# !!!performance-id:      pid9050b-12
# !!!title:               Mazurka in C-sharp minor, Op. 63, No. 3
# !!!trials:               1
# !!!date:                2007/04/02/
# !!!reverse-conductor:   Craig Stuart Sapp
# !!!performer:           Eugen Indjic
# !!!performance-date:    1988
# !!!label:               Calliope 3321
# !!!label-title:         Integrale des mazurkas: Frederic Chopin
# !!!offset:		0
0.568	122.4
1.058	83.3
1.778	78.4
2.543	134.8
2.988	150.0
3.388	86.5
4.082	106.0
4.648	92.3
5.298	113.2
5.828	146.3
6.238	146.3
6.648	96.8
7.268	111.1
7.808	111.1
8.348	98.4
8.958	130.4
9.418	136.4
9.858	109.1
10.408	125.0
10.888	125.0
11.368	84.5
12.078	101.7
12.668	120.0
13.168	85.7
13.868	120.0
14.368	114.1
14.894	108.3
15.448	136.4
15.888	153.8
16.278	92.3
16.928	133.3
17.378	125.0
17.858	117.6
18.368	141.5
18.792	140.8
19.218	90.9
19.878	92.3
20.528	93.8
21.168	96.8
21.788	130.4
22.248	122.4
22.738	113.2
23.268	122.4
23.758	122.4
24.248	87.0
24.938	105.3
25.508	91.6
26.163	104.3
26.738	139.5
27.168	117.6
27.678	105.3
28.248	146.3
28.658	133.3
29.108	139.5
29.538	181.8
29.868	127.7
30.338	101.7
30.928	125.0
31.408	120.0
31.908	150.0
32.308	136.4
32.748	120.0
33.248	120.0
33.748	142.9
34.168	120.0
34.668	122.4
35.158	153.8
35.548	123.7
36.033	148.1
36.438	125.0
36.918	115.4
37.438	113.2
37.968	92.3
38.618	81.0
39.359	96.9
39.978	125.0
40.458	87.0
41.148	113.2
41.678	150.0
42.078	115.4
42.598	96.8
43.218	133.3
43.668	122.4
44.158	146.3
44.568	127.7
45.038	139.5
45.468	125.0
45.948	133.3
46.398	117.6
46.908	120.0
47.408	115.4
47.928	109.1
48.478	111.1
49.018	88.2
49.698	66.7
50.598	55.6
51.678	95.2
52.308	125.0
52.788	133.3
53.238	136.4
53.678	171.4
54.028	142.9
54.448	150.0
54.848	142.9
55.268	166.7
55.628	157.9
56.008	142.9
56.428	122.4
56.918	133.3
57.368	142.9
57.788	150.0
58.188	150.0
58.588	171.4
58.938	122.4
59.428	133.3
59.878	125.0
60.358	139.5
60.788	139.5
61.218	114.3
61.743	97.6
62.358	90.9
63.018	100.0
63.618	139.5
64.048	133.3
64.498	142.9
64.918	130.4
65.378	139.5
65.808	130.4
66.268	146.3
66.678	153.8
67.068	133.3
67.518	111.1
68.058	103.4
68.638	119.8
69.139	143.2
69.558	139.5
69.988	122.4
70.478	122.4
70.968	127.7
71.438	111.1
71.978	117.6
72.488	105.3
73.058	77.9
73.828	67.4
74.718	49.6
75.928	58.8
76.948	80.0
77.698	60.0
78.698	60.6
79.688	84.5
80.398	136.4
80.838	95.2
81.468	102.6
82.053	118.8
82.558	88.2
83.238	90.9
83.898	130.4
84.358	84.5
85.068	95.2
85.698	117.6
86.208	109.1
86.758	115.4
87.278	107.1
87.838	120.0
88.338	81.6
89.073	93.0
89.718	107.1
90.278	90.9
90.938	113.2
91.468	83.3
92.188	101.7
92.778	136.4
93.218	136.4
93.658	98.4
94.268	117.6
94.778	122.4
95.268	113.2
95.798	113.2
96.328	72.3
97.158	95.2
97.788	83.3
98.508	69.0
99.378	81.1
100.118	63.8
101.058	61.2
102.038	33.4
103.833	23.6
106.378	81.1
107.118	93.8
107.758	109.1
108.308	77.9
109.078	65.2
109.998	69.8
110.858	76.9
111.638	84.5
112.348	82.2
113.078	113.0
113.609	98.5
114.218	85.7
114.918	73.2
115.738	133.3
116.188	106.8
116.750	84.7
117.458	101.7
118.048	111.1
118.588	82.6
119.314	104.9
119.886	94.9
120.518	109.1
121.068	107.1
121.628	115.2
122.149	111.3
122.688	111.1
123.228	84.5
123.938	71.4
124.778	75.9
125.568	69.8
126.428	68.2
127.308	78.9
128.068	87.0
128.758	78.9
129.518	41.4
130.968	29.3
133.018	92.3
133.668	101.7
134.258	105.3
134.828	69.8