# !!!performance-id:	pid9068-08
# !!!title:	        Mazurka in A minor, Op. 17, No. 4
# !!!trials:	        1
# !!!date:	        2006/11/13/
# !!!reverse-conductor:	Craig Stuart Sapp
# !!!performer:	        Sandor Falvay
# !!!performance-date:	1989
# !!!label:	        Naxos 8.550256
# !!!label-title:	        Chopin Mazurkas
# !!!offset:		0
0.000	705.9
0.085	69.8
0.945	83.3
1.665	88.2
2.345	87.0
3.035	83.3
3.755	78.9
4.515	80.0
5.265	63.2
6.215	53.1
7.345	39.3
8.870	31.2
10.795	80.0
11.545	96.8
12.165	90.8
12.826	78.0
13.595	111.7
14.132	126.8
14.605	115.4
15.125	100.0
15.725	84.5
16.435	95.2
17.065	103.4
17.645	83.3
18.365	92.3
19.015	113.2
19.545	111.1
20.085	95.2
20.715	115.4
21.235	92.3
21.885	96.8
22.505	127.7
22.975	122.0
23.467	115.6
23.986	82.3
24.715	66.5
25.617	123.0
26.105	120.2
26.604	89.4
27.275	113.2
27.805	124.2
28.288	107.1
28.848	98.0
29.460	102.2
30.047	98.7
30.655	93.8
31.295	113.2
31.825	83.3
32.545	81.0
33.286	95.4
33.915	82.6
34.641	96.2
35.265	100.0
35.865	91.7
36.519	80.4
37.265	90.9
37.925	98.4
38.535	90.9
39.195	69.0
40.065	57.7
41.105	95.2
41.735	111.1
42.275	104.9
42.847	105.6
43.415	120.0
43.915	106.0
44.481	108.9
45.032	90.5
45.695	85.7
46.395	100.0
46.995	109.1
47.545	81.1
48.285	95.2
48.915	101.7
49.505	113.2
50.035	105.3
50.605	111.1
51.145	106.0
51.711	114.3
52.236	113.4
52.765	104.5
53.339	111.9
53.875	77.9
54.645	73.8
55.458	73.3
56.276	134.5
56.722	107.3
57.281	104.5
57.855	115.4
58.375	115.4
58.895	93.6
59.536	109.3
60.085	92.3
60.735	87.0
61.425	107.1
61.985	83.3
62.705	79.2
63.463	104.9
64.035	80.1
64.784	93.6
65.425	89.6
66.095	87.2
66.783	86.7
67.475	90.9
68.135	84.5
68.845	76.0
69.634	58.2
70.665	88.2
71.345	96.8
71.965	123.2
72.452	119.5
72.954	150.8
73.352	132.5
73.805	120.2
74.304	172.4
74.652	149.6
75.053	145.6
75.465	172.4
75.813	142.2
76.235	115.2
76.756	122.7
77.245	150.0
77.645	157.9
78.025	172.4
78.373	151.9
78.768	133.3
79.218	106.0
79.784	89.4
80.455	81.1
81.195	65.2
82.115	51.1
83.290	35.8
84.965	74.1
85.775	95.2
86.405	93.8
87.045	70.6
87.895	92.3
88.545	101.0
89.139	104.3
89.714	89.4
90.385	77.9
91.155	90.9
91.815	105.3
92.385	83.3
93.105	89.6
93.775	107.1
94.335	107.1
94.895	90.9
95.555	111.1
96.095	104.5
96.669	107.9
97.225	111.1
97.765	105.1
98.336	120.2
98.835	92.3
99.485	83.4
100.204	102.0
100.792	126.8
101.265	93.8
101.905	111.1
102.445	122.4
102.935	95.5
103.563	108.7
104.115	91.9
104.768	98.8
105.375	93.8
106.015	100.0
106.615	84.5
107.325	82.9
108.049	102.4
108.635	82.1
109.366	92.3
110.016	82.1
110.747	85.0
111.453	77.7
112.225	88.2
112.905	83.3
113.625	65.2
114.545	74.1
115.355	45.1
116.685	153.8
117.075	139.5
117.505	154.2
117.894	139.2
118.325	151.1
118.722	179.1
119.057	167.6
119.415	154.2
119.804	157.9
120.184	157.5
120.565	158.7
120.943	180.7
