# !!!performance-id:	pid1263-13
# !!!title:		Mazurka in A minor, Op. 17, No. 4
# !!!trials:		1
# !!!date: 		2008/06/05/
# !!!reverse-conductor:	Craig Stuart Sapp
# !!!performer: 		Gabor Csalog
# !!!performance-date:	1996
# !!!label:		Hungaroton HCD 31755/6
# !!!label-title:		Chopin Mazurkas
# !!!offset:		0
0.000	84.7
0.708	61.9
1.678	87.0
2.368	90.9
3.028	100.0
3.628	96.8
4.248	83.3
4.968	68.2
5.848	46.2
7.148	55.6
8.228	46.0
9.533	50.5
10.722	59.2
11.735	100.0
12.335	72.9
13.158	129.9
13.620	84.9
14.327	64.8
15.253	121.2
15.748	89.6
16.418	83.3
17.138	88.2
17.818	84.5
18.528	51.8
19.686	69.6
20.548	95.2
21.178	98.4
21.788	103.4
22.368	98.4
22.978	76.4
23.763	94.5
24.398	103.4
24.978	84.5
25.688	81.1
26.428	61.9
27.398	39.6
28.914	52.9
30.048	98.4
30.658	74.0
31.469	100.2
32.068	125.0
32.548	68.8
33.420	98.7
34.028	85.7
34.728	72.6
35.555	106.6
36.118	93.8
36.758	61.9
37.728	54.9
38.820	111.5
39.358	101.2
39.951	104.0
40.528	88.2
41.208	60.6
42.198	74.1
43.008	92.3
43.658	74.7
44.461	70.0
45.318	63.2
46.268	46.5
47.559	67.7
48.445	94.8
49.078	96.2
49.702	109.9
50.248	130.4
50.708	82.2
51.438	90.9
52.098	136.4
52.538	89.6
53.208	95.2
53.838	100.0
54.438	75.9
55.228	74.1
56.038	105.3
56.608	95.2
57.238	103.4
57.818	100.0
58.418	85.7
59.118	100.0
59.718	101.7
60.308	73.7
61.122	78.1
61.890	69.9
62.748	42.0
64.176	44.1
65.538	107.1
66.098	70.3
66.951	102.2
67.538	108.7
68.090	57.6
69.131	81.3
69.869	77.3
70.645	66.2
71.551	97.2
72.168	96.8
72.788	70.6
73.638	53.6
74.758	98.4
75.368	89.6
76.038	90.9
76.698	101.7
77.288	80.0
78.038	73.3
78.857	82.1
79.588	71.4
80.428	58.3
81.458	47.5
82.722	55.2
83.808	59.3
84.820	79.9
85.571	78.1
86.339	146.7
86.748	93.8
87.388	69.7
88.249	139.9
88.678	107.3
89.237	87.6
89.922	144.2
90.338	105.3
90.908	58.0
91.943	79.5
92.698	94.8
93.331	101.0
93.925	160.9
94.298	117.6
94.808	82.2
95.538	101.7
96.128	105.3
96.698	111.1
97.238	84.5
97.948	64.5
98.878	64.5
99.808	68.2
100.688	112.8
101.220	65.3
102.139	100.2
102.738	122.2
103.229	51.6
104.391	75.3
105.188	122.4
105.678	90.2
106.343	88.9
107.018	98.4
107.628	85.7
108.328	78.9
109.088	95.2
109.718	111.1
110.258	85.7
110.958	88.2
111.638	66.9
112.535	94.8
113.168	100.0
113.768	74.7
114.571	92.7
115.218	67.4
116.108	45.5
117.428	46.5
118.718	90.9
119.378	60.9
120.363	112.1
120.898	105.3
121.468	65.7
122.381	102.4
122.967	70.3
123.820	83.6
124.538	96.8
125.158	100.0
125.758	70.6
126.608	54.6
127.706	99.7
128.308	70.5
129.159	91.0
129.818	81.1
130.558	55.6
131.638	64.5
132.568	92.3
133.218	77.9
133.988	94.3
134.624	70.3
135.478	44.4
136.829	105.4
137.398	75.9
138.188	80.0
138.938	103.4
139.518	109.1
140.068	97.7
140.682	131.6
141.138	95.2
141.768	122.4
142.258	125.8
142.735	119.3
143.238	111.1
143.778	127.7
