###performance-id:	pid918812-13
###title:		Mazurka in C-sharp minor, Op. 63, No. 3
###trial:		01/01
###date: 		2008/04/04/
###reverse-conductor:	Craig Stuart Sapp
###performer: 		Stanislav Bunin
###performance-date:	1987
###label:		DG 423 618-2
###label-title:		Frederic Chopin
###scorealign-date:	Tue Dec 16 04:20:41 PST 2008
###scorealign-parameters:	-h 0.050 -w 0.100
0.457142848	0:3	0
1.066649848	1:1	0.039
1.680635848	1:2	-0.116
2.318370848	1:3	-0.349
2.986181848	2:1	-0.131
3.642996848	2:2	0.095
4.276974848	2:3	-0.041
4.833560848	3:1	0.046
5.366469848	3:2	-0.111
5.900402848	3:3	-0.037
6.391585848	4:1	-0.005
6.881023848	4:2	-0.006
7.351894848	4:3	-0.105
7.770921848	5:1	-0.066
8.151801848	5:2	-0.065
8.605608848	5:3	-0.031
9.108187848	6:1	-0.049
9.613839848	6:2	-0.033
10.123824848	6:3	0.066
10.691481848	7:1	0.073
11.345075848	7:2	0.007
12.065116848	7:3	-0.112
12.765592848	8:1	-0.001
13.413586848	8:2	-0.023
14.011258848	8:3	-0.116
14.552877848	9:1	-0.024
15.051458848	9:2	0.064
15.583899848	9:3	0.078
16.175626848	10:1	0.058
16.771732848	10:2	-0.055
17.374476848	10:3	-0.233
17.864325848	11:1	-0.123
18.312178848	11:2	-0.035
18.772003848	11:3	-0.025
19.272862848	12:1	-0.004
19.790873848	12:2	-0.016
20.269005848	12:3	-0.078
20.713354848	13:1	-0.012
21.092905848	13:2	-0.124
21.518761848	13:3	-0.092
21.909748848	14:1	-0.091
22.331837848	14:2	-0.005
22.726450848	14:3	0.008
23.143416848	15:1	0.015
23.570065848	15:2	-0.027
24.137381848	15:3	0.039
24.732149848	16:1	-0.065
25.369761848	16:2	-0.174
25.989281848	16:3	-0.058
26.566530848	17:1	0
27.172711848	17:2	-0.034
27.798651848	17:3	-0.078
28.436112848	18:1	0.058
29.043089848	18:2	-0.274
29.603039848	18:3	-0.094
30.103792848	19:1	0.116
30.519690848	19:2	0.102
30.913862848	19:3	0.046
31.277443848	20:1	0
31.607983848	20:2	-0.099
31.974320848	20:3	-0.023
32.340010848	21:1	0.032
32.715435848	21:2	-0.112
33.115765848	21:3	-0.071
33.489037848	22:1	0.001
33.862503848	22:2	-0.044
34.265701848	22:3	0.028
34.688534848	23:1	0.011
35.119576848	23:2	-0.071
35.532040848	23:3	-0.015
35.909523848	24:1	0.042
36.305515848	24:2	0.068
36.759361848	24:3	0.041
37.267632848	25:1	0.02
37.831001848	25:2	-0.206
38.437760848	25:3	-0.089
39.049748848	26:1	-0.067
39.642243848	26:2	-0.055
40.297520848	26:3	0.02
41.024899848	27:1	0.167
41.739037848	27:2	-0.108
42.436493848	27:3	-0.1
43.033501848	28:1	-0.003
43.550655848	28:2	-0.146
43.998215848	28:3	-0.039
44.389485848	29:1	0.012
44.783699848	29:2	-0.033
45.259552848	29:3	0.012
45.764698848	30:1	-0.022
46.346386848	30:2	-0.051
46.974751848	30:3	0.127
47.692555848	31:1	0.045
48.406128848	31:2	-0.232
49.195477848	31:3	0.037
50.105663848	32:1	0.338
51.087326848	32:2	0.2
52.084335848	32:3	0.005
52.900116848	33:1	-0.097
53.560608848	33:2	-0.136
54.130161848	33:3	-0.027
54.643452848	34:1	-0.058
55.167450848	34:2	0.019
55.713841848	34:3	0.036
56.260235848	35:1	-0.057
56.801235848	35:2	-0.166
57.278984848	35:3	-0.108
57.707710848	36:1	-0.099
58.102326848	36:2	-0.015
58.530827848	36:3	0.013
