###performance-id:	pid9103-07
###title:		Mazurka in A minor, Op. 17, No. 4
###trial:		01/01
###date:		2007/07/05/
###reverse-conductor:	Craig Stuart Sapp
###performer:		Stephane Blet
###performance-date:	2003
###label:		Marcal MA030501
###label-title:		Frederic Chopin: 23 Mazurkas
###scorealign-date:	Tue Dec 16 08:46:10 PST 2008
###scorealign-parameters:	-h 0.050 -w 0.100
0	1:1	0
0.340768	1:2	-0.053
0.846324	1:3	-0.141
1.353997	2:1	-0.033
1.753878	2:2	-0.013
2.205436	2:3	0.037
2.694756	3:1	0.047
3.305559	3:2	0.158
4.047437	3:3	0.189
5.178739	4:1	0.231
6.971734	4:2	1.104
8.673933	4:3	0.826
9.878389	5:1	0.05
10.618573	5:2	-0.008
11.26003	5:3	0.142
11.79926	6:1	0.101
12.324535	6:2	0.024
12.94271	6:3	-0.054
13.574574	7:1	-0.072
14.224306	7:2	0.086
14.964493	7:3	0.137
15.696102	8:1	-0.131
16.372309	8:2	-0.105
16.994774	8:3	0.027
17.660414	9:1	0.019
18.264071	9:2	-0.143
18.842905	9:3	-0.104
19.404438	10:1	-0.043
20.072409	10:2	0.084
20.740831	10:3	0.173
21.407076	11:1	-0.05
21.986811	11:2	0.069
22.526264	11:3	0.138
23.110178	12:1	0.092
23.782888	12:2	0.255
24.484409	12:3	0.216
25.214251	13:1	-0.042
25.936384	13:2	0.023
26.612066	13:3	0.044
27.182775	14:1	-0.065
27.7117	14:2	-0.035
28.25815	14:3	-0.029
28.903782	15:1	0.086
29.562239	15:2	0.085
30.231148	15:3	0.183
30.867529	16:1	-0.095
31.443014	16:2	-0.194
31.986683	16:3	-0.1
32.562962	17:1	-0.034
33.176769	17:2	-0.02
33.798668	17:3	0.141
34.448589	18:1	-0.009
35.056759	18:2	-0.09
35.607872	18:3	-0.08
36.154778	19:1	0.001
36.799843	19:2	0.082
37.540028	19:3	0.098
38.260918	20:1	-0.109
38.921181	20:2	-0.036
39.575836	20:3	0.048
40.346943	21:1	-0.19
41.1889	21:2	-0.008
41.856647	21:3	0.099
42.401104	22:1	0.003
42.913589	22:2	0.046
43.526573	22:3	-0.05
44.187897	23:1	0.07
44.906639	23:2	-0.075
45.699635	23:3	0.102
46.423306	24:1	-0.124
47.069836	24:2	-0.097
47.665596	24:3	0.038
48.295578	25:1	-0.051
48.895401	25:2	-0.102
49.455055	25:3	-0.022
49.997932	26:1	-0.028
50.585079	26:2	0.012
51.234997	26:3	0.057
51.893787	27:1	-0.113
52.445133	27:2	-0.052
52.973003	27:3	0.015
53.554546	28:1	0.007
54.204464	28:2	0.096
54.935925	28:3	0.158
55.802486	29:1	-0.014
56.673595	29:2	-0.133
57.406822	29:3	0
58.038681	30:1	-0.048
58.62936	30:2	0.061
59.206055	30:3	0.088
59.800606	31:1	-0.042
60.435936	31:2	-0.074
61.15461	31:3	-0.087
61.900135	32:1	-0.177
62.629108	32:2	-0.128
63.260105	32:3	0.052
63.855873	33:1	0.065
64.45163	33:2	-0.055
65.083939	33:3	0.116
65.751915	34:1	-0.012
66.397095	34:2	-0.1
66.921921	34:3	-0.075
67.427414	35:1	-0.06
68.024078	35:2	0.016
68.818306	35:3	0.139
69.648766	36:1	-0.022
70.499481	36:2	0.015
71.32148	36:3	0.253
72.021042	37:1	0.091
72.482857	37:2	0.005
72.855133	37:3	-0.037
73.256668	38:1	-0.01
