# !!!performance-id:	pid9052b-09
# !!!title:	        Mazurka in A minor, Op. 17, No. 4
# !!!trials:	        1
# !!!date:	        2006/11/18/
# !!!reverse-conductor:	Craig Stuart Sapp
# !!!performer:	        Alexis Weissenberg
# !!!performance-date:	1971
# !!!label:	        EMI 724357383028
# !!!label-title:	        Chopin Nocturnes, Mazurkas, & Waltzes
# !!!offset:		0
1.117	80.2
1.865	80.0
2.615	111.1
3.155	133.3
3.605	142.9
4.025	139.5
4.455	122.4
4.945	96.8
5.565	57.1
6.615	120.7
7.112	29.3
9.158	48.5
10.395	72.3
11.225	108.1
11.780	130.7
12.239	75.4
13.035	82.2
13.765	139.9
14.194	133.0
14.645	92.3
15.295	75.9
16.086	60.7
17.075	105.3
17.645	76.3
18.431	81.7
19.165	96.8
19.785	115.4
20.305	98.4
20.915	80.0
21.665	94.8
22.298	97.2
22.915	81.5
23.651	87.7
24.335	75.9
25.125	63.8
26.065	44.4
27.415	76.4
28.200	113.0
28.731	100.0
29.331	76.5
30.115	93.8
30.755	89.0
31.429	76.3
32.215	112.4
32.749	106.0
33.315	55.6
34.395	109.1
34.945	96.8
35.565	95.2
36.195	65.9
37.105	63.7
38.047	101.0
38.641	65.6
39.555	94.5
40.190	123.7
40.675	127.7
41.145	109.1
41.695	84.5
42.405	63.2
43.355	52.1
44.506	87.1
45.195	87.1
45.884	134.2
46.331	84.0
47.045	96.8
47.665	103.1
48.247	69.1
49.115	104.3
49.690	81.6
50.425	78.9
51.185	92.3
51.835	65.9
52.745	74.2
53.554	90.8
54.215	117.6
54.725	103.4
55.305	92.3
55.955	84.5
56.665	90.9
57.325	88.2
58.005	88.2
58.685	81.1
59.425	72.3
60.255	51.9
61.412	74.6
62.216	102.4
62.802	81.4
63.539	94.3
64.175	87.0
64.865	89.3
65.537	67.3
66.429	90.0
67.096	98.5
67.705	63.8
68.645	105.3
69.215	107.1
69.775	105.3
70.345	81.6
71.080	87.6
71.765	74.6
72.569	97.4
73.185	105.3
73.755	139.5
74.185	130.4
74.645	120.0
75.145	72.8
75.969	88.8
76.645	87.0
77.335	89.6
78.005	189.3
78.322	220.6
78.594	242.9
78.841	155.4
79.227	241.0
79.476	247.9
79.718	162.2
80.088	198.7
80.390	300.0
80.590	160.9
80.963	196.1
81.269	146.0
81.680	200.0
81.980	202.7
82.276	237.2
82.529	148.5
82.933	146.3
83.343	153.1
83.735	130.4
84.195	105.3
84.765	63.9
85.704	46.6
86.991	45.0
88.325	87.5
89.011	95.7
89.638	112.6
90.171	68.6
91.045	84.5
91.755	108.9
92.306	81.0
93.047	100.3
93.645	79.7
94.398	62.0
95.365	96.8
95.985	80.0
96.735	88.2
97.415	100.0
98.015	109.1
98.565	102.0
99.153	84.3
99.865	89.3
100.537	89.8
101.205	88.2
101.885	90.4
102.549	74.4
103.355	73.3
104.174	58.2
105.205	77.0
105.984	115.8
106.502	99.0
107.108	76.2
107.895	76.9
108.675	96.0
109.300	93.6
109.941	90.8
110.602	117.0
111.115	62.5
112.075	101.7
112.665	105.3
113.235	89.8
113.903	64.5
114.833	56.1
115.902	78.6
116.665	68.2
117.545	86.0
118.243	144.9
118.657	120.5
119.155	109.1
119.705	92.3
120.355	68.3
121.233	51.6
122.395	133.3
122.845	123.0
123.333	146.3
123.743	175.4
124.085	137.9
124.520	145.3
124.933	186.3
125.255	179.1
125.590	173.9
125.935	162.2
126.305	189.3
