###performance-id:      pid9062b-01
###title:               Mazurka in E minor, Op. 41, No. 2
###trial:               01/01
###date:                2007/02/12/
###reverse-conductor:   Craig Stuart Sapp
###performer:           Idil Biret
###performance-date:    1990
###label:               Naxos 8.550359
###label-title:         Chopin: Mazurkas (Complete)
###scorealign-date:	Tue Dec 16 09:34:02 PST 2008
###scorealign-parameters:	-h 0.050 -w 0.100
0.617981859	1:1	0
1.527484859	1:2	0.094
2.436988859	1:3	0.169
3.346491859	2:1	-0.05
4.288736859	2:2	0.091
5.349087859	2:3	0.131
6.373838859	3:1	-0.083
7.284640859	3:2	0.047
8.239749859	3:3	0.188
9.341027859	4:1	0.065
10.408329859	4:2	-0.06
11.346417859	4:3	0.058
12.281776859	5:1	-0.245
13.191864859	5:2	-0.155
14.204791859	5:3	0.077
15.346802859	6:1	0.01
16.585611859	6:2	-0.021
17.946487859	6:3	0.239
19.244154859	7:1	0.085
20.324255859	7:2	-0.083
21.333542859	7:3	0.096
22.505243859	8:1	0.097
23.907112859	8:2	0.279
25.209978859	8:3	-0.116
26.129028859	9:1	-0.028
26.960573859	9:2	0.063
27.979023859	9:3	0.081
29.070429859	10:1	-0.117
29.985842859	10:2	-0.042
30.962973859	10:3	0.075
31.950434859	11:1	-0.087
32.864418859	11:2	-0.063
33.790035859	11:3	0.042
34.897808859	12:1	-0.03
35.990772859	12:2	-0.141
36.902615859	12:3	-0.044
37.789120859	13:1	0.031
38.669846859	13:2	0.032
39.630154859	13:3	-0.007
40.852325859	14:1	-0.115
42.149735859	14:2	-0.002
43.344757859	14:3	0.017
44.709862859	15:1	-0.007
46.002453859	15:2	-0.085
46.957562859	15:3	0.07
47.924625859	16:1	-0.032
48.830364859	16:2	-0.027
49.832176859	16:3	0.144
50.871613859	17:1	-0.165
51.688797859	17:2	-0.168
52.442387859	17:3	-0.025
53.305504859	18:1	0.268
54.180447859	18:2	0.502
54.673004859	18:3	0.345
54.888950859	19:1	-0.108
55.449982859	19:2	-0.097
56.189930859	19:3	0.052
56.857376859	20:1	0.069
57.450241859	20:2	0.062
58.130547859	20:3	0.033
58.930397859	21:1	-0.03
59.701263859	21:2	-0.026
60.411713859	21:3	-0.055
61.179852859	22:1	0.162
61.902260859	22:2	0.274
62.579060859	22:3	0.231
63.347851859	23:1	-0.019
64.091171859	23:2	-0.026
64.878807859	23:3	-0.068
65.543259859	24:1	-0.104
66.228897859	24:2	0.02
67.093582859	24:3	0.126
68.002953859	25:1	0.07
68.813057859	25:2	0.025
69.519615859	25:3	-0.057
70.304382859	26:1	0.156
71.141518859	26:2	0.374
71.607307859	26:3	0.199
71.980980859	27:1	-0.126
72.685852859	27:2	0.028
73.528313859	27:3	0.25
74.272148859	28:1	0.374
74.766281859	28:2	0.168
75.456459859	28:3	0.018
76.365967859	29:1	-0.038
77.252731859	29:2	-0.04
78.110260859	29:3	0.002
78.994431859	30:1	0.226
79.839607859	30:2	0.424
80.297745859	30:3	0.25
80.768539859	31:1	-0.128
81.606842859	31:2	-0.11
82.420265859	31:3	0.022
83.080566859	32:1	0.053
83.785431859	32:2	0.057
84.669731859	32:3	0.002
