###performance-id: 	pid9058-04
###title:	        Mazurka in E-flat minor, Op. 6, No. 4
###trial:	        01/01
###date:	        2007/02/06/
###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 08:30:11 PST 2008
###scorealign-parameters:	-h 0.050 -w 0.100
0.217981859	0:3	0
0.971674859	1:1	-0.025
1.618775859	1:2	-0.174
2.196863859	1:3	-0.19
2.752722859	2:1	-0.034
3.169403859	2:2	-0.008
3.556551859	2:3	-0.01
3.939539859	3:1	0.012
4.302134859	3:2	-0.075
4.681303859	3:3	-0.056
5.076066859	4:1	0.018
5.474989859	4:2	0.047
5.893793859	4:3	-0.023
6.321043859	5:1	-0.016
6.748529859	5:2	-0.098
7.165200859	5:3	-0.061
7.544477859	6:1	-0.013
7.904960859	6:2	-0.002
8.259385859	6:3	-0.008
8.625328859	7:1	0.027
9.006440859	7:2	-0.081
9.398984859	7:3	-0.048
9.804434859	8:1	0.006
10.291551859	8:2	0.134
10.845960859	8:3	0.138
11.415918859	9:1	-0.08
11.987520859	9:2	-0.079
12.496601859	9:3	-0.04
12.984989859	10:1	-0.042
13.471349859	10:2	-0.086
13.948687859	10:3	0.011
14.387533859	11:1	-0.109
14.809899859	11:2	-0.077
15.231518859	11:3	-0.042
15.641085859	12:1	-0.046
16.070470859	12:2	0.012
16.497934859	12:3	-0.049
16.922220859	13:1	-0.075
17.357385859	13:2	-0.028
17.811855859	13:3	0.089
18.279466859	14:1	0.041
18.701000859	14:2	-0.108
19.108966859	14:3	-0.048
19.465187859	15:1	-0.022
19.802333859	15:2	-0.035
20.190651859	15:3	0.023
20.590194859	16:1	0.072
21.022180859	16:2	0.064
21.540323859	16:3	0.012
22.112562859	17:1	-0.124
22.688516859	17:2	-0.238
23.256601859	17:3	-0.14
23.731722859	18:1	-0.022
24.122455859	18:2	0.034
24.472849859	18:3	0.015
24.824905859	19:1	0.037
25.174701859	19:2	-0.092
25.540069859	19:3	-0.097
25.933189859	20:1	-0.023
26.329958859	20:2	0.022
26.744770859	20:3	-0.062
27.171808859	21:1	-0.035
27.593471859	21:2	-0.104
27.987468859	21:3	-0.1
28.343238859	22:1	-0.044
28.696937859	22:2	-0.02
29.014055859	22:3	-0.053
29.355463859	23:1	-0.042
29.739435859	23:2	-0.108
30.114826859	23:3	-0.102
30.519849859	24:1	-0.044
31.069721859	24:2	0.122
31.657501859	24:3	0.11
32.278635859	25:1	-0.128
32.933035859	25:2	-0.074
33.447099859	25:3	-0.01
33.946516859	26:1	-0.02
34.431238859	26:2	-0.046
34.900499859	26:3	0.023
35.347795859	27:1	-0.072
35.782957859	27:2	-0.064
36.217592859	27:3	0.009
36.639955859	28:1	-0.047
37.072729859	28:2	0.005
37.500066859	28:3	-0.027
37.911340859	29:1	-0.076
38.323492859	29:2	-0.033
38.733057859	29:3	0.021
39.138254859	30:1	0.08
39.535020859	30:2	-0.027
39.929063859	30:3	0.017
40.271925859	31:1	0.025
40.622762859	31:2	0.027
41.026582859	31:3	0.096
41.491872859	32:1	0.134
42.100961859	32:2	0.103
42.760645859	32:3	0.103
43.425161859	33:1	-0.092
44.065107859	33:2	-0.195
44.590292859	33:3	-0.147
45.051859859	34:1	-0.065
45.455030859	34:2	-0.002
45.813284859	34:3	-0.034
46.160585859	35:1	-0.006
46.504553859	35:2	-0.052
46.860048859	35:3	-0.037
47.248022859	36:1	0.034
47.668611859	36:2	0.101
48.136919859	36:3	0.079
48.648878859	37:1	0.041
49.153532859	37:2	-0.145
49.636179859	37:3	-0.091
50.051363859	38:1	-0.019
50.421190859	38:2	-0.006
50.775274859	38:3	-0.012
51.152300859	39:1	0.014
51.578249859	39:2	-0.059
52.017015859	39:3	-0.01
52.590711859	40:1	0.163
53.599878859	40:2	0.632
54.819341859	40:3	0.836
56.057264859	41:1	0.106