###performance-id: 	pid9058-27
###title:	        Mazurka in E minor, Op. 41, No. 2
###trial:	        01/01
###date:	        2007/02/12/
###reverse-conductor: 	Craig Stuart Sapp
###performer:	        Vladimir Ashkenazy
###performance-date: 	c1981
###label:	        Decca 448 086-2
###label-title:	        Chopin Mazurkas
###scorealign-date:	Tue Dec 16 09:34:02 PST 2008
###scorealign-parameters:	-h 0.050 -w 0.100
0.197981859	1:1	0
0.881907859	1:2	-0.047
1.597499859	1:3	-0.029
2.329773859	2:1	-0.087
3.056137859	2:2	-0.031
3.823973859	2:3	0.056
4.614058859	3:1	-0.043
5.358914859	3:2	-0.008
6.093275859	3:3	-0.004
6.902630859	4:1	-0.074
7.780097859	4:2	-0.034
8.613076859	4:3	0.045
9.392033859	5:1	-0.095
10.066496859	5:2	-0.07
10.827626859	5:3	0.061
11.708723859	6:1	-0.128
12.700696859	6:2	0.043
13.620220859	6:3	0.1
14.677868859	7:1	-0.049
15.660536859	7:2	0.013
16.643957859	7:3	0.126
17.651556859	8:1	0.164
18.726362859	8:2	0.128
19.712380859	8:3	-0.015
20.543944859	9:1	-0.063
21.222643859	9:2	-0.054
21.858563859	9:3	-0.048
22.510334859	10:1	-0.047
23.155378859	10:2	-0.022
23.753433859	10:3	0.035
24.356516859	11:1	0.019
25.008095859	11:2	0.05
25.699539859	11:3	-0.017
26.431812859	12:1	-0.115
27.163475859	12:2	-0.114
27.817684859	12:3	-0.009
28.453606859	13:1	-0.043
29.108290859	13:2	0.02
29.903540859	13:3	0.146
30.897114859	14:1	-0.11
31.919869859	14:2	-0.067
32.806746859	14:3	-0.02
33.931860859	15:1	-0.215
35.106810859	15:2	-0.11
36.148066859	15:3	0.08
37.052687859	16:1	0.035
37.959337859	16:2	0.001
39.024035859	16:3	0.046
40.093020859	17:1	-0.154
40.981154859	17:2	-0.106
41.710814859	17:3	-0.026
42.399119859	18:1	-0.028
43.071802859	18:2	-0.065
43.630087859	18:3	-0.097
44.208197859	19:1	-0.019
44.726282859	19:2	-0.181
45.290659859	19:3	-0.116
45.798895859	20:1	-0.148
46.402765859	20:2	-0.024
47.015177859	20:3	0.057
47.670366859	21:1	-0.057
48.296465859	21:2	-0.031
48.818339859	21:3	-0.029
49.330622859	22:1	0.073
49.870531859	22:2	0.055
50.367163859	22:3	0.069
50.808806859	23:1	-0.068
51.316496859	23:2	0
51.828802859	23:3	0.001
52.306963859	24:1	-0.01
52.811770859	24:2	0.024
53.437262859	24:3	0.089
54.111727859	25:1	-0.055
54.693453859	25:2	-0.032
55.233027859	25:3	0.045
55.772596859	26:1	0.165
56.222258859	26:2	0.174
56.497542859	26:3	0.03
56.777487859	27:1	-0.109
57.272490859	27:2	0.005
57.763975859	27:3	0.006
58.179529859	28:1	-0.017
58.583643859	28:2	0.006
59.060259859	28:3	0.062
59.617434859	29:1	0.059
60.149454859	29:2	0.121
60.698839859	29:3	-0.008
61.272848859	30:1	0.085
61.843676859	30:2	0.156
62.243239859	30:3	0.135
62.522287859	31:1	-0.015
62.936575859	31:2	0.019
63.421099859	31:3	0.043
63.941401859	32:1	0.013
64.505865859	32:2	0.128
65.172354859	32:3	0.164