121.275	176.5
121.615	162.2
121.985	162.2
122.355	193.5
122.665	166.7
123.025	173.4
123.371	204.1
123.665	156.3
124.049	168.5
124.405	157.9
124.785	93.8
125.425	120.7
125.922	174.9
126.265	153.1
126.657	172.4
127.005	150.0
127.405	142.9
127.825	184.0
128.151	179.6
128.485	161.3
128.857	159.6
129.233	149.3
129.635	157.9
130.015	193.5
130.325	192.3
130.637	174.9
130.980	170.9
131.331	184.0
131.657	188.1
131.976	177.5
132.314	167.1
132.673	177.0
133.012	174.9
133.355	156.3
133.739	125.8
134.216	146.7
134.625	176.5
134.965	170.0
135.318	183.5
135.645	142.9
136.065	157.9
136.445	186.3
136.767	182.9
137.095	156.7
137.478	158.3
137.857	150.8
138.255	157.9
138.635	193.5
138.945	189.9
139.261	174.4
139.605	167.6
139.963	202.7
140.259	176.0
140.600	191.1
140.914	185.8
141.237	194.8
141.545	187.5
141.865	166.7
142.225	131.3
142.682	132.5
143.135	181.8
143.465	154.6
143.853	174.9
144.196	158.3
144.575	153.8
144.965	186.3
145.287	186.9
145.608	167.1
145.967	168.1
146.324	153.5
146.715	162.2
147.085	185.8
147.408	192.3
147.720	170.0
148.073	171.9
148.422	194.2
148.731	172.9
149.078	187.5
149.398	99.0
150.004	123.5
150.490	70.5
151.341	81.7
152.075	40.6
153.554	27.2
155.763	64.4
156.695	95.2
157.325	105.8
157.892	81.9
158.625	111.1
159.165	102.0
159.753	88.8
160.429	102.4
161.015	73.2
161.835	83.1
162.557	109.5
163.105	70.6
163.955	95.2
164.585	95.2
165.215	117.6
165.725	103.4
166.305	92.3
166.955	103.4
167.535	118.6
168.041	94.6
168.675	104.3
169.250	121.7
169.743	85.5
170.445	76.1
171.233	115.8
171.751	106.4
172.315	92.9
172.961	129.3
173.425	121.2
173.920	93.0
174.565	96.6
175.186	123.2
175.673	101.4
176.265	87.0
176.955	107.1
177.515	75.9
178.305	89.6
178.975	88.2
179.655	98.0
180.267	90.6
180.929	80.4
181.675	76.1
182.463	84.5
183.173	92.0
183.825	82.2
184.555	93.8
185.195	65.6
186.110	104.3
186.685	110.3
187.229	109.9
187.775	103.8
188.353	99.7
188.955	85.7
189.655	122.4
190.145	122.4
190.635	120.0
191.135	111.1
191.675	109.1
192.225	95.2
192.855	127.7
193.325	128.5
193.792	99.5
194.395	100.0
194.995	109.1
195.545	89.6
196.215	75.0
197.015	117.6
197.525	85.7
198.225	95.2
198.855	99.3
199.459	71.7
200.296	113.4
200.825	122.4
201.315	100.0
201.915	80.0
202.665	105.3
203.235	91.3
203.892	126.8
204.365	130.7
204.824	103.3
205.405	87.0
206.095	89.6
206.765	94.2
207.402	121.7
207.895	125.0
208.375	101.7
208.965	80.0
209.715	103.4
210.295	84.6
211.004	65.1
211.925	100.0
212.525	77.9
213.295	80.0
214.045	89.6
214.715	101.7
215.305	107.1
215.865	103.4
216.445	111.1
216.985	89.6
217.655	92.3
218.305	100.0
218.905	101.7
219.495	85.7
220.195	82.2
220.925	55.0
222.015	51.5
223.180	50.3
224.374	49.7
225.582	54.9
226.675	76.9
227.455	96.8
228.075	81.1
228.815	92.3
229.465	87.0
230.155	75.0
230.955	69.0
231.825	53.1
232.955	32.6
234.795	23.2