85.579231859	33:1	-0.261
86.487824859	33:2	-0.255
87.278053859	33:3	-0.141
88.046196859	34:1	-0.055
88.833046859	34:2	-0.014
89.407196859	34:3	-0.03
90.036049859	35:1	-0.021
90.789391859	35:2	-0.078
91.394989859	35:3	-0.002
91.990448859	36:1	0.072
92.433632859	36:2	0.006
92.840576859	36:3	-0.059
93.450981859	37:1	0.107
94.005127859	37:2	-0.072
94.670624859	37:3	-0.026
95.471901859	38:1	-0.069
96.264336859	38:2	-0.023
96.933991859	38:3	0.063
97.552452859	39:1	0.074
98.269913859	39:2	-0.028
99.124199859	39:3	0.026
99.998756859	40:1	-0.078
100.793655859	40:2	0.026
101.576736859	40:3	-0.04
102.426743859	41:1	-0.02
103.207344859	41:2	-0.12
103.960953859	41:3	-0.026
104.833412859	42:1	0.255
105.655731859	42:2	0.428
106.090347859	42:3	0.252
106.538864859	43:1	0.041
107.248276859	43:2	-0.029
107.894150859	43:3	-0.013
108.519753859	44:1	0.012
109.142639859	44:2	0.055
109.908440859	44:3	0.06
110.769356859	45:1	-0.003
111.574921859	45:2	-0.051
112.348503859	45:3	-0.048
113.128090859	46:1	0.11
114.005760859	46:2	0.178
114.749725859	46:3	0.232
115.289444859	47:1	-0.048
115.938316859	47:2	-0.009
116.699448859	47:3	0.061
117.364021859	48:1	-0.133
118.065132859	48:2	-0.072
118.933052859	48:3	0.055
119.831131859	49:1	-0.023
120.661362859	49:2	-0.096
121.466927859	49:3	-0.06
122.352142859	50:1	0.254
122.970856859	50:2	0.273
123.505516859	50:3	0.218
124.159966859	51:1	0.202
124.583267859	51:2	0.085
125.112869859	51:3	0.005
125.787331859	52:1	0.029
126.415016859	52:2	0.087
127.098831859	52:3	0.031
127.898544859	53:1	-0.008
128.741791859	53:2	0.034
129.551514859	53:3	-0.035
130.381241859	54:1	0.245
131.131439859	54:2	0.206
131.703125859	54:3	-0.074
132.432938859	55:1	-0.084
133.159897859	55:2	0.042
133.776413859	55:3	0.028
134.445801859	56:1	0.038
135.262405859	56:2	0.114
136.443787859	56:3	0.224
137.642395859	57:1	-0.051
138.739243859	57:2	0.091
139.966827859	57:3	0.119
141.032288859	58:1	-0.063
141.945694859	58:2	-0.061
142.900803859	58:3	0.113
143.862289859	59:1	-0.06
144.898026859	59:2	-0.209
145.933868859	59:3	-0.043
147.102783859	60:1	-0.114
148.295776859	60:2	-0.119
149.212631859	60:3	-0.054
150.122131859	61:1	-0.435
151.323074859	61:2	-0.104
152.749817859	61:3	0.152
154.042023859	62:1	-0.018
155.116226859	62:2	-0.061
156.056183859	62:3	-0.081
157.519012859	63:1	-0.428
159.086975859	63:2	-0.15
160.210022859	63:3	0.162
161.244049859	64:1	-0.063
162.104385859	64:2	-0.023
163.001160859	64:3	0.013
163.936646859	65:1	-0.07
164.913834859	65:2	0.076
165.939041859	65:3	-0.038
167.172546859	66:1	-0.044
168.760529859	66:2	0.363
170.445725859	66:3	0.218
171.969254859	67:1	0.151
173.379440859	67:2	0.161
174.994339859	67:3	0.38
177.449249859	68:1	0.881
184.178345859	68:2	4.5
190.330719859	68:3	5.011
191.409027859	69:1	0.448