###performance-id:	pid9198h-18
###title:		Mazurka in C-sharp minor, Op. 63, No. 3
###trial:		01/01
###date: 		2008/04/04/
###reverse-conductor:	Craig Stuart Sapp
###performer: 		Cor de Groot
###performance-date:	1988
###label:		Brillian Classics 93202
###label-title:		Chopin: Complete Works, vol. 8
###scorealign-date:	Tue Dec 16 04:20:42 PST 2008
###scorealign-parameters:	-h 0.050 -w 0.100
0.445532864	0:3	0
1.047764864	1:1	0.12
1.677186864	1:2	-0.03
2.293313864	1:3	-0.104
2.886373864	2:1	-0.141
3.461961864	2:2	0.024
3.986284864	2:3	-0.072
4.451115864	3:1	-0.076
4.927606864	3:2	-0.029
5.444624864	3:3	-0.092
6.005532864	4:1	-0.131
6.549637864	4:2	0.022
7.030496864	4:3	-0.046
7.470241864	5:1	-0.007
7.863558864	5:2	-0.033
8.326973864	5:3	-0.1
8.822097864	6:1	-0.125
9.364267864	6:2	0.016
9.861154864	6:3	-0.026
10.358042864	7:1	-0.019
10.842494864	7:2	-0.124
11.415539864	7:3	-0.163
11.994694864	8:1	-0.202
12.578792864	8:2	-0.028
13.141381864	8:3	-0.086
13.714353864	9:1	0.09
14.297355864	9:2	-0.05
14.892277864	9:3	-0.085
15.453279864	10:1	-0.024
16.014281864	10:2	0.006
16.512983864	10:3	-0.034
16.945757864	11:1	-0.001
17.351721864	11:2	-0.005
17.800539864	11:3	-0.106
18.309273864	12:1	-0.138
18.796292864	12:2	-0.041
19.235394864	12:3	-0.032
19.668234864	13:1	-0.089
20.084978864	13:2	-0.142
20.552508864	13:3	-0.164
21.014788864	14:1	-0.172
21.508244864	14:2	-0.049
22.020178864	14:3	-0.057
22.555227864	15:1	-0.032
23.125809864	15:2	-0.061
23.721914864	15:3	-0.045
24.390392864	16:1	-0.067
25.054575864	16:2	-0.236
25.653317864	16:3	-0.113
26.178707864	17:1	0.031
26.785574864	17:2	-0.141
27.413551864	17:3	-0.243
28.038668864	18:1	-0.038
28.574816864	18:2	-0.172
29.046229864	18:3	-0.161
29.479002864	19:1	-0.058
29.907540864	19:2	-0.119
30.397101864	19:3	-0.2
30.912911864	20:1	-0.124
31.378744864	20:2	-0.086
31.811514864	20:3	-0.025
32.256043864	21:1	-0.011
32.727526864	21:2	-0.109
33.195707864	21:3	-0.081
33.666601864	22:1	-0.01
34.131010864	22:2	-0.046
34.633616864	22:3	-0.061
35.102770864	23:1	-0.064
35.598803864	23:2	-0.137
36.110933864	23:3	-0.116
36.672243864	24:1	0.084
37.262880864	24:2	0.036
37.951811864	24:3	0.114
38.657507864	25:1	-0.269
39.596426864	25:2	-0.313
40.428797864	25:3	-0.418
41.230234864	26:1	-0.067
41.788077864	26:2	-0.099
42.299563864	26:3	-0.107
42.812479864	27:1	0.034
43.330244864	27:2	0.002
43.870810864	27:3	-0.116
44.405722864	28:1	-0.031
44.887201864	28:2	-0.063
45.345213864	28:3	0.017
45.794096864	29:1	-0.003
46.249308864	29:2	-0.098
46.705565864	29:3	-0.061
47.153364864	30:1	-0.07
47.625784864	30:2	-0.061
48.149199864	30:3	-0.028
48.709852864	31:1	-0.034
49.339674864	31:2	0.002
50.115229864	31:3	0.127
50.983214864	32:1	0.185
51.846659864	32:2	0.129
52.601366864	32:3	-0.016
53.346152864	33:1	-0.153
54.062376864	33:2	-0.205
54.735575864	33:3	-0.091
55.281634864	34:1	-0.065
55.798430864	34:2	-0.019
56.327368864	34:3	-0.076
56.878157864	35:1	-0.109
57.410990864	35:2	-0.056
57.939936864	35:3	-0.007
58.468878864	36:1	-0.014
59.037844864	36:2	0.048
59.644385864	36:3	0.006
60.269503864	37:1	-0.068
