###performance-id:	pid9048b-27
###title:		Mazurka in G major, Op. 67, No. 1
###trial:		01/01
###date: 		2005/07/13/
###reverse-conductor:	Craig Stuart Sapp
###performer: 		Frederic Chiu
###performance-date:	1999
###label:		Harmonia Mundi 	HMX 2907352.53
###label-title:		Chopin Complete Mazurkas
###scorealign-date:	Tue Dec 16 09:50:39 PST 2008
###scorealign-parameters:	-h 0.050 -w 0.100
1:1	1.662	0	1.662
1:2	2.041547	0.012	2.030
1:3	2.390605	-0.016	2.408
2:1	2.746633	-0.02	2.768
2:2	3.085177	-0.061	3.147
2:3	3.421677	-0.07	3.493
3:1	3.778385	-0.023	3.802
3:2	4.120403	-0.05	4.171
3:3	4.465162	-0.036	4.502
4:1	4.841553	0.027	4.815
4:2	5.275747	0.092	5.184
4:3	5.712926	0.088	5.625
5:1	6.168629	-0.04	6.210
5:2	6.607626	-0.136	6.745
5:3	7.008983	-0.087	7.097
6:1	7.378048	-0.027	7.406
6:2	7.747112	0.05	7.697
6:3	8.113318	0.015	8.098
7:1	8.47851	-0.111	8.591
7:2	8.826281	-0.089	8.916
7:3	9.173636	-0.032	9.207
8:1	9.507422	0.001	9.506
8:2	9.859897	-0.022	9.883
8:3	10.218107	-0.085	10.304
9:1	10.575918	-0.104	10.681
9:2	10.924522	-0.08	11.006
9:3	11.29202	-0.024	11.317
10:1	11.659259	0.014	11.645
10:2	12.081259	0.085	11.996
10:3	12.498517	-0.016	12.516
11:1	12.911002	-0.143	13.055
11:2	13.317849	-0.059	13.378
11:3	13.693535	-0.019	13.714
12:1	14.051744	0.001	14.051
12:2	14.435943	0.028	14.408
12:3	14.826718	0.048	14.779
13:1	15.21749	-0.087	15.305
13:2	15.608265	-0.157	15.766
13:3	15.992018	-0.107	16.100
14:1	16.353639	-0.108	16.463
14:2	16.700994	-0.042	16.744
14:3	17.047786	-0.045	17.094
15:1	17.384288	-0.033	17.418
15:2	17.731624	-0.03	17.763
15:3	18.095208	0.05	18.045
16:1	18.446344	0.011	18.435
16:2	18.798511	-0.031	18.831
16:3	19.153915	-0.014	19.169
17:1	19.501268	-0.029	19.531
17:2	19.834333	-0.069	19.904
17:3	20.169547	-0.06	20.231
18:1	20.484699	-0.043	20.529
18:2	20.806545	-0.012	20.820
18:3	21.131521	-0.024	21.157
19:1	21.468023	-0.055	21.524
19:2	21.796344	-0.034	21.831
19:3	22.119655	0.006	22.114
20:1	22.427623	0.016	22.412
20:2	22.768998	0.026	22.743
20:3	23.102931	0.042	23.061
21:1	23.470712	-0.116	23.588
21:2	23.850614	-0.157	24.009
21:3	24.216312	-0.093	24.310
22:1	24.551517	-0.084	24.637
22:2	24.890079	-0.036	24.927
22:3	25.215724	-0.046	25.263
23:1	25.533889	-0.045	25.580
23:2	25.884282	-0.009	25.894
23:3	26.244575	0.031	26.214
24:1	26.618785	0.009	26.610
24:2	27.00813	-0.081	27.090
24:3	27.37429	-0.06	27.435
25:1	27.732498	-0.085	27.818
25:2	28.081519	-0.088	28.171
25:3	28.410899	-0.078	28.490
26:1	28.730321	-0.077	28.808
26:2	29.066512	-0.003	29.071
26:3	29.394744	-0.018	29.414
27:1	29.724101	-0.066	29.791
27:2	30.059171	-0.064	30.124
27:3	30.386245	-0.005	30.392
28:1	30.708144	0.008	30.700
28:2	31.056619	0.008	31.049
28:3	31.428121	0.059	31.369
29:1	31.907674	0.02	31.888
