# !!!performance-id:      pid9063-06
# !!!title:               Mazurka in A minor, Op. 7, No. 2
# !!!trials:               1
# !!!date:                2006/10/05/
# !!!reverse-conductor:   Craig Stuart Sapp
# !!!performer:           Yakov Fliere
# !!!performance-date:    1977
# !!!label:               Melodia 10 00439
# !!!label-title:         Chopin Mazurkas
# !!!offset:		0
1.885	73.2
2.705	88.9
3.380	112.1
3.915	130.4
4.375	103.3
4.956	114.3
5.481	95.8
6.107	111.5
6.645	156.7
7.028	151.1
7.425	133.3
7.875	134.8
8.320	103.6
8.899	143.2
9.318	154.6
9.706	130.7
10.165	117.6
10.675	109.1
11.225	122.4
11.715	112.8
12.247	144.6
12.662	106.6
13.225	92.3
13.875	107.0
14.436	78.0
15.205	80.8
15.948	125.3
16.427	101.9
17.016	91.0
17.675	118.8
18.180	103.1
18.762	108.5
19.315	165.7
19.677	109.3
20.226	103.6
20.805	117.9
21.314	91.0
21.973	124.0
22.457	118.1
22.965	101.7
23.555	81.1
24.295	78.5
25.059	75.4
25.855	108.1
26.410	126.8
26.883	101.4
27.475	84.5
28.185	113.2
28.715	88.2
29.395	88.9
30.070	111.5
30.608	132.5
31.061	102.9
31.644	114.7
32.167	96.2
32.791	109.3
33.340	160.0
33.715	146.3
34.125	139.5
34.555	132.7
35.007	103.8
35.585	145.6
35.997	151.1
36.394	130.2
36.855	120.0
37.355	109.1
37.905	120.0
38.405	115.6
38.924	143.5
39.342	106.6
39.905	92.3
40.555	107.1
41.115	77.9
41.885	80.5
42.630	126.1
43.106	101.0
43.700	91.6
44.355	118.3
44.862	103.8
45.440	109.3
45.989	163.5
46.356	108.5
46.909	104.2
47.485	118.1
47.993	91.0
48.652	124.2
49.135	117.9
49.644	103.1
50.226	80.1
50.975	70.4
51.827	87.2
52.515	120.2
53.014	111.1
53.554	114.3
54.079	84.2
54.792	97.9
55.405	96.8
56.025	122.4
56.515	127.7
56.985	93.0
57.630	110.1
58.175	121.7
58.668	120.7
59.165	155.8
59.550	141.2
59.975	123.0
60.463	129.9
60.925	168.1
61.282	101.2
61.875	101.7
62.465	120.2
62.964	130.2
63.425	123.5
63.911	141.5
64.335	124.0
64.819	114.1
65.345	120.0
65.845	109.5
66.393	92.3
67.043	70.6
67.893	68.1
68.774	80.6
69.518	97.2
70.135	119.8
70.636	88.4
71.315	108.9
71.866	100.3
72.464	101.5
73.055	157.9
73.435	159.2
73.812	132.5
74.265	141.2
74.690	96.0
75.315	128.2
75.783	128.5
76.250	109.9
76.796	80.1
77.545	71.4
78.385	73.2
79.205	125.0
79.685	125.0
80.165	99.5
80.768	87.3
81.455	107.1
82.015	104.3
82.590	125.3
83.069	123.0
83.557	94.6
84.191	110.7
84.733	108.1
85.288	111.9
85.824	161.7
86.195	117.6
86.705	126.6
87.179	135.1
87.623	159.6
87.999	114.1
88.525	109.1
89.075	127.7
89.545	137.0
89.983	133.0
90.434	137.6
90.870	125.8
91.347	120.5
91.845	121.2
92.340	104.3
92.915	83.3
93.635	66.6
94.536	71.4
95.376	84.7
96.084	83.2
96.805	117.6
97.315	95.2
97.945	105.8
98.512	95.8
99.138	107.5
99.696	153.5
100.087	162.2
100.457	124.5
100.939	126.1
101.415	91.9
102.068	121.0
102.564	110.9
103.105	96.9
103.724	70.8
104.571	79.2
105.329	51.0
106.505	105.8
107.072	114.7
107.595	84.5
108.305	95.2
108.935	92.7
109.582	76.6
110.365	114.3
110.890	131.9
111.345	137.6
111.781	137.3
112.218	140.8
112.644	153.5
113.035	145.3
113.448	156.7
113.831	136.4
114.271	174.4
114.615	136.4
115.055	161.7
115.426	151.9
115.821	148.5
116.225	167.6
116.583	151.9
116.978	142.5
117.399	163.9
117.765	158.7
118.143	150.8
118.541	157.5
118.922	161.7
119.293	138.9
119.725	150.0
120.125	133.3
120.575	130.7
121.034	146.7
121.443	161.3
121.815	142.9
122.235	136.4
122.675	142.5
123.096	152.3
123.490	157.9
123.870	121.0
124.366	125.3
124.845	103.4
125.425	142.5
125.846	146.7
126.255	153.8
126.645	166.7
127.005	139.5
127.435	125.0
127.915	113.2
128.445	99.5
129.048	113.9
129.575	52.5
130.718	61.2
131.698	46.8
132.981	129.3
133.445	139.5
133.875	153.5
134.266	153.5
134.657	144.2
135.073	153.1
135.465	159.6
135.841	135.4
136.284	148.1
136.689	165.7
137.051	144.6
137.466	144.9
137.880	160.0
138.255	150.4
138.654	153.5
139.045	164.4
139.410	143.5
139.828	176.0
140.169	171.9
140.518	131.9
140.973	153.8
141.363	154.6
141.751	133.9
142.199	144.2
142.615	135.7
143.057	137.0
143.495	146.3
143.905	162.2
144.275	136.7
144.714	142.5
145.135	149.3
145.537	139.9
145.966	158.3
146.345	113.2
146.875	136.4
147.315	130.4
147.775	143.2
148.194	137.3
148.631	164.8
148.995	162.2
149.365	150.0
149.765	130.4
150.225	96.8
150.845	93.8
151.485	111.1
152.025	55.6
153.104	67.3
153.995	43.8
155.365	128.8
155.831	147.8
156.237	143.5
156.655	159.2
157.032	139.5
157.462	157.5
157.843	149.6
158.244	156.7
158.627	141.5
159.051	170.9
159.402	142.2
159.824	150.4
160.223	163.9
160.589	154.2
160.978	157.9
161.358	160.0
161.733	152.7
162.126	158.3
162.505	157.1
162.887	142.9
163.307	137.3
163.744	123.7
164.229	64.1
165.165	61.2
166.145	77.9
166.915	98.4
167.525	117.6
168.035	101.7
168.625	102.0
169.213	98.0
169.825	106.6
170.388	161.3
170.760	154.6
171.148	128.5
171.615	125.0
172.095	104.5
172.669	145.3
173.082	148.9
173.485	146.3
173.895	111.1
174.435	107.5
174.993	104.9
175.565	90.5
176.228	128.5
176.695	87.1
177.384	68.5
178.260	94.5
178.895	63.2
179.844	66.0
180.753	99.7
181.355	120.0
181.855	101.7
182.445	105.3
183.015	87.6
183.700	102.7
184.284	151.5
184.680	110.5
185.223	108.7
185.775	113.2
186.305	79.4
187.061	101.0
187.655	90.6
188.317	75.2
189.115	58.8
190.135	45.4
191.457	42.0
192.885	94.9
193.517	84.7
194.225	58.3
195.255	43.8
196.625	49.0