###performance-id:     pid9059b-16
###title:              Mazurka in C-sharp minor, Op. 63, No. 3
###trial:              01/01
###date:               2007/03/29/
###reverse-conductor:  Craig Stuart Sapp
###performer:          Arthur Rubinstein
###performance-date:   1966
###label:              BMG 09026-63050-2
###label-title:        The Rubinstein Collection, vol. 50: 51 Chopin Mazurkas
###scorealign-date:	Tue Dec 16 04:20:43 PST 2008
###scorealign-parameters:	-h 0.050 -w 0.100
0.257981859	0:3	0
0.938444859	1:1	-0.009
1.529902859	1:2	-0.087
2.062243859	1:3	-0.095
2.600302859	2:1	-0.027
3.136427859	2:2	0.008
3.687853859	2:3	-0.009
4.216328859	3:1	0.019
4.704869859	3:2	-0.092
5.213587859	3:3	-0.063
5.721968859	4:1	-0.045
6.268350859	4:2	0
6.772780859	4:3	-0.064
7.301339859	5:1	0.023
7.837547859	5:2	-0.009
8.392421859	5:3	-0.065
8.947294859	6:1	-0.02
9.486446859	6:2	-0.011
10.007690859	6:3	-0.039
10.528935859	7:1	-0.008
11.019325859	7:2	-0.048
11.552213859	7:3	-0.175
12.090272859	8:1	-0.087
12.679696859	8:2	0.032
13.266307859	8:3	-0.001
13.871623859	9:1	0.004
14.461555859	9:2	-0.125
15.021390859	9:3	-0.116
15.559447859	10:1	-0.038
16.101290859	10:2	-0.016
16.605721859	10:3	-0.071
17.100568859	11:1	-0.036
17.590285859	11:2	-0.027
18.094714859	11:3	-0.012
18.581279859	12:1	0.003
19.087893859	12:2	0.01
19.637471859	12:3	-0.02
20.232320859	13:1	0.014
20.777188859	13:2	-0.1
21.315669859	13:3	-0.091
21.826907859	14:1	-0.09
22.388928859	14:2	-0.028
22.948256859	14:3	-0.059
23.532469859	15:1	-0.025
24.147284859	15:2	-0.03
24.805943859	15:3	-0.091
25.496842859	16:1	0
26.120238859	16:2	-0.157
26.731562859	16:3	0.034
27.286690859	17:1	0.089
27.847279859	17:2	-0.02
28.361422859	17:3	-0.056
28.890904859	18:1	0.003
29.429635859	18:2	-0.077
29.921752859	18:3	-0.065
30.407012859	19:1	0.049
30.899085859	19:2	0.011
31.376443859	19:3	-0.051
31.842034859	20:1	0.004
32.257008859	20:2	-0.08
32.698304859	20:3	-0.019
33.147332859	21:1	-0.01
33.630742859	21:2	-0.086
34.120625859	21:3	-0.056
34.609673859	22:1	-0.047
35.101575859	22:2	-0.005
35.583558859	22:3	-0.053
36.045026859	23:1	-0.032
36.512974859	23:2	-0.081
36.997391859	23:3	-0.04
37.507622859	24:1	-0.019
38.057656859	24:2	0
38.651963859	24:3	-0.015
39.241807859	25:1	-0.265
39.993062859	25:2	-0.403
40.721551859	25:3	-0.285
41.459782859	26:1	-0.057
41.999154859	26:2	-0.118
42.502995859	26:3	-0.074
42.973797859	27:1	0.016
43.450062859	27:2	0.012
43.918088859	27:3	-0.029
44.401925859	28:1	0.014
44.866250859	28:2	-0.011
45.353867859	28:3	0.056
45.862916859	29:1	-0.024
46.417119859	29:2	-0.09
46.995530859	29:3	-0.081
47.537713859	30:1	-0.059
48.040631859	30:2	-0.026
48.539170859	30:3	-0.018
49.069241859	31:1	-0.02
49.620751859	31:2	-0.066
50.178605859	31:3	-0.018
50.857270859	32:1	0.129
51.671456859	32:2	0.233
52.605191859	32:3	0.035
53.474377859	33:1	-0.043
54.228795859	33:2	-0.134
54.835969859	33:3	-0.091
55.365201859	34:1	-0.042
55.886452859	34:2	-0.041
56.393399859	34:3	-0.064
56.924309859	35:1	-0.033
57.440095859	35:2	-0.077
57.958562859	35:3	-0.028
