###performance-id:	pid9121-07
###title:		Mazurka in C-sharp minor, Op. 63, No. 3
###trial:		01/01
###date: 		2007/04/01/
###reverse-conductor:	Craig Stuart Sapp
###performer: 		Kazimierz Gierzod
###performance-date:	1998
###label:		DUX 0298
###label-title:		Kzsimierz Gierzod: Chopin
###scorealign-date:	Tue Dec 16 04:20:42 PST 2008
###scorealign-parameters:	-h 0.050 -w 0.100
1.077981859	0:3	0
1.849825859	1:1	0.102
2.383865859	1:2	-0.182
2.907117859	1:3	-0.2
3.444891859	2:1	-0.082
3.975737859	2:2	0.028
4.514747859	2:3	-0.003
5.047943859	3:1	0.01
5.566387859	3:2	-0.091
6.072161859	3:3	-0.105
6.551798859	4:1	-0.015
7.031435859	4:2	0.043
7.556335859	4:3	-0.011
8.108644859	5:1	0.061
8.660953859	5:2	-0.046
9.205158859	5:3	-0.082
9.699329859	6:1	-0.088
10.169542859	6:2	-0.027
10.634645859	6:3	0.047
11.111496859	7:1	0.074
11.583429859	7:2	0.016
12.050045859	7:3	0.012
12.529682859	8:1	0.022
13.010603859	8:2	-0.006
13.532124859	8:3	-0.035
14.045734859	9:1	-0.021
14.520671859	9:2	-0.136
14.971237859	9:3	-0.138
15.421806859	10:1	-0.055
15.856773859	10:2	-0.02
16.307098859	10:3	-0.03
16.724526859	11:1	0.007
17.093848859	11:2	-0.033
17.505462859	11:3	-0.036
17.912936859	12:1	-0.014
18.350060859	12:2	0.011
18.802108859	12:3	0.014
19.286567859	13:1	0.059
19.783427859	13:2	-0.104
20.317225859	13:3	-0.11
20.825933859	14:1	-0.071
21.328849859	14:2	-0.088
21.852088859	14:3	-0.015
22.394736859	15:1	-0.032
22.954724859	15:2	-0.122
23.540994859	15:3	-0.066
24.200269859	16:1	-0.007
24.874280859	16:2	-0.117
25.656430859	16:3	0.018
26.412557859	17:1	0.075
27.101670859	17:2	-0.179
27.722283859	17:3	-0.055
28.226970859	18:1	0.039
28.698365859	18:2	-0.059
29.093507859	18:3	-0.063
29.463796859	19:1	0.016
29.825002859	19:2	-0.002
30.241925859	19:3	-0.075
30.668679859	20:1	-0.078
31.071597859	20:2	-0.035
31.502629859	20:3	0.025
31.952012859	21:1	0.024
32.412608859	21:2	-0.084
32.889133859	21:3	-0.028
33.334661859	22:1	0.057
33.793588859	22:2	0.026
34.239152859	22:3	0.001
34.688802859	23:1	-0.024
35.153905859	23:2	-0.013
35.636716859	23:3	0.059
36.137124859	24:1	0.099
36.649652859	24:2	0.122
37.263635859	24:3	0.156
37.980130859	25:1	0.052
38.750459859	25:2	-0.249
39.469453859	25:3	-0.188
40.085649859	26:1	-0.011
40.558087859	26:2	-0.089
40.970300859	26:3	-0.057
41.359319859	27:1	-0.008
41.739442859	27:2	-0.038
42.155396859	27:3	-0.072
42.565606859	28:1	-0.051
42.979520859	28:2	0.012
43.351018859	28:3	0.023
43.721601859	29:1	0.004
44.096662859	29:2	-0.01
44.498590859	29:3	-0.048
44.898892859	30:1	-0.018
45.300019859	30:2	0.002
45.699834859	30:3	0.032
46.103120859	31:1	0.005
46.517476859	31:2	-0.045
46.986966859	31:3	0.019
47.551457859	32:1	0.133
48.183068859	32:2	0.077
48.835237859	32:3	-0.025
49.453076859	33:1	0.005
50.018338859	33:2	-0.054
50.549745859	33:3	-0.077
50.997113859	34:1	-0.08
51.409520859	34:2	-0.027
51.794976859	34:3	-0.042
52.203130859	35:1	0.005
52.592336859	35:2	0.004
52.971417859	35:3	0.003
53.336156859	36:1	0.008
53.751801859	36:2	0.024
54.188462859	36:3	0
