# !!!performance-id:	pid9105-13
# !!!title:		Mazurka in A minor, Op. 17, No. 4
# !!!trials:		1
# !!!date:		2007/07/05/
# !!!reverse-conductor:	Craig Stuart Sapp
# !!!performer:		Patrick Cohen
# !!!performance-date:	1997
# !!!label:		Glossa 920506 (1997)
# !!!label-title:		Les Mazurkas I
# !!!offset:		0
0.430	140.2
0.858	133.3
1.308	167.6
1.666	151.9
2.061	183.5
2.388	171.4
2.738	150.0
3.138	153.8
3.528	107.1
4.088	133.3
4.538	90.5
5.201	79.5
5.956	93.5
6.598	142.9
7.018	99.3
7.622	202.7
7.918	133.3
8.368	148.9
8.771	147.4
9.178	136.4
9.618	120.0
10.118	122.4
10.608	142.9
11.028	130.4
11.488	122.4
11.978	153.8
12.368	157.9
12.748	146.3
13.158	136.4
13.598	140.5
14.025	138.6
14.458	162.2
14.828	167.6
15.186	138.9
15.618	130.4
16.078	122.4
16.568	109.1
17.118	120.0
17.618	102.4
18.204	116.7
18.718	153.1
19.110	113.6
19.638	132.5
20.091	114.7
20.614	121.5
21.108	120.0
21.608	133.3
22.058	125.0
22.538	92.7
23.185	159.2
23.562	166.7
23.922	106.6
24.485	145.3
24.898	141.8
25.321	104.0
25.898	139.5
26.328	122.4
26.818	122.4
27.308	113.2
27.838	81.1
28.578	125.0
29.058	157.9
29.438	131.0
29.896	181.3
30.227	175.4
30.569	120.2
31.068	142.9
31.488	150.0
31.888	136.4
32.328	130.4
32.788	146.3
33.198	171.9
33.547	133.0
33.998	157.9
34.378	166.7
34.738	150.0
35.138	162.2
35.508	145.3
35.921	163.5
36.288	171.4
36.638	137.0
37.076	180.7
37.408	147.8
37.814	112.4
38.348	62.6
39.306	156.7
39.689	147.8
40.095	149.6
40.496	175.4
40.838	172.4
41.186	117.2
41.698	119.0
42.202	128.8
42.668	150.0
43.068	162.2
43.438	150.0
43.838	158.3
44.217	145.6
44.629	202.7
44.925	99.5
45.528	146.3
45.938	153.1
46.330	124.7
46.811	159.2
47.188	125.0
47.668	117.6
48.178	64.8
49.104	104.5
49.678	150.0
50.078	153.8
50.468	176.5
50.808	181.8
51.138	162.2
51.508	195.4
51.815	138.6
52.248	153.8
52.638	153.8
53.028	153.8
53.418	115.4
53.938	111.1
54.478	139.5
54.908	143.2
55.327	187.5
55.647	176.0
55.988	125.0
56.468	130.4
56.928	139.5
57.358	122.4
57.848	101.7
58.438	109.9
58.984	96.2
59.608	73.2
60.428	125.0
60.908	152.7
61.301	131.0
61.759	200.7
62.058	173.4
62.404	129.3
62.868	163.9
63.234	152.3
63.628	95.2
64.258	133.3
64.708	142.9
65.128	150.0
65.528	162.2
65.898	166.7
66.258	166.7
66.618	125.0
67.098	157.9
67.478	122.4
67.968	166.7
68.328	166.7
68.688	139.5
69.118	153.8
69.508	136.4
69.948	103.4
70.528	92.3
71.178	142.9
71.598	87.0
72.288	136.4
72.728	157.9
73.108	117.6
73.618	113.2
74.148	175.4
74.490	118.1
74.998	157.9
75.378	146.3
75.788	130.4
76.248	112.1
76.783	150.0
77.183	198.7
77.485	97.6
78.100	201.3
78.398	142.9
78.818	122.4
79.308	130.4
79.768	136.4
80.208	87.0
80.898	92.3
81.548	57.4
82.593	117.4
83.104	144.9
83.518	164.8
83.882	137.6
84.318	154.6
84.706	145.6
85.118	157.9
85.498	181.8
85.828	172.9
86.175	132.5
86.628	176.5
86.968	139.5
87.398	166.7
