###performance-id:	pid9085-16
###title:		Mazurka in C-sharp minor, Op. 63, No. 3
###trial:		01/01
###date: 		2007/03/28/
###reverse-conductor:	Craig Stuart Sapp
###performer: 		Halina Czerny-Stefanska
###performance-date:	1949
###label:		Muza PNCD006
###label-title:		International Chopin Piano Competitions: Best Mazurka Performances 1927-1955
###scorealign-date:	Tue Dec 16 04:20:43 PST 2008
###scorealign-parameters:	-h 0.050 -w 0.100
0.806893424	0:3	0
1.390864424	1:1	-0.066
1.984193424	1:2	-0.293
2.577791424	1:3	-0.269
3.208037424	2:1	-0.129
3.835329424	2:2	-0.062
4.432622424	2:3	-0.114
4.984988424	3:1	-0.072
5.531436424	3:2	-0.056
6.073070424	3:3	-0.024
6.623184424	4:1	0.015
7.092265424	4:2	-0.155
7.588853424	4:3	-0.278
8.150130424	5:1	-0.196
8.738512424	5:2	-0.178
9.389480424	5:3	-0.058
9.941402424	6:1	-0.046
10.536740424	6:2	-0.09
11.089525424	6:3	-0.067
11.655819424	7:1	-0.031
12.243782424	7:2	-0.073
12.883371424	7:3	-0.134
13.529473424	8:1	-0.098
14.160041424	8:2	-0.057
14.745550424	8:3	-0.041
15.314420424	9:1	-0.013
15.858305424	9:2	-0.109
16.392240424	9:3	-0.105
16.936894424	10:1	-0.02
17.485121424	10:2	-0.022
18.019057424	10:3	-0.08
18.542273424	11:1	-0.025
19.068684424	11:2	-0.028
19.593707424	11:3	-0.003
20.135369424	12:1	0.027
20.690743424	12:2	-0.036
21.246962424	12:3	-0.05
21.774653424	13:1	-0.002
22.292411424	13:2	-0.095
22.842362424	13:3	-0.105
23.408658424	14:1	-0.018
23.959015424	14:2	-0.078
24.523383424	14:3	-0.064
25.118506424	15:1	-0.038
25.763974424	15:2	-0.083
26.419650424	15:3	-0.087
27.060126424	16:1	-0.057
27.654389424	16:2	-0.013
28.232573424	16:3	-0.064
28.815047424	17:1	0.007
29.393183424	17:2	-0.064
29.935067424	17:3	-0.082
30.452824424	18:1	-0.034
30.937705424	18:2	-0.045
31.405493424	18:3	-0.061
31.874707424	19:1	0.017
32.362286424	19:2	-0.024
32.908066424	19:3	-0.089
33.435578424	20:1	-0.021
33.910321424	20:2	-0.057
34.361226424	20:3	-0.036
34.791287424	21:1	-0.046
35.254815424	21:2	-0.062
35.740506424	21:3	-0.046
36.242837424	22:1	-0.034
36.753445424	22:2	-0.004
37.260953424	22:3	-0.006
37.797532424	23:1	0.02
38.323598424	23:2	-0.083
38.886155424	23:3	0.048
39.473958424	24:1	0.076
40.144089424	24:2	0.076
40.901158424	24:3	0.093
41.710816424	25:1	-0.076
42.593423424	25:2	-0.23
43.347779424	25:3	-0.229
44.012143424	26:1	-0.055
44.523793424	26:2	-0.053
44.994836424	26:3	-0.042
45.455506424	27:1	0.028
45.928525424	27:2	-0.018
46.425301424	27:3	-0.092
46.923611424	28:1	-0.023
47.377213424	28:2	-0.04
47.816117424	28:3	-0.011
48.226414424	29:1	-0.031
48.650323424	29:2	-0.047
49.105031424	29:3	-0.032
49.586198424	30:1	-0.041
50.089982424	30:2	-0.027
50.610409424	30:3	-0.017
51.153187424	31:1	-0.014
51.705460424	31:2	-0.016
52.347943424	31:3	0.06
53.076039424	32:1	0.108
53.889443424	32:2	-0.018
54.778294424	32:3	0
55.571103424	33:1	-0.216
56.276711424	33:2	-0.12
56.769265424	33:3	-0.046
57.215287424	34:1	-0.052
57.649098424	34:2	-0.078
58.119336424	34:3	-0.038
58.619023424	35:1	-0.008
59.075726424	35:2	-0.091
59.523560424	35:3	-0.043
59.978024424	36:1	0.01
60.458214424	36:2	-0.029
60.940243424	36:3	-0.047