54.650468859	37:1	-0.027
55.090615859	37:2	-0.036
55.517564859	37:3	-0.069
55.902265859	38:1	-0.055
56.290357859	38:2	-0.047
56.672322859	38:3	-0.015
57.052350859	39:1	-0.015
57.451463859	39:2	-0.036
57.812913859	39:3	-0.054
58.211061859	40:1	-0.057
58.639955859	40:2	-0.027
59.137986859	40:3	0.03
59.675763859	41:1	-0.011
60.204450859	41:2	-0.166
60.696866859	41:3	-0.14
61.147439859	42:1	-0.07
61.584607859	42:2	0.007
61.985993859	42:3	-0.051
62.374570859	43:1	-0.022
62.732091859	43:2	-0.035
63.048799859	43:3	-0.078
63.417539859	44:1	-0.039
63.802876859	44:2	-0.034
64.234960859	44:3	-0.012
64.665032859	45:1	0.007
65.091844859	45:2	-0.015
65.492654859	45:3	-0.044
65.903810859	46:1	-0.033
66.334199859	46:2	-0.043
66.756501859	46:3	-0.06
67.222245859	47:1	-0.015
67.701882859	47:2	-0.035
68.194100859	47:3	-0.043
68.854974859	48:1	0.097
69.567147859	48:2	0.149
70.279336859	48:3	0.091
70.999330859	49:1	-0.012
71.609773859	49:2	-0.227
72.220223859	49:3	-0.134
72.839349859	50:1	0.011
73.359231859	50:2	-0.088
73.867326859	50:3	-0.07
74.323808859	51:1	-0.013
74.749085859	51:2	-0.018
75.188630859	51:3	0.011
75.688531859	52:1	0.041
76.214692859	52:2	-0.086
76.829469859	52:3	-0.028
77.439843859	53:1	0.092
78.035752859	53:2	-0.081
78.596429859	53:3	-0.051
79.075624859	54:1	-0.051
79.511651859	54:2	-0.045
79.955491859	54:3	0.004
80.406060859	55:1	-0.001
80.904634859	55:2	-0.002
81.429124859	55:3	0.001
81.990869859	56:1	0.013
82.557702859	56:2	0.02
83.116006859	56:3	-0.061
83.647691859	57:1	-0.089
84.146653859	57:2	-0.26
84.640824859	57:3	-0.175
85.125764859	58:1	-0.081
85.573464859	58:2	-0.058
86.023324859	58:3	-0.014
86.422219859	59:1	-0.005
86.827516859	59:2	-0.004
87.221375859	59:3	0.013
87.625237859	60:1	0.027
88.020074859	60:2	-0.097
88.461602859	60:3	-0.085
88.909776859	61:1	-0.037
89.395463859	61:2	-0.042
89.927835859	61:3	0.05
90.576119859	62:1	0.099
91.923814859	62:2	0.716
93.261056859	62:3	1.043
94.539353859	63:1	-0.268
95.288659859	63:2	-0.088
95.796319859	63:3	-0.056
96.405808859	64:1	0.148
97.067361859	64:2	0.239
97.714547859	64:3	0.177
98.325601859	65:1	0.198
98.842622859	65:2	-0.054
99.412477859	65:3	-0.075
99.945649859	66:1	-0.051
100.467614859	66:2	-0.029
101.010957859	66:3	0.013
101.599633859	67:1	0.102
102.120927859	67:2	-0.006
102.612596859	67:3	0.098
103.008096859	68:1	0.008
103.421037859	68:2	-0.036
103.885293859	68:3	-0.002
104.348252859	69:1	0.03
104.811212859	69:2	-0.066
105.256059859	69:3	-0.061
105.678506859	70:1	-0.068
106.110971859	70:2	-0.056
106.535302859	70:3	-0.032
106.956223859	71:1	0.008
107.389237859	71:2	-0.008
107.808244859	71:3	0.03
108.286592859	72:1	0.039
108.764642859	72:2	-0.082
109.281198859	72:3	-0.106
109.775521859	73:1	-0.071
110.256524859	73:2	-0.06
110.746224859	73:3	-0.061
111.225877859	74:1	-0.061
112.100877859	74:2	0.323
113.249078859	74:3	0.811
114.397592859	75:1	-0.529
115.408441859	75:2	-0.059
115.853959859	75:3	0.006
116.423699859	76:1	0.206
117.507470859	76:2	0.609
118.804292859	76:3	-0.595