60.882769864	37:2	-0.273
61.456614864	37:3	-0.173
61.966765864	38:1	-0.14
62.463240864	38:2	-0.014
62.909075864	38:3	-0.055
63.388827864	39:1	-0.018
63.893480864	39:2	-0.024
64.455847864	39:3	0.008
65.041273864	40:1	0.007
65.643011864	40:2	0.074
66.259672864	40:3	0.002
66.878340864	41:1	-0.151
67.455488864	41:2	-0.151
67.962774864	41:3	-0.104
68.459662864	42:1	-0.077
68.968855864	42:2	-0.048
69.504767864	42:3	-0.172
69.985624864	43:1	-0.151
70.454306864	43:2	-0.033
70.937994864	43:3	0.01
71.480765864	44:1	-0.012
72.035971864	44:2	0.068
72.596975864	44:3	-0.06
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74.105398864	45:3	-0.102
74.524962864	46:1	-0.102
74.964293864	46:2	-0.073
75.421339864	46:3	-0.066
75.849348864	47:1	-0.038
76.255858864	47:2	-0.031
76.665754864	47:3	-0.081
77.236662864	48:1	0
77.873213864	48:2	0.075
78.573073864	48:3	-0.02
79.252600864	49:1	0.005
79.958143864	49:2	-0.002
80.748442864	49:3	-0.161
81.520415864	50:1	-0.227
82.193617864	50:2	-0.103
82.789725864	50:3	-0.183
83.274183864	51:1	-0.093
83.742613864	51:2	-0.014
84.159353864	51:3	-0.068
84.631003864	52:1	-0.016
85.056181864	52:2	-0.061
85.504011864	52:3	-0.013
85.968184864	53:1	0.02
86.434332864	53:2	0.006
86.923567864	53:3	-0.053
87.385840864	54:1	-0.081
87.818052864	54:2	-0.009
88.270643864	54:3	-0.066
88.734236864	55:1	-0.073
89.233076864	55:2	-0.024
89.754530864	55:3	-0.052
90.294981864	56:1	-0.142
90.850859864	56:2	0.013
91.435400864	56:3	0.047
92.076544864	57:1	0.109
92.734961864	57:2	-0.101
93.390600864	57:3	-0.116
93.983656864	58:1	-0.173
94.576719864	58:2	0
95.148321864	58:3	-0.099
95.661230864	59:1	-0.056
96.144858864	59:2	-0.072
96.614172864	59:3	-0.103
97.127089864	60:1	-0.103
97.649946864	60:2	-0.117
98.194922864	60:3	-0.102
98.714827864	61:1	-0.082
99.191267864	61:2	-0.096
99.664015864	61:3	-0.043
100.128843864	62:1	-0.133
100.994665864	62:2	0.277
101.896490864	62:3	0.489
102.814451864	63:1	-0.062
103.433081864	63:2	-0.118
103.983496864	63:3	-0.093
104.586325864	64:1	0.156
105.195494864	64:2	0.188
105.867186864	64:3	0.189
106.577810864	65:1	-0.085
107.315115864	65:2	-0.05
108.013968864	65:3	-0.033
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109.200033864	66:2	-0.188
109.756674864	66:3	-0.08
110.301642864	67:1	0.014
110.845198864	67:2	0.007
111.388746864	67:3	-0.068
111.933699864	68:1	-0.073
112.478674864	68:2	-0.018
113.071692864	68:3	-0.015
113.776480864	69:1	0.048
114.545859864	69:2	0.068
115.315237864	69:3	0.333
116.027273864	70:1	0.125
116.636366864	70:2	-0.171
117.226774864	70:3	-0.056
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118.226278864	71:2	-0.041
118.697737864	71:3	-0.069
119.175131864	72:1	-0.092
119.686934864	72:2	-0.08
120.207304864	72:3	-0.02
120.730108864	73:1	-0.027
121.227003864	73:2	-0.09
121.731146864	73:3	-0.12
122.240194864	74:1	-0.127
122.912207864	74:2	0.084
123.725371864	74:3	0.387
124.547041864	75:1	-0.056
125.272413864	75:2	-0.065
125.877928864	75:3	0.058
126.700659864	76:1	0.243
127.694426864	76:2	0.376
128.695089864	76:3	0.547
129.718619864	77:1	0.741