###performance-id:      pid9055b-13
###title:               Mazurka in G major, Op. 67, No. 1
###trial:               01/01
###date:                2006/07/13/
###reverse-conductor:   Craig Stuart Sapp
###performer:           Jean-Marc Luisada
###performance-date:    1990
###label:               Deutsche Grammophon 463054-2
###label-title:         Chopin Complete Edition: Mazurkas
###scorealign-date:	Tue Dec 16 09:50:39 PST 2008
###scorealign-parameters:	-h 0.050 -w 0.100
1:1	0.88	0	0.880
1:2	1.324145	0	1.324
1:3	1.795385	-0.099	1.895
2:1	2.255221	-0.049	2.305
2:2	2.708532	0.036	2.673
2:3	3.118594	-0.063	3.183
3:1	3.51629	-0.012	3.529
3:2	3.909885	0.025	3.885
3:3	4.301057	-0.036	4.338
4:1	4.715842	-0.008	4.725
4:2	5.234308	0.126	5.108
4:3	5.772502	0.187	5.586
5:1	6.319335	0.074	6.245
5:2	6.8474	-0.019	6.867
5:3	7.263831	-0.08	7.345
6:1	7.68135	-0.058	7.740
6:2	8.15843	0.121	8.037
6:3	8.660957	0.032	8.629
7:1	9.17933	-0.114	9.294
7:2	9.669676	-0.126	9.797
7:3	10.101393	0.05	10.051
8:1	10.515928	-0.102	10.619
8:2	10.934783	-0.022	10.958
8:3	11.369763	-0.124	11.495
9:1	11.80375	-0.104	11.909
9:2	12.210891	-0.096	12.308
9:3	12.59476	-0.043	12.639
10:1	12.960765	-0.037	12.999
10:2	13.333948	0.061	13.273
10:3	13.765511	0.069	13.697
11:1	14.22131	-0.102	14.324
11:2	14.68767	-0.091	14.780
11:3	15.189264	0.021	15.168
12:1	15.675014	0.004	15.671
12:2	16.18015	-0.077	16.258
12:3	16.689699	-0.106	16.797
13:1	17.170476	-0.036	17.207
13:2	17.634536	-0.034	17.670
13:3	18.071067	-0.098	18.170
14:1	18.483243	-0.06	18.544
14:2	18.870467	-0.013	18.884
14:3	19.246789	-0.029	19.277
15:1	19.624568	-0.092	19.718
15:2	20.025903	-0.041	20.068
15:3	20.460196	-0.02	20.481
16:1	20.923982	-0.034	20.959
16:2	21.437198	0.091	21.346
16:3	21.953177	0.077	21.876
17:1	22.446193	-0.02	22.467
17:2	22.90603	-0.1	23.007
17:3	23.320561	-0.068	23.390
18:1	23.705148	-0.061	23.767
18:2	24.076806	-0.03	24.108
18:3	24.462073	-0.025	24.488
19:1	24.849582	-0.044	24.895
19:2	25.228324	-0.034	25.263
19:3	25.619248	0.015	25.604
20:1	26.008864	0.039	25.970
20:2	26.414206	0.036	26.378
20:3	26.855464	0.017	26.838
21:1	27.302873	0	27.304
21:2	27.758048	-0.141	27.900
21:3	28.191409	-0.109	28.301
22:1	28.60035	-0.081	28.682
22:2	28.991586	-0.023	29.016
22:3	29.367967	-0.014	29.383
23:1	29.737826	-0.067	29.806
23:2	30.141581	-0.023	30.166
23:3	30.604466	0.142	30.462
24:1	31.104447	0	31.105
24:2	31.683133	0.057	31.626
24:3	32.262988	0.134	32.129
25:1	32.80174	-0.071	32.874
25:2	33.308429	-0.055	33.364
25:3	33.746043	-0.067	33.814
26:1	34.146598	-0.059	34.207
26:2	34.507007	-0.033	34.541
26:3	34.875373	-0.057	34.933
27:1	35.250018	-0.058	35.309
27:2	35.639453	-0.04	35.680
27:3	36.079093	0.079	36.000
28:1	36.496859	0.119	36.378
28:2	36.917766	0.116	36.802