59.001732848	37:1	-0.055
59.479721848	37:2	-0.107
59.896603848	37:3	-0.02
60.243317848	38:1	-0.054
60.604378848	38:2	-0.003
60.998440848	38:3	0.02
61.449947848	39:1	-0.047
61.929302848	39:2	0.001
62.305878848	39:3	0.081
62.613510848	40:1	0.046
62.890179848	40:2	0.022
63.194679848	40:3	-0.022
63.535744848	41:1	-0.082
63.884548848	41:2	-0.052
64.227245848	41:3	-0.05
64.600613848	42:1	-0.066
64.954258848	42:2	-0.073
65.301106848	42:3	-0.066
65.654942848	43:1	-0.054
65.990460848	43:2	-0.037
66.326916848	43:3	-0.02
66.673725848	44:1	0.006
66.996281848	44:2	0.038
67.340847848	44:3	0.063
67.599308848	45:1	-0.028
67.906521848	45:2	-0.03
68.193981848	45:3	-0.033
68.514309848	46:1	-0.063
68.874989848	46:2	-0.012
69.224224848	46:3	-0.003
69.619679848	47:1	-0.007
70.029476848	47:2	-0.018
70.468884848	47:3	0.041
71.108952848	48:1	0.081
71.820164848	48:2	0.082
72.548695848	48:3	-0.071
73.181194848	49:1	-0.046
73.712406848	49:2	-0.185
74.335339848	49:3	-0.011
75.136379848	50:1	0.108
76.001484848	50:2	-0.1
76.820233848	50:3	-0.33
77.434567848	51:1	-0.092
77.886257848	51:2	-0.051
78.419682848	51:3	0.032
79.128864848	52:1	0.181
79.942333848	52:2	-0.005
80.739079848	52:3	-0.162
81.394817848	53:1	-0.072
81.939694848	53:2	-0.277
82.524731848	53:3	-0.123
83.114910848	54:1	-0.062
83.650089848	54:2	-0.097
84.143543848	54:3	-0.033
84.648190848	55:1	-0.019
85.221218848	55:2	0.053
85.890591848	55:3	0.073
86.596241848	56:1	-0.021
87.264057848	56:2	-0.083
87.884716848	56:3	-0.132
88.431461848	57:1	-0.016
88.929470848	57:2	0.081
89.447186848	57:3	0.069
90.058445848	58:1	0.1
90.711147848	58:2	0.043
91.389713848	58:3	-0.15
91.946301848	59:1	-0.001
92.419148848	59:2	-0.038
92.858379848	59:3	0.03
93.276875848	60:1	-0.08
93.679562848	60:2	-0.107
94.126141848	60:3	-0.191
94.546116848	61:1	-0.102
94.967167848	61:2	0
95.355007848	61:3	-0.022
95.753018848	62:1	-0.014
96.383923848	62:2	0.226
97.112827848	62:3	0.425
97.917965848	63:1	0.05
98.552326848	63:2	-0.185
99.081127848	63:3	-0.046
99.558949848	64:1	0.021
100.057423848	64:2	-0.01
100.599354848	64:3	-0.078
101.112301848	65:1	-0.045
101.567875848	65:2	-0.129
102.055218848	65:3	-0.022
102.619557848	66:1	0.052
103.334042848	66:2	0.126
104.116657848	66:3	0.019
104.880695848	67:1	0.023
105.578175848	67:2	-0.131
106.253300848	67:3	-0.014
106.920063848	68:1	-0.017
107.575726848	68:2	-0.141
108.150692848	68:3	-0.066
108.652844848	69:1	-0.054
109.080174848	69:2	-0.047
109.541950848	69:3	-0.026
110.057995848	70:1	-0.039
110.601757848	70:2	-0.085
111.143673848	70:3	-0.068
111.592907848	71:1	-0.034
112.020931848	71:2	0.003
112.545765848	71:3	-0.041
113.123234848	72:1	-0.024
113.688641848	72:2	-0.228
114.194286848	72:3	-0.043
114.642346848	73:1	-0.055
115.078114848	73:2	-0.079
115.539578848	73:3	-0.017
115.946682848	74:1	-0.08
116.516369848	74:2	0.098
117.260807848	74:3	0.423
118.052334848	75:1	-0.275
118.812977848	75:2	-0.184
119.320492848	75:3	-0.006
120.036915848	76:1	0.309
120.905216848	76:2	0.427
121.876354848	76:3	0.601
122.890965848	77:1	0.826