61.425641424	37:1	-0.011
61.915318424	37:2	-0.102
62.383271424	37:3	-0.074
62.820794424	38:1	-0.046
63.252530424	38:2	-0.064
63.705212424	38:3	-0.032
64.169686424	39:1	-0.007
64.620694424	39:2	-0.096
65.052132424	39:3	-0.045
65.487771424	40:1	0.02
65.921799424	40:2	-0.045
66.392686424	40:3	-0.004
66.876198424	41:1	0.038
67.356660424	41:2	-0.095
67.801118424	41:3	-0.056
68.235116424	42:1	-0.012
68.668061424	42:2	-0.074
69.096741424	42:3	-0.07
69.537881424	43:1	-0.019
69.964738424	43:2	-0.092
70.365677424	43:3	-0.071
70.720551424	44:1	-0.086
71.100823424	44:2	-0.116
71.532570424	44:3	-0.094
72.019417424	45:1	-0.048
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72.940270424	45:3	-0.077
73.393304424	46:1	-0.034
73.884530424	46:2	-0.078
74.398080424	46:3	-0.029
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76.111474424	47:3	-0.016
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77.762887424	48:2	0.035
78.631692424	48:3	0.004
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80.560074424	49:3	-0.127
81.208192424	50:1	0.02
81.852830424	50:2	-0.124
82.458016424	50:3	-0.079
82.988312424	51:1	-0.019
83.478181424	51:2	-0.069
83.978905424	51:3	-0.038
84.535416424	52:1	0.027
85.111313424	52:2	-0.136
85.718957424	52:3	-0.028
86.330369424	53:1	0.082
86.935708424	53:2	-0.051
87.532677424	53:3	-0.044
88.114434424	54:1	-0.003
88.688332424	54:2	-0.089
89.287858424	54:3	0.01
89.924317424	55:1	0.076
90.629334424	55:2	0.081
91.374581424	55:3	-0.042
92.088059424	56:1	-0.079
92.723626424	56:2	-0.083
93.306786424	56:3	-0.08
93.859200424	57:1	-0.008
94.357697424	57:2	-0.119
94.843087424	57:3	-0.124
95.333245424	58:1	-0.074
95.859574424	58:2	-0.027
96.393510424	58:3	-0.093
96.890809424	59:1	0.003
97.393761424	59:2	-0.003
97.862977424	59:3	0.015
98.359620424	60:1	0.032
98.870125424	60:2	-0.174
99.427727424	60:3	-0.189
99.989571424	61:1	-0.018
100.524033424	61:2	-0.103
101.074151424	61:3	0.025
101.645676424	62:1	-0.039
102.864907424	62:2	0.547
104.106713424	62:3	0.729
105.334557424	63:1	-0.042
105.978142424	63:2	-0.089
106.534035424	63:3	-0.003
107.102936424	64:1	0.075
107.687600424	64:2	0.05
108.248093424	64:3	-0.069
108.765839424	65:1	-0.001
109.278985424	65:2	-0.058
109.821572424	65:3	-0.055
110.394120424	66:1	0.016
110.994996424	66:2	-0.002
111.574059424	66:3	-0.133
112.135590424	67:1	-0.051
112.661477424	67:2	-0.031
113.178010424	67:3	-0.009
113.710480424	68:1	0.002
114.241562424	68:2	-0.045
114.771195424	68:3	-0.048
115.291909424	69:1	0.014
115.808129424	69:2	-0.079
116.312562424	69:3	-0.014
116.814133424	70:1	-0.003
117.312913424	70:2	-0.074
117.827294424	70:3	-0.05
118.328873424	71:1	0.001
118.807572424	71:2	-0.069
119.332429424	71:3	-0.075
119.898720424	72:1	-0.038
120.504159424	72:2	-0.043
121.123292424	72:3	-0.044
121.738122424	73:1	-0.009
122.354386424	73:2	-0.083
122.964722424	73:3	-0.032
123.833352424	74:1	0.215
124.927514424	74:2	0.68
126.095452424	74:3	1.077
127.028474424	75:1	-0.039
127.693131424	75:2	-0.114
128.330910424	75:3	0.073
129.101159424	76:1	0.253
130.307381424	76:2	0.449
131.577675424	76:3	-0.527