28:3	37.344233	0.066	37.278
29:1	37.900832	0.113	37.788
29:2	38.514472	0.012	38.502
29:3	39.159484	0.037	39.122
30:1	39.817584	-0.083	39.902
30:2	40.353923	-0.11	40.465
30:3	40.851046	-0.13	40.982
31:1	41.314826	-0.076	41.392
31:2	41.758567	-0.046	41.806
31:3	42.180182	-0.076	42.257
32:1	42.578311	-0.052	42.631
32:2	42.961593	0.005	42.957
32:3	43.338847	-0.025	43.365
33:1	43.725234	0.013	43.712
33:2	44.128646	-0.037	44.167
33:3	44.528022	-0.085	44.614
34:1	44.90869	-0.082	44.992
34:2	45.270526	-0.053	45.325
34:3	45.609317	-0.061	45.671
35:1	45.950274	-0.055	46.006
35:2	46.272471	-0.041	46.314
35:3	46.593238	-0.041	46.635
36:1	46.912513	-0.025	46.939
36:2	47.223521	0.006	47.218
36:3	47.55001	0.005	47.545
37:1	47.888671	0.024	47.865
37:2	48.205024	-0.078	48.284
37:3	48.545432	-0.113	48.659
38:1	48.901927	-0.032	48.935
38:2	49.249915	-0.071	49.322
38:3	49.621077	-0.092	49.714
39:1	49.986335	-0.072	50.059
39:2	50.348174	-0.073	50.422
39:3	50.691005	-0.108	50.800
40:1	51.063846	-0.062	51.127
40:2	51.412009	-0.073	51.486
40:3	51.760623	-0.077	51.839
41:1	52.145209	-0.027	52.173
41:2	52.496104	-0.096	52.593
41:3	52.874793	-0.089	52.965
42:1	53.26596	-0.027	53.294
42:2	53.645514	-0.053	53.700
42:3	54.052096	-0.049	54.102
43:1	54.462222	-0.011	54.474
43:2	54.878558	-0.004	54.884
43:3	55.332225	0.016	55.316
44:1	55.851466	0.11	55.741
44:2	56.539637	0.136	56.404
44:3	57.332614	0.304	57.029
45:1	58.099692	-0.036	58.137
45:2	58.771533	-0.147	58.920
45:3	59.269935	-0.047	59.318
46:1	59.679747	-0.025	59.706
46:2	60.135676	0.15	59.986
46:3	60.63563	0.016	60.620
47:1	61.1724	-0.103	61.276
47:2	61.657954	-0.123	61.782
47:3	62.076957	-0.036	62.114
48:1	62.486888	-0.061	62.549
48:2	62.869334	0.045	62.824
48:3	63.265162	-0.128	63.394
49:1	63.67361	-0.101	63.776
49:2	64.053092	-0.103	64.157
49:3	64.408595	-0.053	64.463
50:1	64.764098	-0.042	64.807
50:2	65.147197	0.061	65.086
50:3	65.55347	0.092	65.461
51:1	65.967891	-0.074	66.043
51:2	66.399135	-0.084	66.484
51:3	66.857608	-0.002	66.861
52:1	67.325839	-0.144	67.471
52:2	67.843249	-0.068	67.912
52:3	68.365229	-0.093	68.459
53:1	68.844195	-0.026	68.871
53:2	69.316462	-0.107	69.424
53:3	69.752772	-0.117	69.871
54:1	70.166438	-0.076	70.243
54:2	70.564128	-0.035	70.600
54:3	70.946101	-0.047	70.994
55:1	71.322795	-0.086	71.410
55:2	71.727458	-0.06	71.788
55:3	72.184977	0.103	72.082
56:1	72.666934	-0.046	72.714
56:2	73.208651	-0.01	73.220
56:3	73.745479	0.096	73.649
57:1	74.293116	-0.039	74.333
57:2	74.823321	0.008	74.815
57:3	75.29436	-0.117	75.412
58:1	75.741771	-0.053	75.796
58:2	76.130198	-0.036	76.167
58:3	76.524547	-0.039	76.565
59:1	76.929515	-0.053	76.984
59:2	77.353839	-0.116	77.471
59:3	78.141131	0.382	77.759
60:1	79.103175	0.846	78.257
60:2	80.273143	1.438	78.835
60:3	81.463984	1.684	79.780