###performance-id:	pid1263b-12
###title:		Mazurka in C-sharp minor, Op. 63, No. 3
###trial:		01/01
###date: 		2008/03/29/
###reverse-conductor:	Craig Stuart Sapp
###performer: 		Gabor Csalog
###performance-date:	1996
###label:		Hungaroton HCD 31755/6
###label-title:		Chopin Mazurkas
###scorealign-date:	Tue Dec 16 04:20:41 PST 2008
###scorealign-parameters:	-h 0.050 -w 0.100
0.66031744	0:3	0
1.23853944	1:1	0.136
1.83641644	1:2	-0.107
2.41359844	1:3	-0.173
2.94585944	2:1	-0.071
3.47811944	2:2	0.07
4.01038044	2:3	0.002
4.53216844	3:1	0.039
5.02091244	3:2	-0.056
5.50881744	3:3	-0.011
5.98464844	4:1	-0.052
6.47575744	4:2	0.058
6.97844744	4:3	0
7.48473644	5:1	0.025
7.97559944	5:2	-0.101
8.56542144	5:3	-0.072
9.14869144	6:1	-0.132
9.73388144	6:2	-0.003
10.25096444	6:3	-0.056
10.72088144	7:1	0.002
11.22748844	7:2	-0.239
11.79986544	7:3	-0.287
12.39126644	8:1	-0.176
12.95161944	8:2	-0.035
13.46879944	8:3	0.001
13.97148944	9:1	0.054
14.48980244	9:2	-0.197
15.02322044	9:3	-0.264
15.57598444	10:1	-0.101
16.10159144	10:2	0.034
16.55992844	10:3	0.022
16.98002144	11:1	0.041
17.34705844	11:2	-0.02
17.79129844	11:3	-0.02
18.27060244	12:1	0.003
18.82400444	12:2	0.146
19.46542444	12:3	0.126
20.12752444	13:1	-0.108
20.76919444	13:2	-0.178
21.37617244	13:3	-0.101
21.93115144	14:1	-0.176
22.47819644	14:2	-0.089
23.04520144	14:3	-0.032
23.61109844	15:1	0.053
24.18771244	15:2	-0.139
24.75710944	15:3	-0.102
25.27975944	16:1	-0.129
25.75554544	16:2	-0.129
26.22933144	16:3	0.055
26.70752644	17:1	0.07
27.17512444	17:2	-0.142
27.65253744	17:3	-0.013
28.06996644	18:1	0.052
28.51514344	18:2	-0.072
28.95687044	18:3	0.019
29.40189844	19:1	0.124
29.78030344	19:2	0.012
30.17702944	19:3	0
30.56385544	20:1	-0.053
30.96590944	20:2	-0.031
31.37493644	20:3	0.007
31.81951844	21:1	-0.017
32.26213544	21:2	-0.145
32.74261944	21:3	-0.014
33.16779444	22:1	0.07
33.57404044	22:2	0.026
33.97678044	22:3	0.049
34.35498544	23:1	-0.054
34.71046144	23:2	0
35.07708044	23:3	0.014
35.46834244	24:1	0.023
35.89050044	24:2	0.073
36.39072544	24:3	0.163
36.91012244	25:1	-0.041
37.45997744	25:2	-0.237
37.96089644	25:3	-0.078
38.43086344	26:1	0.023
38.88776844	26:2	-0.119
39.33068144	26:3	-0.016
39.75944244	27:1	0.091
40.16628344	27:2	0.028
40.53724044	27:3	-0.03
40.92307744	28:1	-0.027
41.29374044	28:2	-0.023
41.71880044	28:3	0.031
42.19098744	29:1	0.029
42.63882944	29:2	0.001
43.10238744	29:3	-0.005
43.51587744	30:1	-0.021
43.94080044	30:2	-0.016
44.35290244	30:3	-0.014
44.76688444	31:1	-0.08
45.19476044	31:2	-0.052
45.63372944	31:3	0.016
46.13419444	32:1	0.046
46.68448744	32:2	0.107
47.37040844	32:3	0.042
48.14024044	33:1	-0.098
48.87293344	33:2	-0.109
49.51439344	33:3	-0.073
50.04113844	34:1	-0.006
50.53808644	34:2	0.07
51.06556444	34:3	0.037
51.59782144	35:1	-0.059
52.12671044	35:2	-0.07
52.64389144	35:3	-0.043
53.14658044	36:1	-0.058
53.68583744	36:2	0.006
54.26407344	36:3	0.096