65.846808859	33:1	0
66.521269859	33:2	-0.156
67.195738859	33:3	-0.261
67.870207859	34:1	-0.147
68.552710859	34:2	-0.044
69.265715859	34:3	0.048
69.978315859	35:1	-0.049
70.611532859	35:2	-0.115
71.151434859	35:3	-0.026
71.686445859	36:1	-0.011
72.158201859	36:2	-0.009
72.589811859	36:3	0.001
73.045309859	37:1	-0.052
73.602018859	37:2	-0.115
74.207968859	37:3	-0.159
74.794981859	38:1	-0.052
75.349539859	38:2	0.022
75.936651859	38:3	0.059
76.590185859	39:1	0.102
77.283926859	39:2	0.016
78.045859859	39:3	0.038
78.841704859	40:1	-0.075
79.651037859	40:2	0.013
80.517538859	40:3	0.11
81.432432859	41:1	-0.125
82.347937859	41:2	-0.209
83.106680859	41:3	-0.084
83.807188859	42:1	0
84.481657859	42:2	-0.215
85.156119859	42:3	-0.171
85.830580859	43:1	-0.236
86.505049859	43:2	-0.112
87.098196859	43:3	-0.009
87.584921859	44:1	-0.072
88.048979859	44:2	-0.038
88.579107859	44:3	0.011
89.112440859	45:1	-0.085
89.656347859	45:2	-0.011
90.148070859	45:3	-0.079
90.696852859	46:1	0.069
91.216337859	46:2	0.138
91.608053859	46:3	0.04
91.899229859	47:1	-0.078
92.340742859	47:2	-0.006
92.901304859	47:3	0.003
93.356756859	48:1	-0.02
93.768316859	48:2	0
94.313414859	48:3	0.075
94.968733859	49:1	0.101
95.514670859	49:2	0.027
96.015707859	49:3	0.108
96.532522859	50:1	0.225
96.985541859	50:2	0.188
97.290327859	50:3	-0.007
97.562712859	51:1	-0.134
98.061941859	51:2	-0.005
98.527548859	51:3	0.04
98.938925859	52:1	0.001
99.264418859	52:2	-0.063
99.720144859	52:3	-0.017
100.226690859	53:1	-0.05
100.797705859	53:2	0.07
101.364927859	53:3	0.017
101.982870859	54:1	0.225
102.394507859	54:2	0.187
102.585310859	54:3	-0.012
102.865439859	55:1	-0.152
103.338369859	55:2	-0.049
103.749449859	55:3	-0.068
104.181570859	56:1	-0.095
104.648237859	56:2	-0.089
105.244475859	56:3	-0.053
105.868300859	57:1	-0.029
106.528715859	57:2	-0.108
107.184218859	57:3	-0.083
107.785505859	58:1	-0.031
108.359877859	58:2	-0.057
108.951079859	58:3	0.033
109.575056859	59:1	-0.032
110.224409859	59:2	-0.083
110.855398859	59:3	-0.082
111.426138859	60:1	-0.031
111.948591859	60:2	-0.136
112.490965859	60:3	-0.126
113.147436859	61:1	-0.09
113.821905859	61:2	-0.045
114.537230859	61:3	0.009
115.327307859	62:1	0.017
116.117392859	62:2	-0.089
116.906355859	62:3	-0.091
118.040075859	63:1	-0.32
119.242979859	63:2	-0.154
120.220549859	63:3	0.003
120.941427859	64:1	-0.046
121.630713859	64:2	-0.026
122.356894859	64:3	0
123.144850859	65:1	-0.162
123.973494859	65:2	0.036
124.843969859	65:3	0.066
125.847754859	66:1	-0.149
126.924872859	66:2	0.077
127.909437859	66:3	0.131
129.039778859	67:1	0.16
130.154219859	67:2	0.006
131.427153859	67:3	0.369
133.313643859	68:1	0.666
136.011427859	68:2	1.103
138.169462859	68:3	1.27
140.140425859	69:1	1.326