126.622	185.8
126.945	192.3
127.257	172.4
127.605	185.8
127.928	184.6
128.253	157.1
128.635	182.9
128.963	186.3
129.285	162.2
129.655	176.5
129.995	157.9
130.375	109.1
130.925	137.6
131.361	144.9
131.775	192.9
132.086	167.1
132.445	185.2
132.769	181.3
133.100	181.3
133.431	184.6
133.756	172.4
134.104	165.3
134.467	165.7
134.829	168.5
135.185	194.2
135.494	211.3
135.778	177.5
136.116	182.4
136.445	166.2
136.806	150.4
137.205	159.2
137.582	185.2
137.906	194.2
138.215	191.1
138.529	192.3
138.841	197.4
139.145	198.7
139.447	181.3
139.778	187.5
140.098	200.0
140.398	189.9
140.714	186.9
141.035	188.7
141.353	186.3
141.675	200.0
141.975	201.3
142.273	180.2
142.606	182.4
142.935	215.1
143.214	209.8
143.500	205.5
143.792	205.5
144.084	195.4
144.391	198.7
144.693	198.7
144.995	184.6
145.320	201.3
145.618	184.6
145.943	170.5
146.295	139.9
146.724	136.7
147.163	158.7
147.541	174.4
147.885	178.0
148.222	186.9
148.543	187.5
148.863	194.8
149.171	178.0
149.508	201.3
149.806	187.5
150.126	184.6
150.451	192.3
150.763	212.8
151.045	200.0
151.345	191.1
151.659	172.4
152.007	198.7
152.309	184.6
152.634	151.9
153.029	95.5
153.657	107.9
154.213	107.1
154.773	72.9
155.596	36.2
157.255	39.7
158.765	75.4
159.561	89.0
160.235	120.5
160.733	73.0
161.555	77.9
162.325	127.7
162.795	137.6
163.231	87.7
163.915	82.0
164.647	70.0
165.504	96.6
166.125	100.2
166.724	82.3
167.453	97.4
168.069	116.1
168.586	95.4
169.215	81.1
169.955	66.7
170.855	92.3
171.505	75.0
172.305	71.4
173.145	77.2
173.922	64.3
174.855	46.5
176.145	64.7
177.073	96.3
177.696	75.8
178.488	73.4
179.305	74.1
180.115	63.8
181.055	54.2
182.161	91.0
182.820	87.6
183.505	56.6
184.565	100.0
185.165	93.8
185.805	97.6
186.420	61.6
187.394	63.0
188.346	83.3
189.066	62.6
190.025	66.7
190.925	109.1
191.475	98.4
192.085	111.1
192.625	92.3
193.275	72.3
194.105	98.5
194.714	137.9
195.149	91.5
195.805	115.4
196.325	100.0
196.925	100.0
197.525	125.3
198.004	131.9
198.459	86.2
199.155	101.7
199.745	90.9
200.405	111.1
200.945	133.3
201.395	133.3
201.845	85.7
202.545	113.0
203.076	100.2
203.675	76.3
204.461	91.7
205.115	166.7
205.475	111.1
206.015	120.7
206.512	102.9
207.095	84.5
207.805	122.7
208.294	125.8
208.771	101.7
209.361	104.5
209.935	100.0
210.535	105.3
211.105	126.3
211.580	123.7
212.065	92.2
212.716	96.9
213.335	100.0
213.935	111.1
214.475	135.4
214.918	120.7
215.415	84.3
216.127	86.0
216.825	92.6
217.473	82.0
218.205	100.0
218.805	142.2
219.227	91.2
219.885	100.3
220.483	90.6
221.145	103.4
221.725	103.4
222.305	77.9
223.075	80.0
223.825	87.0
224.515	92.3
225.165	89.6
225.835	85.7
226.535	76.0
227.324	72.2
228.155	51.3
229.325	81.3
230.063	87.6
230.748	105.4
231.317	100.3
231.915	69.8
232.775	107.1
233.335	122.4
233.825	130.4
234.285	125.0
234.765	107.1
235.325	85.7
236.025	48.8
237.255	71.4
238.095	20.7