# !!!performance-id:	pid9050b-07
# !!!title:		Mazurka in A minor, Op. 59, No. 1
# !!!trials:		05
# !!!date: 		2006/02/16/
# !!!reverse-conductor:	Craig Stuart Sapp
# !!!performer: 		Eugen Indjic
# !!!performance-date:	2001
# !!!label:		Calliope 3321
# !!!label-title:		Integrale des mazurkas: Frederic Chopin
# !!!trial-hardware:	Sony Vaio PCG-R505GC laptop
# !!!trial-cpuspeed:	1193.084 MHz
# !!!trial-os: 		Windows XP
0.649	123.5
1.135	101.9
1.724	102.4
2.310	72.4
3.139	69.6
4.001	64.2
4.936	101.9
5.525	103.8
6.103	75.4
6.899	93.5
7.541	87.7
8.225	67.6
9.112	106.6
9.675	101.2
10.268	119.0
10.772	127.1
11.244	74.4
12.050	102.6
12.635	114.7
13.158	96.5
13.780	112.4
14.314	75.0
15.114	83.2
15.835	66.5
16.737	75.5
17.532	103.3
18.113	124.5
18.595	102.2
19.182	90.8
19.843	101.2
20.436	94.0
21.074	104.2
21.650	65.2
22.570	96.6
23.191	75.5
23.986	44.7
25.329	94.8
25.962	93.3
26.605	105.4
27.174	75.8
27.966	69.4
28.830	64.4
29.762	109.5
30.310	99.2
30.915	67.9
31.799	103.8
32.377	92.4
33.026	98.7
33.634	96.9
34.253	99.7
34.855	124.7
35.336	128.2
35.804	91.2
36.462	121.2
36.957	128.2
37.425	115.6
37.944	128.8
38.410	102.4
38.996	102.0
39.584	83.0
40.307	87.0
40.997	101.9
41.586	126.1
42.062	110.9
42.603	105.8
43.170	102.6
43.755	89.7
44.424	101.0
45.018	66.3
45.923	86.2
46.619	79.1
47.378	72.8
48.202	68.7
49.075	65.9
49.986	126.3
50.461	130.2
50.922	91.3
51.579	100.2
52.178	102.2
52.765	79.8
53.517	139.2
53.948	101.7
54.538	98.5
55.147	123.0
55.635	104.7
56.208	120.2
56.707	137.3
57.144	136.7
57.583	150.8
57.981	125.3
58.460	112.1
58.995	130.2
59.456	126.1
59.932	145.3
60.345	119.5
60.847	141.8
61.270	162.6
61.639	145.6
62.051	97.1
62.669	117.9
63.178	114.9
63.700	124.0
64.184	141.8
64.607	131.9
65.062	126.1
65.538	155.4
65.924	125.0
66.404	113.4
66.933	94.9
67.565	82.8
68.290	116.3
68.806	101.9
69.395	70.3
70.248	72.8
71.072	85.5
71.774	117.0
72.287	120.7
72.784	125.3
73.263	165.7
73.625	123.0
74.113	118.1
74.621	133.9
75.069	152.3
75.463	107.1
76.023	83.8
76.739	102.0
77.327	193.5
77.637	138.6
78.070	131.3
78.527	113.0
79.058	108.1
79.613	89.8
80.281	133.6
80.730	121.0
81.226	137.9
81.661	137.3
82.098	93.6
82.739	127.4
83.210	112.6
83.743	90.2
84.408	68.0
85.290	77.2
86.067	63.8
87.008	57.0
88.060	96.0
88.685	94.2
89.322	122.2
89.813	126.1
90.289	101.0
90.883	87.8
91.566	105.8
92.133	90.0
92.800	103.8
93.378	104.5
93.952	93.3
94.595	79.3
95.352	80.8
96.095	129.0
96.560	86.6
97.253	77.9
98.023	107.1
98.583	154.6
98.971	135.7
99.413	136.7
99.852	135.1
100.296	150.4
100.695	151.1
101.092	115.2
101.613	95.5
102.241	127.9
102.710	110.5
103.253	115.4
103.773	66.9
104.670	112.1
105.205	92.4
105.854	96.5
106.476	134.2
106.923	140.2
107.351	118.8
107.856	150.4
108.255	133.3
108.705	147.1
109.113	105.3
109.683	81.0
110.424	98.7
111.032	117.6
111.542	129.0
112.007	117.2
112.519	103.1
113.101	137.0
113.539	137.9
113.974	157.5
114.355	101.0
114.949	108.5
115.502	138.2
115.936	138.9
116.368	132.2
116.822	139.5
117.252	94.6
117.886	54.2
118.993	147.1
119.401	105.8
119.968	143.9
120.385	127.4