54.86488844	37:1	-0.032
55.45718144	37:2	-0.08
55.96614144	37:3	-0.041
56.41215944	38:1	0.004
56.85571044	38:2	0.038
57.30585544	38:3	-0.041
57.79942844	39:1	-0.058
58.30211744	39:2	-0.025
58.80480644	39:3	0.037
59.32134744	40:1	0.007
59.86683744	40:2	0.059
60.42867044	40:3	0.101
61.02575744	41:1	-0.131
61.60625144	41:2	-0.151
62.10894144	41:3	-0.098
62.59337744	42:1	-0.024
63.02254244	42:2	-0.054
63.44445144	42:3	-0.053
63.86922944	43:1	-0.008
64.29646444	43:2	-0.021
64.77993144	43:3	0.032
65.28144144	44:1	0.113
65.75623444	44:2	0.078
66.22935544	44:3	0.051
66.67182244	45:1	0.064
67.08093344	45:2	-0.026
67.47399244	45:3	-0.002
67.88860444	46:1	-0.058
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68.80712244	46:3	-0.03
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70.15211544	47:3	-0.005
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71.49247044	48:2	0.127
72.20732944	48:3	0.228
73.00159544	49:1	0.104
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78.92189144	51:3	-0.045
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80.15104044	52:2	-0.111
80.75116844	52:3	-0.086
81.30371944	53:1	0.066
81.82538744	53:2	-0.022
82.38722344	53:3	0.019
82.92639244	54:1	-0.146
83.41430044	54:2	-0.123
83.87064444	54:3	-0.121
84.31620844	55:1	-0.011
84.82598944	55:2	-0.031
85.34346844	55:3	-0.031
85.86094744	56:1	0.003
86.37842644	56:2	0.1
86.90508344	56:3	-0.061
87.43734844	57:1	-0.01
87.96961344	57:2	-0.197
88.49549244	57:3	-0.201
89.02253044	58:1	-0.054
89.52522344	58:2	0.057
90.02648244	58:3	-0.032
90.46811744	59:1	0.06
90.86534944	59:2	-0.014
91.24976444	59:3	-0.021
91.66777944	60:1	0.06
92.09066844	60:2	-0.036
92.50455544	60:3	-0.014
92.90114644	61:1	-0.046
93.26973044	61:2	-0.027
93.69228444	61:3	-0.08
94.13077644	62:1	-0.026
94.81043344	62:2	0.222
95.51858644	62:3	0.441
96.22950044	63:1	-0.199
96.77047044	63:2	-0.041
97.20116544	63:3	0.023
97.65216944	64:1	0.128
98.15539644	64:2	0.24
98.69948644	64:3	0.142
99.31662844	65:1	-0.01
99.93617344	65:2	-0.211
100.65738044	65:3	-0.11
101.37975444	66:1	-0.017
101.99427144	66:2	0.086
102.53501244	66:3	0.207
102.94144544	67:1	-0.036
103.39661544	67:2	-0.22
103.88452244	67:3	-0.172
104.39001544	68:1	-0.107
104.90750244	68:2	0
105.42497344	68:3	0.077
105.94245244	69:1	-0.11
106.45124944	69:2	-0.026
106.93290044	69:3	-0.064
107.40601444	70:1	-0.071
107.86885144	70:2	0.021
108.28189144	70:3	0.034
108.71064844	71:1	-0.037
109.11212244	71:2	-0.015
109.57502844	71:3	-0.032
110.04894344	72:1	-0.089
110.50699744	72:2	0
110.92096844	72:3	0.003
111.31594144	73:1	-0.061
111.66126344	73:2	-0.106
112.05207944	73:3	-0.018
112.43007744	74:1	-0.097
113.01175744	74:2	0.124
113.72950844	74:3	0.362
114.44983044	75:1	-0.265
115.10247144	75:2	-0.007
115.62071344	75:3	0.151
116.30249844	76:1	0.293
117.11391544	76:2	0.526
117.94987544	76:3	0.602
118.79862344	77:1	0.731