###performance-id:	pid99995e-12
###title:		Mazurka in C-sharp minor, Op. 63, No. 3
###trial:		01/01
###date: 		2012/09/14/
###reverse-conductor:	Craig Stuart Sapp
###performer: 		André Tchaikowsky
###performance-date:	1967
###label:		Dante HPC060 Volume 5 (1996)
###label-title:		15 Mazurkas
1.088004535	0:3
1.648004535	1:1
2.228004535	1:2
2.778004535	1:3
3.218004535	2:1
3.658004535	2:2
4.278004535	2:3
4.758004535	3:1
5.198004535	3:2
5.728004535	3:3
6.198004535	4:1
6.658004535	4:2
7.328004535	4:3
7.778004535	5:1
8.238004535	5:2
8.838004535	5:3
9.318004535	6:1
9.768004535	6:2
10.228004535	6:3
10.688004535	7:1
11.188004535	7:2
11.828004535	7:3
12.328004535	8:1
12.748004535	8:2
13.238004535	8:3
13.688004535	9:1
14.228004535	9:2
14.808004535	9:3
15.168004535	10:1
15.608004535	10:2
16.208004535	10:3
16.688004535	11:1
17.098004535	11:2
17.588004535	11:3
18.088004535	12:1
18.568004535	12:2
19.198004535	12:3
19.688004535	13:1
20.288004535	13:2
20.808004535	13:3
21.278004535	14:1
21.728004535	14:2
22.188004535	14:3
22.648004535	15:1
23.168004535	15:2
23.768004535	15:3
24.308004535	16:1
25.086258503	16:2
25.698004535	16:3
26.208004535	17:1
26.958004535	17:2
27.538004535	17:3
27.978004535	18:1
28.458004535	18:2
28.918004535	18:3
29.265850340	19:1
29.708004535	19:2
30.168004535	19:3
30.628004535	20:1
31.068004535	20:2
31.458004535	20:3
31.898004535	21:1
32.438004535	21:2
33.048004535	21:3
33.498004535	22:1
34.038004535	22:2
34.508004535	22:3
34.938004535	23:1
35.398004535	23:2
35.818004535	23:3
36.218004535	24:1
36.690430839	24:2
37.388004535	24:3
38.068004535	25:1
38.980498866	25:2
39.598004535	25:3
40.048004535	26:1
40.578004535	26:2
41.048004535	26:3
41.398004535	27:1
41.828004535	27:2
42.358004535	27:3
42.788004535	28:1
43.238004535	28:2
43.628004535	28:3
44.078004535	29:1
44.588004535	29:2
45.168004535	29:3
45.628004535	30:1
46.106122448	30:2
46.658004535	30:3
47.398004535	31:1
47.928004535	31:2
48.388004535	31:3
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49.438004535	32:2
50.198004535	32:3
50.898004535	33:1
51.548299319	33:2
52.028004535	33:3
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53.538004535	34:3
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58.078911564	37:2
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59.448004535	38:2
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60.438004535	39:1
61.123628117	39:2
61.578004535	39:3
62.128004535	40:1
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63.358004535	40:3
63.988004535	41:1
64.618004535	41:2
65.068004535	41:3
65.474467120	42:1
66.008004535	42:2
66.438004535	42:3
66.848004535	43:1
67.378004535	43:2
67.808004535	43:3
68.288004535	44:1
68.818004535	44:2
69.478004535	44:3
70.108004535	45:1
70.638004535	45:2
71.008004535	45:3
71.436190476	46:1
71.958004535	46:2
72.378004535	46:3
72.808004535	47:1
73.378004535	47:2
73.908004535	47:3
74.518004535	48:1
75.508004535	48:2
76.378004535	48:3
77.128004535	49:1
77.808004535	49:2
78.708004535	49:3
79.678004535	50:1
80.213333333	50:2
80.680634920	50:3
81.088004535	51:1
81.478004535	51:2
81.856145124	51:3
82.218004535	52:1
82.638004535	52:2
83.058004535	52:3
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84.038004535	53:2
84.558004535	53:3
85.028004535	54:1
85.458004535	54:2
85.908004535	54:3
86.378004535	55:1
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87.528004535	55:3
88.168004535	56:1
88.598004535	56:2
89.078004535	56:3
89.528004535	57:1
90.028004535	57:2
90.498004535	57:3
90.878004535	58:1
91.258004535	58:2
91.728004535	58:3
92.138004535	59:1
92.548004535	59:2
93.008004535	59:3
93.488004535	60:1
94.177233560	60:2
94.648004535	60:3
95.038004535	61:1
95.508004535	61:2
95.978004535	61:3
96.568888888	62:1
97.326439909	62:2
98.338004535	62:3
100.220226757	63:1
100.844263038	63:2
101.278004535	63:3
101.732426303	64:1
102.158004535	64:2
102.868004535	64:3
103.378004535	65:1
103.898004535	65:2
104.508004535	65:3
105.224126984	66:1
105.729160997	66:2
106.278004535	66:3
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107.969886621	67:3
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109.336961451	68:3
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111.228004535	70:1
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112.608004535	71:1
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115.368004535	73:1
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116.900861678	74:1
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118.478004535	74:3
120.178004535	75:1
120.648004535	75:2
121.058004535	75:3
121.438004535	76:1
122.068004535	76:2
122.691337868	76:3
123.385034013	77:1