120.856	139.9
121.285	118.8
121.790	160.0
122.165	127.7
122.635	118.8
123.140	164.4
123.505	112.4
124.039	74.3
124.846	142.9
125.266	138.2
125.700	150.4
126.099	131.6
126.555	122.7
127.044	133.6
127.493	179.6
127.827	132.2
128.281	131.0
128.739	176.0
129.080	160.9
129.453	81.9
130.186	141.5
130.610	125.5
131.088	155.0
131.475	147.4
131.882	154.2
132.271	152.3
132.665	182.9
132.993	143.5
133.411	148.1
133.816	172.4
134.164	148.1
134.569	91.2
135.227	146.3
135.637	155.4
136.023	161.7
136.394	163.5
136.761	97.4
137.377	126.6
137.851	166.7
138.211	150.4
138.610	148.5
139.014	130.7
139.473	126.1
139.949	130.7
140.408	144.2
140.824	140.8
141.250	137.9
141.685	168.5
142.041	105.3
142.611	123.0
143.099	134.8
143.544	125.3
144.023	129.9
144.485	134.5
144.931	114.5
145.455	120.0
145.955	144.6
146.370	101.2
146.963	113.9
147.490	59.6
148.497	72.5
149.325	133.6
149.774	139.5
150.204	120.7
150.701	89.4
151.372	57.4
152.418	75.5
153.213	93.3
153.856	124.2
154.339	127.9
154.808	85.3
155.511	71.3
156.353	96.6
156.974	94.8
157.607	161.3
157.979	81.9
158.712	102.4
159.298	74.5
160.103	134.8
160.548	110.7
161.090	128.2
161.558	121.0
162.054	83.6
162.772	96.9
163.391	134.8
163.836	116.3
164.352	122.0
164.844	76.3
165.630	71.9
166.464	71.3
167.306	84.7
168.014	102.9
168.597	122.2
169.088	106.4
169.652	88.6
170.329	94.2
170.966	77.8
171.737	95.2
172.367	69.0
173.236	74.5
174.041	80.6
174.785	58.9
175.804	76.3
176.590	72.7
177.415	130.2
177.876	134.5
178.322	105.8
178.889	79.3
179.646	131.3
180.103	135.7
180.545	132.7
180.997	94.9
181.629	100.3
182.227	79.4
182.983	85.7
183.683	98.5
184.292	131.3
184.749	140.2
185.177	137.6
185.613	112.4
186.147	99.2
186.752	123.0
187.240	142.2
187.662	117.9
188.171	115.8
188.689	124.5
189.171	129.6
189.634	137.3
190.071	98.7
190.679	96.2
191.303	130.4
191.763	133.9
192.211	138.6
192.644	139.2
193.075	119.0
193.579	162.2
193.949	127.1
194.421	127.1
194.893	94.6
195.527	107.1
196.087	124.7
196.568	104.7
197.141	76.2
197.928	79.1
198.687	60.2
199.684	102.9
200.267	128.5
200.734	98.2
201.345	104.2
201.921	123.2
202.408	137.0
202.846	130.7
203.305	123.2
203.792	97.1
204.410	87.8
205.093	96.5
205.715	146.0
206.126	120.5
206.624	123.5
207.110	95.1
207.741	99.7
208.343	66.7
209.242	69.1
210.110	94.0
210.748	125.3
211.227	107.1
211.787	84.7
212.495	84.0
213.209	75.6
214.003	96.2
214.627	61.0
215.610	62.1
216.576	85.2
217.280	125.3
217.759	116.1
218.276	101.2
218.869	152.7
219.262	116.5
219.777	131.3
220.234	121.7
220.727	132.7
221.179	102.4
221.765	130.7
222.224	121.2
222.719	108.9
223.270	172.9
223.617	119.8
224.118	130.4
224.578	118.1
225.086	111.7
225.623	94.6
226.257	106.2
226.822	77.3
227.598	99.8
228.199	68.0
229.081	72.9
229.904	66.0
230.813	38.7
232.365	146.7
232.774	111.5
233.312	142.2
233.734	107.5
234.292	80.0
235.042	92.0
235.694	96.3
236.317	70.5
237.168	116.5
237.683	74.3
238.491	84.6
239.200	86.7
239.892	77.6
240.665	79.4
241.421	105.6
241.989	140.2
242.417	78.9
243.177	55.1
244.266	55.7
245.343	86.5
246.037	54.7
247.133	29.0
249.203	19.0