87.758	166.7
88.118	181.8
88.448	153.8
88.838	200.0
89.138	153.8
89.528	142.9
89.948	150.0
90.348	125.0
90.828	125.0
91.308	117.6
91.818	111.3
92.357	133.0
92.808	166.7
93.168	163.0
93.536	153.1
93.928	166.7
94.288	142.9
94.708	142.9
95.128	150.0
95.528	120.5
96.026	118.8
96.531	191.1
96.845	145.3
97.258	150.0
97.658	171.4
98.008	165.3
98.371	145.6
98.783	94.5
99.418	133.3
99.868	142.9
100.288	113.2
100.818	123.7
101.303	141.2
101.728	125.0
102.208	69.8
103.068	130.4
103.528	171.4
103.878	151.1
104.275	191.7
104.588	158.7
104.966	135.7
105.408	153.8
105.798	166.7
106.158	134.8
106.603	134.8
107.048	136.4
107.488	130.4
107.948	146.3
108.358	162.2
108.728	169.5
109.082	137.6
109.518	166.7
109.878	150.4
110.277	130.2
110.738	103.4
111.318	130.4
111.778	107.1
112.338	86.1
113.035	81.9
113.768	130.4
114.228	162.2
114.598	162.2
114.968	166.7
115.328	146.3
115.738	127.7
116.208	150.0
116.608	176.5
116.948	154.6
117.336	142.2
117.758	136.4
118.198	138.6
118.631	151.1
119.028	166.7
119.388	166.7
119.748	146.3
120.158	162.2
120.528	142.9
120.948	115.4
121.468	166.2
121.829	96.6
122.450	91.2
123.108	55.6
124.188	37.5
125.788	100.0
126.388	127.7
126.858	94.2
127.495	126.8
127.968	150.0
128.368	90.2
129.033	113.4
129.562	118.6
130.068	89.6
130.738	109.1
131.288	133.3
131.738	122.4
132.228	139.5
132.658	127.7
133.128	100.0
133.728	120.0
134.228	136.4
134.668	133.3
135.118	139.5
135.548	133.3
135.998	125.0
136.478	153.8
136.868	103.4
137.448	67.4
138.338	109.1
138.888	95.4
139.517	96.6
140.138	117.6
140.648	139.5
141.078	109.1
141.628	95.2
142.258	127.7
142.728	120.0
143.228	139.5
143.658	136.4
144.098	125.0
144.578	107.1
145.138	125.0
145.618	113.2
146.148	78.9
146.908	146.3
147.318	120.0
147.818	96.8
148.438	77.9
149.208	107.1
149.768	105.3
150.338	77.9
151.108	103.4
151.688	127.7
152.158	117.6
152.668	142.9
153.088	142.9
153.508	136.4
153.948	150.0
154.348	162.2
154.718	136.4
155.158	130.4
155.618	142.9
156.038	127.7
156.508	107.1
157.068	122.2
157.559	127.9
158.028	125.0
158.508	146.3
158.918	122.4
159.408	102.9
159.991	134.2
160.438	139.5
160.868	122.4
161.358	125.0
161.838	98.4
162.448	100.0
163.048	133.3
163.498	100.0
164.098	115.4
164.618	125.0
165.098	115.4
165.618	88.2
166.298	136.4
166.738	107.1
167.298	102.0
167.886	106.8
168.448	125.8
168.925	101.2
169.518	107.1
170.078	103.4
170.658	65.6
171.572	111.9
172.108	115.4
172.628	98.4
173.238	127.7
173.708	125.0
174.188	127.7
174.658	125.0
175.138	125.0
175.618	136.4
176.058	133.3
176.508	125.0
176.988	109.1
177.538	125.0
178.018	130.4
178.478	122.4
178.968	131.0
179.426	114.9
179.948	83.3
180.668	109.9
181.214	120.0
181.714	117.6
182.224	104.5
182.798	120.0
183.298	136.4
183.738	136.4
184.178	133.3
184.628	136.4
185.068	137.6
185.504	104.5
186.078	87.0
186.768	109.1
187.318	42.7