###performance-id:	pid918713-20
###title:		Mazurka in C-sharp minor, Op. 63, No. 3
###trial:		01/01
###date: 		2008/03/30/
###reverse-conductor:	Craig Stuart Sapp
###performer: 		Yakov Zak
###performance-date:	1951
###label:		Muza PNCD 001
###label-title:		Chopin Intl. Piano Competitions: The Golden 12, vol 1
###scorealign-date:	Tue Dec 16 04:20:43 PST 2008
###scorealign-parameters:	-h 0.050 -w 0.100
1.310204096	0:3	0
1.780671096	1:1	-0.066
2.295132096	1:2	-0.242
2.812608096	1:3	-0.284
3.330084096	2:1	-0.207
3.847559096	2:2	-0.079
4.365035096	2:3	-0.102
4.882511096	3:1	-0.074
5.399986096	3:2	-0.067
5.903022096	3:3	-0.154
6.405712096	4:1	-0.031
6.908403096	4:2	0.06
7.435981096	4:3	0.018
7.983026096	5:1	-0.004
8.530663096	5:2	-0.056
9.087591096	5:3	-0.129
9.619852096	6:1	-0.237
10.152111096	6:2	-0.215
10.674787096	6:3	-0.152
11.168459096	7:1	-0.079
11.641580096	7:2	-0.025
12.114700096	7:3	-0.082
12.613448096	8:1	-0.006
13.160492096	8:2	0.073
13.707539096	8:3	-0.09
14.247093096	9:1	-0.1
14.764568096	9:2	-0.24
15.282044096	9:3	-0.305
15.799521096	10:1	-0.207
16.309849096	10:2	-0.067
16.788688096	10:3	-0.128
17.261809096	11:1	-0.075
17.691857096	11:2	-0.075
18.134617096	11:3	-0.062
18.566586096	12:1	-0.06
19.015755096	12:2	-0.021
19.503661096	12:3	-0.023
19.980132096	13:1	-0.069
20.468037096	13:2	-0.169
20.944659096	13:3	-0.152
21.406985096	14:1	-0.08
21.871333096	14:2	0.003
22.330357096	14:3	0.012
22.822995096	15:1	0.075
23.328789096	15:2	-0.058
23.854863096	15:3	-0.082
24.375887096	16:1	-0.051
24.896393096	16:2	-0.131
25.482668096	16:3	0.025
26.079638096	17:1	0.002
26.677987096	17:2	-0.199
27.203007096	17:3	-0.134
27.656514096	18:1	-0.03
28.062954096	18:2	-0.026
28.493395096	18:3	0.045
28.934138096	19:1	0.126
29.364775096	19:2	-0.068
29.807391096	19:3	-0.07
30.204714096	20:1	-0.064
30.580552096	20:2	-0.04
30.957718096	20:3	0
31.310685096	21:1	-0.066
31.685730096	21:2	-0.121
32.060383096	21:3	-0.072
32.434000096	22:1	-0.063
32.809838096	22:2	-0.048
33.203904096	22:3	-0.003
33.619263096	23:1	-0.023
34.084099096	23:2	0.066
34.565201096	23:3	0.205
35.082383096	24:1	0.264
35.599858096	24:2	0.252
36.140175096	24:3	0.142
36.709176096	25:1	0.021
37.318932096	25:2	-0.148
37.901299096	25:3	-0.176
38.411034096	26:1	-0.086
38.845623096	26:2	-0.053
39.241959096	26:3	-0.019
39.663277096	27:1	0.025
40.118851096	27:2	-0.152
40.597592096	27:3	-0.099
41.042080096	28:1	-0.035
41.456063096	28:2	-0.011
41.885663096	28:3	0.058
42.353138096	29:1	-0.044
42.877709096	29:2	-0.019
43.392819096	29:3	-0.104
43.849236096	30:1	-0.088
44.282517096	30:2	-0.034
44.718472096	30:3	0.03
45.192772096	31:1	-0.014
45.695977096	31:2	-0.001
46.372845096	31:3	0.194
47.142254096	32:1	0.344
47.933053096	32:2	0.235
48.703125096	32:3	0.185
49.289673096	33:1	-0.087
49.881073096	33:2	-0.146
50.416985096	33:3	-0.08
50.890477096	34:1	-0.067
51.334031096	34:2	-0.043
51.783295096	34:3	-0.034
52.191067096	35:1	-0.076
52.611161096	35:2	-0.046
52.976403096	35:3	-0.081
53.362980096	36:1	-0.044
53.776963096	36:2	-0.008
