###performance-id:	pid9101c-06
###title:		Mazurka in C-sharp minor, Op. 63, No. 3
###trial:		01/01
###date: 		2007/04/01/
###reverse-conductor:	Craig Stuart Sapp
###performer: 		Eva Osinska
###performance-date:	1999
###label:		Cassiopee 969 213/6
###label-title:		Chopin: Les 58 Mazurkas Premiere Integrale
###scorealign-date:	Tue Dec 16 04:20:41 PST 2008
###scorealign-parameters:	-h 0.050 -w 0.100
0.527981859	0:3	0
1.296861859	1:1	0.089
1.943243859	1:2	-0.094
2.485960859	1:3	-0.211
3.065358859	2:1	-0.062
3.654813859	2:2	0.077
4.274970859	2:3	0.127
4.855390859	3:1	0.095
5.408656859	3:2	-0.088
5.924086859	3:3	-0.089
6.384439859	4:1	-0.017
6.845461859	4:2	-0.012
7.337374859	4:3	-0.06
7.859958859	5:1	-0.017
8.373127859	5:2	-0.054
8.885404859	5:3	-0.122
9.404643859	6:1	-0.032
9.926519859	6:2	0.039
10.430023859	6:3	0.01
10.933529859	7:1	0.006
11.443347859	7:2	-0.174
12.040094859	7:3	-0.277
12.624276859	8:1	-0.143
13.170094859	8:2	-0.027
13.638766859	8:3	-0.048
14.095067859	9:1	-0.022
14.492836859	9:2	-0.144
14.912085859	9:3	-0.205
15.459398859	10:1	-0.048
16.082340859	10:2	0.174
16.630085859	10:3	0.202
17.063189859	11:1	0.155
17.450430859	11:2	-0.027
17.910706859	11:3	-0.026
18.348099859	12:1	0
18.789061859	12:2	0.041
19.243729859	12:3	0.006
19.739130859	13:1	0.031
20.258372859	13:2	-0.099
20.794047859	13:3	-0.153
21.313284859	14:1	-0.074
21.833063859	14:2	-0.024
22.388270859	14:3	-0.049
22.992865859	15:1	0.005
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24.303343859	15:3	-0.064
25.051848859	16:1	0.034
25.772471859	16:2	-0.094
26.446337859	16:3	-0.071
27.031698859	17:1	-0.005
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28.129706859	17:3	-0.087
28.634037859	18:1	0.006
29.092518859	18:2	-0.053
29.538103859	18:3	-0.019
29.985123859	19:1	0.057
30.469996859	19:2	0.112
30.914114859	19:3	0.036
31.313809859	20:1	0.006
31.684962859	20:2	-0.032
32.099253859	20:3	-0.018
32.570164859	21:1	0.002
33.060173859	21:2	-0.077
33.560822859	21:3	-0.066
34.052643859	22:1	0.005
34.533531859	22:2	-0.023
35.023308859	22:3	0.035
35.484474859	23:1	-0.033
35.937576859	23:2	-0.069
36.405869859	23:3	-0.001
36.917832859	24:1	0.05
37.480828859	24:2	0.073
38.074223859	24:3	0.036
38.702164859	25:1	-0.055
39.367264859	25:2	-0.239
39.982796859	25:3	-0.154
40.547020859	26:1	-0.01
41.014607859	26:2	-0.062
41.452725859	26:3	-0.034
41.863262859	27:1	-0.014
42.287045859	27:2	-0.019
42.715416859	27:3	-0.062
43.150269859	28:1	-0.037
43.581509859	28:2	-0.005
43.989510859	28:3	0.012
44.401139859	29:1	-0.006
44.811367859	29:2	-0.056
45.282788859	29:3	-0.074
45.745957859	30:1	-0.041
46.209679859	30:2	-0.007
46.690247859	30:3	0.012
47.221867859	31:1	0.004
47.745629859	31:2	-0.063
48.260075859	31:3	-0.007
48.818146859	32:1	0.04
49.557389859	32:2	0.009
50.455689859	32:3	-0.209
51.361866859	33:1	-0.174
52.128632859	33:2	-0.22
