# !!!performance-id:	pid9118-13
# !!!title:		Mazurka in A minor, Op. 17, No. 4
# !!!trials:		1
# !!!date:		2007/07/05/
# !!!reverse-conductor:	Craig Stuart Sapp
# !!!performer:		Karen Kushner
# !!!performance-date:	1990
# !!!label:		Connoisseur CD4181/2
# !!!label-title:		The Chopin Mazurkas, Vol. 1 & 2
# !!!offset:		0
1.289	83.4
2.008	89.6
2.678	120.0
3.178	123.7
3.663	131.9
4.118	117.6
4.628	96.8
5.248	88.2
5.928	60.0
6.928	73.2
7.748	34.4
9.493	34.4
11.238	67.4
12.128	100.0
12.728	72.6
13.555	85.3
14.258	73.3
15.076	142.2
15.498	136.4
15.938	92.3
16.588	63.6
17.531	78.2
18.298	107.1
18.858	115.4
19.378	65.2
20.298	103.4
20.878	115.4
21.398	78.9
22.158	93.8
22.798	77.3
23.574	97.7
24.188	100.0
24.788	100.0
25.388	95.2
26.018	75.9
26.808	57.1
27.858	98.4
28.468	88.2
29.148	47.5
30.412	95.8
31.038	89.6
31.708	96.8
32.328	77.1
33.106	66.7
34.006	65.1
34.928	83.3
35.648	101.2
36.241	114.9
36.763	81.6
37.498	125.0
37.978	110.3
38.522	85.0
39.228	92.3
39.878	66.7
40.778	61.9
41.748	85.7
42.448	81.1
43.188	96.8
43.808	88.2
44.488	77.9
45.258	78.9
46.018	120.0
46.518	65.9
47.428	105.3
47.998	94.3
48.634	109.9
49.180	93.2
49.824	86.5
50.518	69.8
51.378	92.3
52.028	105.3
52.598	84.5
53.308	65.9
54.218	101.7
54.808	115.4
55.328	90.9
55.988	101.2
56.581	76.2
57.368	98.4
57.978	120.0
58.478	84.5
59.188	93.8
59.828	84.5
60.538	53.4
61.661	63.0
62.613	100.8
63.208	66.1
64.116	99.7
64.718	90.9
65.378	105.3
65.948	58.8
66.968	58.1
68.000	76.1
68.788	83.3
69.508	101.7
70.098	113.2
70.628	81.1
71.368	125.0
71.848	96.8
72.468	85.7
73.168	89.6
73.838	64.5
74.768	61.9
75.738	88.2
76.418	77.9
77.188	80.0
77.938	74.1
78.748	67.4
79.638	85.7
80.338	111.1
80.878	165.3
81.241	191.7
81.554	144.9
81.968	176.0
82.309	175.4
82.651	137.3
83.088	220.6
83.360	208.3
83.648	162.2
84.018	176.5
84.358	147.8
84.764	160.4
85.138	171.4
85.488	176.5
85.828	136.4
86.268	123.0
86.756	117.2
87.268	107.1
87.828	102.0
88.416	69.6
89.278	39.3
90.803	39.3
92.328	61.2
93.309	84.6
94.018	61.5
94.993	100.8
95.588	96.8
96.208	109.1
96.758	96.6
97.379	111.3
97.918	66.7
98.818	88.2
99.498	76.9
100.278	108.1
100.833	81.6
101.568	96.8
102.188	130.4
102.648	76.9
103.428	90.9
104.088	85.7
104.788	92.3
105.438	109.1
105.988	88.2
106.668	93.8
107.308	80.0
108.058	59.3
109.070	86.1
109.767	107.7
110.324	46.4
111.618	103.4
112.198	103.4
112.778	88.2
113.458	73.2
114.278	80.0
115.028	68.2
115.908	93.8
116.548	93.8
117.188	101.7
117.778	80.0
118.528	125.0
119.008	103.3
119.589	91.0
120.248	87.0
120.938	61.7
121.911	56.8
122.968	76.9
123.748	84.5
124.458	89.6
125.128	75.0
125.928	66.7
126.828	130.4
127.288	111.1
127.828	105.3
128.398	122.4
128.888	130.4
129.348	142.9
129.768	146.3
130.178	117.6
130.688	111.1
131.228	131.0
131.686	127.1
132.158	127.7
132.628	166.7
