# !!!performance-id:      pid9050-15
# !!!title:               Mazurka in C major, Op. 24, No. 2
# !!!trials:               1
# !!!date:                2007/02/09/
# !!!reverse-conductor:   Craig Stuart Sapp
# !!!performer:           Eugen Indjic
# !!!performance-date:    2001
# !!!label:               Calliope 3321
# !!!label-title:         Integrale des mazurkas: Frederic Chopin
# !!!offset:		0
0.598	133.9
1.046	165.7
1.408	166.7
1.768	157.9
2.148	182.4
2.477	157.5
2.858	171.4
3.208	166.7
3.568	153.8
3.958	150.0
4.358	115.4
4.878	85.7
5.578	113.2
6.108	171.4
6.458	206.9
6.748	184.6
7.073	137.9
7.508	133.3
7.958	139.5
8.388	171.4
8.738	214.3
9.018	182.9
9.346	124.5
9.828	107.1
10.388	157.9
10.768	157.9
11.148	200.0
11.448	183.5
11.775	141.8
12.198	150.0
12.598	162.2
12.968	171.4
13.318	193.5
13.628	194.8
13.936	129.9
14.398	117.6
14.908	150.0
15.308	206.9
15.598	176.5
15.938	181.8
16.268	220.6
16.540	182.9
16.868	206.9
17.158	200.0
17.458	214.3
17.738	181.3
18.069	154.2
18.458	187.5
18.778	187.5
19.098	220.6
19.370	182.9
19.698	222.2
19.968	230.8
20.228	187.5
20.548	214.3
20.828	200.0
21.128	230.8
21.388	171.4
21.738	147.1
22.146	92.0
22.798	113.4
23.327	101.5
23.918	150.0
24.318	117.0
24.831	155.0
25.218	206.9
25.508	193.5
25.818	157.9
26.198	181.8
26.528	153.8
26.918	117.6
27.428	130.4
27.888	153.8
28.278	162.2
28.648	150.0
29.048	117.6
29.558	136.4
29.998	200.0
30.298	166.7
30.658	120.0
31.158	100.0
31.758	125.0
32.238	82.2
32.968	88.2
33.648	153.8
34.038	93.8
34.678	153.8
35.068	158.3
35.447	177.0
35.786	219.8
36.059	182.4
36.388	157.9
36.768	200.0
37.068	171.4
37.418	133.3
37.868	162.2
38.238	181.8
38.568	200.0
38.868	193.5
39.178	139.5
39.608	153.8
39.998	189.9
40.314	141.5
40.738	95.2
41.368	77.9
42.138	92.3
42.788	67.5
43.677	76.8
44.458	83.3
45.178	146.3
45.588	206.9
45.878	176.5
46.218	125.0
46.698	122.4
47.188	125.0
47.668	157.9
48.048	214.3
48.328	181.8
48.658	133.3
49.108	113.2
49.638	181.8
49.968	163.5
50.335	228.1
50.598	260.9
50.828	127.7
51.298	150.0
51.698	153.8
52.088	171.4
52.438	214.3
52.718	206.9
53.008	139.5
53.438	127.7
53.908	162.2
54.278	187.5
54.598	157.9
54.978	193.5
55.288	214.3
55.568	176.5
55.908	206.9
56.198	200.0
56.498	200.0
56.798	166.7
57.158	133.3
57.608	157.9
57.988	181.8
58.318	214.3
58.598	162.2
58.968	206.9
59.258	222.2
59.528	171.4
59.878	222.2
60.148	193.5
60.458	214.3
60.738	162.2
61.108	153.8
61.498	162.2
61.868	171.4
62.218	193.5
62.528	187.5
62.848	166.7
63.208	162.2
63.578	176.5
63.918	176.5
64.258	157.9
64.638	125.0
65.118	111.1
65.658	79.3
66.415	54.0
67.527	67.8
68.412	70.9
69.258	68.9
70.129	133.6
70.578	103.4
71.158	136.4
71.598	187.5
71.918	146.3
72.328	166.7
72.688	200.0
72.988	142.9
73.408	162.2
73.778	122.4
74.268	117.9
74.777	111.5
75.315	198.0
75.618	162.2
75.988	183.5
76.315	204.8
76.608	166.7
76.968	176.5
77.308	206.9
77.598	146.3
78.008	136.4
78.448	115.4
78.968	134.2
79.415	111.9
79.951	209.1
80.238	176.5
80.578	181.8
80.908	214.3
81.188	171.4
81.538	193.5
81.848	230.8
82.108	157.9
82.488	135.7
82.930	107.5
83.488	115.4
84.008	108.7
84.560	182.9
84.888	166.7
85.248	176.5
85.588	176.5
85.928	157.9
86.308	142.9
86.728	140.5
87.155	156.7
87.538	113.2
88.068	115.4
88.588	200.0
88.888	153.8
89.278	146.3
89.688	200.0
89.988	146.7
90.397	181.3
90.728	193.5
91.038	187.5
91.358	171.4
91.708	157.9
92.088	120.0
92.588	107.1
93.148	193.5
93.458	146.3
93.868	133.3
94.318	206.9
94.608	176.5
94.948	187.5
95.268	187.5
95.588	176.5
95.928	136.1
96.369	158.3
96.748	120.0
97.248	113.2
97.778	187.5
98.098	153.8
98.488	136.4
98.928	193.5
99.238	171.4
99.588	176.5
99.928	166.7
100.288	162.2
100.658	122.4
101.148	127.7
101.618	111.1
102.158	125.0
102.638	166.7
102.998	136.4
103.438	127.7
103.908	125.0
104.388	96.2
105.012	100.0
105.612	111.9
106.148	81.1
106.888	75.9
107.678	64.0
108.616	47.8
109.871	84.9
110.578	157.9
110.958	198.0
111.261	178.0
111.598	127.7
112.068	111.1
112.608	117.6
113.118	166.7
113.478	200.0
113.778	170.9
114.129	117.9
114.638	89.6
115.308	149.6
115.709	158.3
116.088	214.3
116.368	204.8
116.661	120.7
117.158	122.4
117.648	153.8
118.038	166.7
118.398	206.9
118.688	192.9
118.999	127.9
119.468	133.3
119.918	162.2
120.288	193.5
120.598	166.7
120.958	206.9
121.248	208.3
121.536	175.4
121.878	218.2
122.153	184.6
122.478	222.2
122.748	187.5
123.068	162.2
123.438	171.4
123.788	181.8
124.118	206.9
124.408	176.5
124.748	200.0
125.048	222.2
125.318	193.5
125.628	206.9
125.918	200.0
126.218	222.2
126.488	176.5
126.828	146.3
127.238	75.3
128.035	145.3
128.448	176.5
128.788	176.5
129.128	171.4
129.478	187.5
129.798	176.5
130.138	166.7
130.498	162.2
130.868	130.4
131.328	120.7
131.825	111.1
132.365	107.5
132.923	156.7
133.306	157.1
133.688	187.5
134.008	157.9
134.388	200.0
134.688	166.7
135.048	162.2
135.418	166.7
135.778	142.9
136.198	117.2
136.710	123.0
137.198	108.9
137.749	133.6
138.198	107.3
138.757	113.0
139.288	122.4
139.778	83.3
140.498	89.8
141.166	142.2
141.588	162.2
141.958	130.4
142.418	100.2
143.017	70.3
143.871	87.6
144.556	127.1
145.028	88.6
145.705	112.4
146.239	115.6
146.758	93.0
147.403	93.0
148.048	146.3
148.458	130.4
148.918	105.3
149.488	51.6
150.651	30.8