144.248	103.4
144.828	130.4
145.288	142.9
145.708	111.1
146.248	136.4
146.688	142.9
147.108	103.4
147.688	120.0
148.188	120.0
148.688	76.9
149.468	50.8
150.649	115.6
151.168	83.3
151.888	120.0
152.388	133.6
152.837	108.1
153.392	115.2
153.913	144.6
154.328	113.2
154.858	146.3
155.268	122.4
155.758	125.0
156.238	125.0
156.718	142.9
157.138	115.4
157.658	173.4
158.004	132.5
158.457	124.7
158.938	130.4
159.398	146.3
159.808	142.9
160.228	122.4
160.718	130.4
161.178	109.1
161.728	63.2
162.678	103.4
163.258	90.9
163.918	105.3
164.488	127.7
164.958	113.2
165.488	117.6
165.998	150.0
166.398	120.0
166.898	150.0
167.298	125.0
167.778	142.9
168.198	130.4
168.658	142.9
169.078	113.2
169.608	150.0
170.008	153.8
170.398	115.4
170.918	142.9
171.338	150.0
171.738	130.4
172.198	157.1
172.580	120.5
173.078	91.6
173.733	91.6
174.388	92.3
175.038	93.8
175.678	139.5
176.108	133.3
176.558	117.6
177.068	127.7
177.538	162.2
177.908	122.4
178.398	153.8
178.788	130.4
179.248	133.3
179.698	157.9
180.078	153.8
180.468	125.0
180.948	186.9
181.269	139.9
181.698	122.4
182.188	136.4
182.628	87.0
183.318	97.9
183.931	91.3
184.588	76.9
185.368	49.6
186.578	49.6
187.788	58.3
188.818	67.4
189.708	80.0
190.458	83.3
191.178	133.3
191.628	64.4
192.559	92.4
193.208	136.4
193.648	99.8
194.249	100.2
194.848	105.3
195.418	75.0
196.218	69.8
197.078	95.2
197.708	120.0
198.208	89.6
198.878	93.8
199.518	63.4
200.465	104.2
201.041	107.7
201.598	89.6
202.268	81.1
203.008	60.0
204.008	41.0
205.473	56.9
206.528	109.1
207.078	60.6
208.068	100.0
208.668	102.7
209.252	80.1
210.001	71.7
210.838	120.0
211.338	78.1
212.106	106.8
212.668	89.6
213.338	59.4
214.348	56.6
215.408	98.4
216.018	93.3
216.661	98.8
217.268	85.7
217.968	65.2
218.888	81.1
219.628	89.6
220.298	66.7
221.198	71.4
222.038	58.0
223.073	65.6
223.988	106.6
224.551	83.7
225.268	101.7
225.858	122.4
226.348	92.3
226.998	113.2
227.528	90.4
228.192	85.0
228.898	103.4
229.478	115.4
229.998	90.9
230.658	125.0
231.138	122.2
231.629	93.9
232.268	98.4
232.878	120.0
233.378	92.3
234.028	90.9
234.688	107.1
235.248	74.9
236.049	82.3
236.778	75.9
237.568	60.0
238.568	64.5
239.498	103.4
240.078	80.0
240.828	111.1
241.368	117.6
241.878	93.8
242.518	120.0
243.018	125.0
243.498	83.3
244.218	107.1
244.778	107.1
245.338	103.4
245.918	107.1
246.478	122.7
246.967	71.0
247.812	90.1
248.478	109.1
249.028	84.5
249.738	66.7
250.638	88.2
251.318	57.9
252.355	46.7
253.641	78.2
254.408	87.0
255.098	90.9
255.758	82.2
256.488	100.0
257.088	90.9
257.748	85.7
258.448	85.7
259.148	70.6
259.998	66.7
260.898	59.4
261.908	36.1
263.568	43.4
264.951	45.1
266.281	57.7
267.320	50.9
268.498	54.1
269.608	80.0
270.358	74.1
271.168	69.8
272.028	72.3
272.858	63.2
273.808	48.8
275.038	30.5
277.008	53.1
278.138	14.8