73.681221	38:2	0.123
74.005882	38:3	-0.121
74.36657	39:1	-0.19
74.779694	39:2	-0.097
75.285332	39:3	-0.142
75.710716	40:1	-0.086
76.155502	40:2	0.098
76.638657	40:3	-0.048
77.134598	41:1	-0.052
77.526123	41:2	-0.051
77.937141	41:3	0.005
78.402916	42:1	0.095
78.842285	42:2	0.294
79.308281	42:3	0.3
79.872498	43:1	0.095
80.750717	43:2	0.283
81.762825	43:3	0.534
83.147354	44:1	0.455
84.955971	44:2	0.389
86.63549	44:3	0.728
87.677803	45:1	-0.019
88.345772	45:2	0.038
89.031792	45:3	0.094
89.689911	46:1	-0.057
90.287857	46:2	0.07
90.847351	46:3	-0.01
91.441956	47:1	0.004
92.174995	47:2	-0.022
92.96933	47:3	0.131
93.679314	48:1	-0.138
94.257774	48:2	-0.149
94.804825	48:3	-0.052
95.414124	49:1	-0.013
96.00988	49:2	-0.147
96.559944	49:3	-0.077
97.071976	50:1	-0.085
97.656578	50:2	0
98.27211	50:3	0.044
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99.496613	51:2	0.019
100.038216	51:3	0.09
100.583046	52:1	-0.044
101.209045	52:2	0.031
101.903725	52:3	0.056
102.716118	53:1	-0.021
103.528519	53:2	-0.037
104.250015	53:3	0.092
104.899925	54:1	-0.077
105.489479	54:2	-0.018
106.085167	54:3	0.037
106.722672	55:1	-0.03
107.437057	55:2	-0.03
108.13546	55:3	-0.032
108.821487	56:1	-0.067
109.48674	56:2	-0.1
110.055168	56:3	0.007
110.610374	57:1	0.072
111.164772	57:2	-0.052
111.784111	57:3	0.076
112.424538	58:1	-0.052
113.071228	58:2	-0.09
113.627083	58:3	-0.03
114.168671	59:1	0.002
114.775909	59:2	0.058
115.606354	59:3	0.198
116.436806	60:1	-0.161
117.146034	60:2	-0.111
117.731079	60:3	-0.076
118.380997	61:1	-0.366
119.020996	61:2	-0.096
119.53096	61:3	-0.039
119.877808	62:1	-0.035
120.281746	62:2	-0.085
120.742714	62:3	-0.128
121.237671	63:1	-0.033
121.616714	63:2	0.059
121.958153	63:3	-0.059
122.366158	64:1	0.008
122.79567	64:2	-0.141
123.253929	64:3	-0.083
123.660133	65:1	-0.037
124.128235	65:2	0.12
124.543007	65:3	0.085
124.930695	66:1	0.003
125.236473	66:2	-0.001
125.683449	66:3	0.025
126.148018	67:1	-0.069
126.634705	67:2	0.057
127.120262	67:3	0.042
127.639259	68:1	0.061
128.251602	68:2	0.084
128.935745	68:3	-0.011
129.611145	69:1	-0.054
130.150208	69:2	0.112
130.536163	69:3	0.008
130.825394	70:1	-0.03
131.235138	70:2	-0.092
131.723999	70:3	-0.093
132.223557	71:1	-0.043
132.590103	71:2	0.032
132.927399	71:3	-0.04
133.362183	72:1	0.024
133.82579	72:2	-0.081
134.299988	72:3	-0.027
134.687531	73:1	-0.069
135.108704	73:2	0.061
135.511963	73:3	0.074
135.875809	74:1	0.033
136.267334	74:2	-0.01
136.753967	74:3	0.016
137.253204	75:1	-0.054
137.733948	75:2	-0.053
138.250122	75:3	0.052
138.807602	76:1	-0.105
139.441071	76:2	0.043
140.212784	76:3	0.167
141.034668	77:1	-0.242
141.740814	77:2	0.073
142.230347	77:3	0.062
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