52.692200859	33:3	-0.085
53.144383859	34:1	-0.103
53.566357859	34:2	-0.071
54.010922859	34:3	-0.056
54.475739859	35:1	-0.091
54.964878859	35:2	-0.122
55.434231859	35:3	-0.053
55.920437859	36:1	0.012
56.423935859	36:2	0.028
56.953133859	36:3	-0.024
57.503842859	37:1	-0.113
58.020180859	37:2	-0.137
58.485008859	37:3	-0.062
58.882542859	38:1	-0.074
59.267422859	38:2	-0.06
59.678086859	38:3	-0.049
60.135880859	39:1	-0.021
60.596749859	39:2	-0.088
61.100250859	39:3	0.002
61.611145859	40:1	0.003
62.160542859	40:2	0.065
62.743271859	40:3	-0.024
63.356919859	41:1	-0.22
63.970570859	41:2	-0.236
64.510910859	41:3	-0.106
64.967205859	42:1	-0.05
65.395298859	42:2	-0.052
65.808575859	42:3	-0.048
66.280613859	43:1	0.013
66.738606859	43:2	-0.093
67.240933859	43:3	0.031
67.744435859	44:1	0.041
68.276966859	44:2	0.132
68.843411859	44:3	0.095
69.409855859	45:1	-0.037
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73.231114859	47:3	0.013
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82.069386859	52:2	0.011
82.545109859	52:3	-0.092
83.035557859	53:1	-0.001
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84.002659859	53:3	-0.084
84.474697859	54:1	-0.002
84.898205859	54:2	-0.019
85.376583859	54:3	0
85.864361859	55:1	-0.013
86.400761859	55:2	-0.106
86.956471859	55:3	-0.211
87.501385859	56:1	-0.076
88.006191859	56:2	-0.011
88.493359859	56:3	-0.008
88.991001859	57:1	0.023
89.429371859	57:2	-0.138
89.881275859	57:3	-0.196
90.322674859	58:1	-0.13
90.810665859	58:2	-0.046
91.297589859	58:3	-0.049
91.740727859	59:1	0.003
92.178440859	59:2	0.01
92.627766859	59:3	0.02
93.121083859	60:1	0.023
93.628773859	60:2	-0.068
94.173550859	60:3	-0.123
94.669499859	61:1	-0.107
95.136761859	61:2	-0.05
95.608792859	61:3	0.001
96.141781859	62:1	0.017
97.464413859	62:2	0.686
98.833340859	62:3	1.105
100.162213859	63:1	-0.195
100.835598859	63:2	-0.061
101.323361859	63:3	-0.024
101.858601859	64:1	0.031
102.460453859	64:2	0.012
103.184727859	64:3	-0.072
103.978512859	65:1	-0.168
104.721226859	65:2	-0.236
105.387310859	65:3	-0.1
105.937863859	66:1	-0.019
106.498303859	66:2	-0.039
107.052151859	66:3	0.004
107.598576859	67:1	-0.008
108.149281859	67:2	-0.188
108.709774859	67:3	-0.087
109.264485859	68:1	-0.062
109.792698859	68:2	-0.074
110.283520859	68:3	-0.023
110.765919859	69:1	-0.021
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111.477421859	69:3	-0.33
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113.147656859	70:3	-0.009
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114.762531859	71:3	0.005
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117.907391859	73:3	-0.06
118.433842859	74:1	-0.003
119.705578859	74:2	0.728
121.101734859	74:3	1.234
122.494839859	75:1	-0.312
123.283512859	75:2	-0.123
123.878628859	75:3	0.011
124.599743859	76:1	0.222
125.928684859	76:2	0.571
127.391316859	76:3	-0.701