-0.028	61.231
52:3	61.622382	-0.063	61.686
53:1	62.037139	-0.142	62.180
53:2	62.451892	-0.104	62.557
53:3	62.852145	-0.025	62.878
54:1	63.22898	-0.046	63.276
54:2	63.610102	-0.011	63.622
54:3	63.980159	-0.027	64.008
55:1	64.346377	-0.049	64.396
55:2	64.705088	-0.078	64.784
55:3	65.074191	-0.049	65.124
56:1	65.444102	-0.012	65.457
56:2	65.814013	-0.056	65.871
56:3	66.191081	-0.035	66.227
57:1	66.561	-0.034	66.596
57:2	66.93162	-0.069	67.002
57:3	67.312739	0.005	67.308
58:1	67.693866	-0.046	67.741
58:2	68.084338	-0.027	68.112
58:3	68.488505	-0.057	68.547
59:1	68.905391	-0.059	68.965
59:2	69.37234	-0.011	69.384
59:3	70.040164	0.295	69.745
60:1	70.956439	0.672	70.284
60:2	71.952288	1.017	70.935
60:3	72.948123	1.348	71.600
61:1	73.943934	1.22	72.724