132.988	139.5
133.418	136.4
133.858	153.8
134.248	134.8
134.693	121.2
135.188	123.5
135.674	129.3
136.138	109.1
136.688	83.3
137.408	51.9
138.565	51.4
139.732	121.0
140.228	111.1
140.768	100.0
141.368	130.4
141.828	130.4
142.288	148.5
142.692	140.8
143.118	136.4
143.558	120.0
144.058	125.0
144.538	122.4
145.028	129.9
145.490	158.7
145.868	139.5
146.298	133.3
146.748	139.5
147.178	98.2
147.789	115.6
148.308	130.4
148.768	125.0
149.248	113.2
149.778	100.0
150.378	84.5
151.088	52.2
152.238	117.6
152.748	129.6
153.211	105.8
153.778	146.3
154.188	127.7
154.658	146.0
155.069	143.2
155.488	127.7
155.958	105.3
156.528	127.7
156.998	115.4
157.518	113.4
158.047	149.6
158.448	139.5
158.878	139.5
159.308	150.0
159.708	150.0
160.108	142.9
160.528	139.5
160.958	115.4
161.478	111.1
162.018	81.1
162.758	36.6
164.398	42.4
165.814	124.0
166.298	109.1
166.848	85.6
167.549	146.7
167.958	128.2
168.426	143.5
168.844	148.5
169.248	140.8
169.674	112.4
170.208	142.9
170.628	117.6
171.138	115.4
171.658	157.9
172.038	117.6
172.548	133.3
172.998	153.8
173.388	115.4
173.908	84.5
174.618	53.1
175.748	102.7
176.332	87.5
177.018	70.6
177.868	35.3
179.568	35.3
181.268	51.7
182.428	81.4
183.165	65.0
184.088	90.9
184.748	98.4
185.358	96.5
185.980	90.6
186.642	97.4
187.258	59.1
188.273	82.8
188.998	105.3
189.568	113.2
190.098	71.4
190.938	96.8
191.558	125.0
192.038	82.2
192.768	95.2
193.398	73.2
194.218	93.8
194.858	113.2
195.388	85.7
196.088	89.6
196.758	71.4
197.598	49.5
198.809	83.3
199.529	70.8
200.377	57.7
201.416	104.9
201.988	78.9
202.748	82.2
203.478	48.4
204.718	88.2
205.398	92.3
206.048	85.7
206.748	109.1
207.298	109.1
207.848	79.6
208.602	99.0
209.208	98.7
209.816	94.9
210.448	96.8
211.068	66.7
211.968	70.6
212.818	75.0
213.618	83.3
214.338	76.9
215.118	73.2
215.938	113.2
216.468	88.2
217.148	117.6
217.658	117.6
218.168	117.6
218.678	117.6
219.188	150.0
219.588	111.1
220.128	103.4
220.708	113.2
221.238	122.4
221.728	109.1
222.278	130.4
222.738	100.0
223.338	92.3
223.988	101.7
224.578	120.0
225.078	90.9
225.738	86.1
226.435	124.2
226.918	81.1
227.658	77.9
228.428	88.2
229.108	70.5
229.959	143.2
230.378	136.4
230.818	105.3
231.388	117.6
231.898	122.4
232.388	130.4
232.848	139.5
233.278	117.6
233.788	89.6
234.458	126.1
234.934	116.7
235.448	125.0
235.928	126.6
236.402	97.4
237.018	85.7
237.718	76.9
238.498	100.0
239.098	101.7
239.688	80.1
240.437	122.2
240.928	69.8
241.788	59.4
242.798	103.4
243.378	133.3
243.828	157.9
244.208	115.4
244.728	79.7
245.481	79.3
246.238	125.0
246.718	136.4
247.158	122.4
247.648	111.1
248.188	85.7
248.888	53.1
250.018	85.2
250.722	82.9
251.446	82.1
252.177	82.1
252.908	93.8
253.548	109.1
254.098	111.1
254.638	109.1
255.188	96.8
255.808	90.9
256.468	71.4
257.308	54.5
258.408	42.9
259.808	13.8