29:2	32.40277	-0.131	32.535
29:3	32.902469	-0.14	33.043
30:1	33.384141	-0.119	33.504
30:2	33.801149	-0.061	33.863
30:3	34.15936	-0.056	34.216
31:1	34.499574	-0.056	34.557
31:2	34.810865	-0.07	34.882
31:3	35.13651	-0.074	35.212
32:1	35.481675	-0.062	35.545
32:2	35.849492	-0.038	35.888
32:3	36.301057	0.074	36.227
33:1	36.773504	0.158	36.616
33:2	37.241998	-0.026	37.269
33:3	37.719606	-0.035	37.756
34:1	38.146921	-0.034	38.182
34:2	38.526986	-0.04	38.568
34:3	38.906904	-0.057	38.965
35:1	39.280843	-0.071	39.353
35:2	39.649907	-0.053	39.704
35:3	40.023702	-0.026	40.051
36:1	40.417199	-0.002	40.420
36:2	40.836706	0.043	40.794
36:3	41.325177	0.156	41.169
37:1	41.813642	0.132	41.682
37:2	42.305032	0.068	42.237
37:3	42.824476	0.028	42.796
38:1	43.315328	-0.019	43.335
38:2	43.77123	-0.091	43.863
38:3	44.235318	-0.099	44.335
39:1	44.673326	-0.069	44.743
39:2	45.067582	-0.104	45.173
39:3	45.467584	-0.089	45.558
40:1	45.889341	-0.053	45.943
40:2	46.301824	-0.052	46.355
40:3	46.746705	-0.017	46.765
41:1	47.30861	0.111	47.198
41:2	47.842775	0.047	47.796
41:3	48.385518	-0.07	48.457
42:1	48.928258	-0.138	49.067
42:2	49.391614	-0.06	49.453
42:3	49.793245	-0.035	49.829
43:1	50.182115	-0.065	50.248
43:2	50.563543	-0.004	50.569
43:3	50.965696	-0.006	50.973
44:1	51.405076	0.048	51.357
44:2	51.926111	0.097	51.829
44:3	52.447141	0.12	52.327
45:1	52.962026	-0.143	53.106
45:2	53.438276	-0.081	53.520
45:3	53.850721	-0.056	53.908
46:1	54.219793	-0.028	54.249
46:2	54.588853	-0.006	54.596
46:3	54.944326	-0.063	55.008
47:1	55.302537	-0.12	55.424
47:2	55.659753	-0.104	55.765
47:3	56.007108	-0.072	56.080
48:1	56.358423	-0.023	56.382
48:2	56.688318	0.004	56.684
48:3	57.003114	-0.025	57.029
49:1	57.322183	-0.016	57.339
49:2	57.617639	-0.024	57.643
49:3	57.918695	-0.045	57.965
50:1	58.275415	-0.004	58.280
50:2	58.666185	0.076	58.590
50:3	59.061662	-0.015	59.078
51:1	59.473802	-0.131	59.606
51:2	59.875432	-0.053	59.929
51:3	60.241105	-0.046	60.288
52:1	60.582746	-0.014	60.598
52:2	60.930101	0.014	60.916
52:3	61.282052	-0.137	61.420
53:1	61.653745	-0.006	61.661
53:2	62.044511	-0.056	62.102
53:3	62.429574	-0.132	62.563
54:1	62.809495	-0.098	62.908
54:2	63.189145	-0.006	63.196
54:3	63.547384	0.012	63.535
55:1	63.893304	-0.041	63.935
55:2	64.250631	-0.052	64.304
55:3	64.608842	0.003	64.606
56:1	64.966821	0.051	64.916
56:2	65.319547	-0.071	65.392
56:3	65.680616	-0.04	65.722
57:1	66.038823	-0.036	66.076
57:2	66.376897	-0.049	66.427
57:3	66.702787	-0.055	66.759
58:1	67.006727	-0.047	67.055
58:2	67.321134	-0.015	67.337
58:3	67.642858	-0.027	67.671
59:1	67.977933	-0.017	67.996
59:2	68.397229	0.028	68.369
59:3	69.066289	0.405	68.661
60:1	69.795438	0.691	69.104
60:2	70.638395	0.816	69.822
60:3	71.481351	0.544	70.937