58.479806859	36:1	0.022
59.031941859	36:2	0.014
59.637265859	36:3	0.009
60.242581859	37:1	-0.064
60.826497859	37:2	-0.13
61.360604859	37:3	-0.066
61.848393859	38:1	-0.029
62.352067859	38:2	-0.015
62.880620859	38:3	0.003
63.452313859	39:1	0.054
64.021561859	39:2	-0.055
64.591393859	39:3	-0.075
65.176614859	40:1	0.029
65.784791859	40:2	0.017
66.502244859	40:3	0.054
67.368432859	41:1	-0.096
68.256318859	41:2	-0.081
69.029450859	41:3	-0.098
69.654153859	42:1	-0.023
70.246346859	42:2	-0.051
70.851670859	42:3	-0.085
71.446099859	43:1	-0.041
72.019044859	43:2	-0.088
72.590737859	43:3	-0.046
73.176461859	44:1	0.01
73.817795859	44:2	0.013
74.490365859	44:3	0.012
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78.424973859	47:1	-0.012
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79.382218859	47:3	-0.055
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82.102631859	49:1	-0.004
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85.039521859	50:2	-0.137
85.632065859	50:3	-0.065
86.177643859	51:1	-0.059
86.692918859	51:2	-0.084
87.207352859	51:3	-0.08
87.761887859	52:1	-0.025
88.369385859	52:2	-0.051
88.974709859	52:3	-0.062
89.562707859	53:1	-0.014
90.130364859	53:2	-0.077
90.680108859	53:3	-0.057
91.215729859	54:1	-0.041
91.687119859	54:2	-0.08
92.179017859	54:3	-0.058
92.669907859	55:1	-0.057
93.209740859	55:2	-0.017
93.732667859	55:3	-0.094
94.278496859	56:1	-0.058
94.872704859	56:2	0.015
95.511658859	56:3	0.004
96.142403859	57:1	-0.065
96.744530859	57:2	-0.052
97.299409859	57:3	-0.107
97.868615859	58:1	-0.028
98.448281859	58:2	0
99.060105859	58:3	-0.037
99.667489859	59:1	-0.029
100.272805859	59:2	-0.074
100.941163859	59:3	-0.096
101.663430859	60:1	0.015
102.432587859	60:2	-0.117
103.172677859	60:3	-0.104
103.861985859	61:1	-0.025
104.503533859	61:2	-0.073
105.132355859	61:3	-0.015
105.772500859	62:1	-0.064
106.801301859	62:2	0.353
107.870309859	62:3	0.482
108.940713859	63:1	0.093
109.598588859	63:2	-0.068
110.227349859	63:3	0.029
110.903153859	64:1	0.165
111.594048859	64:2	0.196
112.268395859	64:3	0.2
112.943703859	65:1	0.106
113.666718859	65:2	0.069
114.385110859	65:3	-0.052
115.050881859	66:1	-0.016
115.687501859	66:2	-0.059
116.310860859	66:3	-0.036
116.917733859	67:1	-0.059
117.508134859	67:2	-0.059
118.079903859	67:3	-0.097
118.648064859	68:1	-0.049
119.190072859	68:2	-0.037
119.732079859	68:3	-0.005
120.274087859	69:1	-0.013
120.836785859	69:2	-0.01
121.386285859	69:3	-0.041
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122.979607859	70:3	-0.037
123.505639859	71:1	-0.001
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124.544602859	71:3	-0.042
125.082665859	72:1	0.005
125.748650859	72:2	0.081
126.471680859	72:3	0.104
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127.815613859	73:2	-0.081
128.420945859	73:3	-0.076
129.067979859	74:1	-0.049
129.875916859	74:2	0.068
130.952012859	74:3	0.354
131.985139859	75:1	-0.272
132.828019859	75:2	-0.099
133.419236859	75:3	-0.018
134.171097859	76:1	0.183
135.151459859	76:2	0.403
136.164963859	76:3	-0.34