54.243393096	36:3	0.025
54.744999096	37:1	-0.012
55.268933096	37:2	-0.191
55.774216096	37:3	-0.113
56.226494096	38:1	-0.07
56.655262096	38:2	-0.052
57.090622096	38:3	0.013
57.558472096	39:1	0.01
58.014443096	39:2	-0.053
58.413640096	39:3	-0.043
58.821412096	40:1	-0.006
59.222130096	40:2	0.004
59.715424096	40:3	0.067
60.245228096	41:1	0.007
60.781376096	41:2	-0.106
61.272347096	41:3	-0.065
61.677140096	42:1	-0.04
62.071412096	42:2	-0.016
62.442463096	42:3	-0.035
62.830372096	43:1	-0.057
63.214001096	43:2	-0.063
63.541386096	43:3	-0.086
63.906426096	44:1	-0.046
64.305615096	44:2	0.018
64.779767096	44:3	0.002
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66.230233096	45:3	-0.067
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68.660691096	47:3	-0.016
69.257340096	48:1	0.056
69.917778096	48:2	0.261
70.665451096	48:3	0.225
71.401909096	49:1	0.082
72.049859096	49:2	-0.207
72.737732096	49:3	-0.114
73.378441096	50:1	-0.049
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74.568856096	50:3	-0.169
75.079796096	51:1	-0.107
75.563569096	51:2	-0.113
76.021904096	51:3	-0.105
76.474373096	52:1	-0.043
76.920632096	52:2	-0.026
77.407753096	52:3	-0.039
77.901764096	53:1	-0.065
78.419228096	53:2	-0.185
78.929810096	53:3	-0.187
79.422951096	54:1	-0.094
79.857880096	54:2	-0.039
80.288414096	54:3	-0.029
80.746750096	55:1	0.019
81.239281096	55:2	-0.068
81.779305096	55:3	-0.048
82.325684096	56:1	-0.031
82.903176096	56:2	0.085
83.499871096	56:3	-0.047
84.079384096	57:1	-0.098
84.623398096	57:2	-0.154
85.146424096	57:3	-0.251
85.663895096	58:1	-0.143
86.181374096	58:2	-0.046
86.693131096	58:3	-0.114
87.195824096	59:1	-0.038
87.693238096	59:2	-0.054
88.199875096	59:3	-0.027
88.732140096	60:1	0.014
89.264382096	60:2	-0.053
89.803696096	60:3	-0.113
90.314866096	61:1	-0.102
90.817559096	61:2	-0.039
91.320252096	61:3	-0.055
91.857407096	62:1	0.009
92.744507096	62:2	0.357
93.631615096	62:3	0.384
94.518715096	63:1	-0.068
95.144051096	63:2	-0.033
95.756875096	63:3	0.139
96.432213096	64:1	0.203
97.112328096	64:2	0.134
97.770081096	64:3	0.152
98.344849096	65:1	0.137
98.921471096	65:2	-0.111
99.574395096	65:3	-0.043
100.294579096	66:1	0.005
101.047432096	66:2	-0.092
101.802758096	66:3	-0.114
102.507821096	67:1	0.064
103.180542096	67:2	0.003
103.820748096	67:3	-0.102
104.389611096	68:1	-0.077
104.899949096	68:2	-0.117
105.388787096	68:3	-0.088
105.858071096	69:1	-0.039
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106.793503096	69:3	-0.153
107.281273096	70:1	-0.106
107.754303096	70:2	-0.053
108.201447096	70:3	-0.026
108.633805096	71:1	-0.023
109.093873096	71:2	0.006
109.590905096	71:3	-0.021
110.137505096	72:1	-0.069
110.708817096	72:2	-0.038
111.282593096	72:3	-0.014
111.836853096	73:1	-0.14
112.335717096	73:2	-0.161
112.823639096	73:3	-0.103
113.319199096	74:1	-0.048
114.007004096	74:2	0.139
114.834961096	74:3	0.197
115.660920096	75:1	-0.466
116.424378096	75:2	-0.203
117.205109096	75:3	0.194
118.107003096	76:1	0.695
119.008858096	76:2	0.971
119.797417096	76:3	0.943
120.522171096	77:1	0.704