Not logged in
PANGAEA.
Data Publisher for Earth & Environmental Science

Sciandra, Antoine (2013): Numbers of particles measured on water bottle samples during THALASSA cruise PROSOPE [dataset]. PANGAEA, https://doi.org/10.1594/PANGAEA.805385

Always quote citation above when using data! You can download the citation in several formats below.

RIS CitationBibTeX CitationShow MapGoogle Earth

Related to:
Claustre, Hervé; et al. (1999): PROductivity of PElagic Oceanic Systems (PROSOPE). France-JGOFS/PROOF Data Management Office, May 2003, Observatoire Océanologique de Villefranche-sur-Mer (OOV), France, http://www.obs-vlfr.fr/cd_rom_dmtt/pr_main.htm
Further details:
Principle of the optical counter HIAC (Pacific Scientific) measurements. hdl:10013/epic.40330.d012
Coverage:
Median Latitude: 37.815664 * Median Longitude: 11.106210 * South-bound Latitude: 30.971150 * West-bound Longitude: -10.054433 * North-bound Latitude: 43.444583 * East-bound Longitude: 22.989383
Date/Time Start: 1999-09-09T05:45:00 * Date/Time End: 1999-10-04T00:40:00
Minimum DEPTH, water: 0.880 m * Maximum DEPTH, water: 3278.390 m
Event(s):
PROSOPE_orp001 (UPW1)  * Latitude: 31.016517 * Longitude: -10.035667 * Date/Time Start: 1999-09-09T05:09:00 * Date/Time End: 1999-09-09T05:23:00 * Campaign: PROSOPE * Basis: Thalassa * Method/Device: Bottle, Niskin (NIS)
PROSOPE_orp002 (UPW1)  * Latitude: 31.017217 * Longitude: -10.037967 * Date/Time Start: 1999-09-09T08:10:00 * Date/Time End: 1999-09-09T08:24:00 * Campaign: PROSOPE * Basis: Thalassa * Method/Device: Bottle, Niskin (NIS)
PROSOPE_orp003 (UPW1)  * Latitude: 31.008233 * Longitude: -10.034700 * Date/Time Start: 1999-09-09T10:35:00 * Date/Time End: 1999-09-09T10:46:00 * Campaign: PROSOPE * Basis: Thalassa * Method/Device: Bottle, Niskin (NIS)
Parameter(s):
#NameShort NameUnitPrincipal InvestigatorMethod/DeviceComment
Event labelEvent
DATE/TIMEDate/TimeGeocode
Latitude of eventLatitude
Longitude of eventLongitude
DEPTH, waterDepth watermGeocode
VolumeVolmlSciandra, Antoine
Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 1.55 to 1.62 µm
Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 1.62 to 1.69 µm
Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 1.69 to 1.76 µm
10 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 1.76 to 1.83 µm
11 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 1.83 to 1.91 µm
12 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 1.91 to 2 µm
13 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 2 to 2.08 µm
14 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 2.08 to 2.17 µm
15 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 2.17 to 2.26 µm
16 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 2.26 to 2.36 µm
17 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 2.36 to 2.46 µm
18 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 2.46 to 2.57 µm
19 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 2.57 to 2.68 µm
20 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 2.68 to 2.79 µm
21 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 2.79 to 2.91 µm
22 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 2.91 to 3.04 µm
23 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 3.04 to 3.17 µm
24 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 3.17 to 3.31 µm
25 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 3.31 to 3.45 µm
26 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 3.45 to 3.6 µm
27 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 3.6 to 3.75 µm
28 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 3.75 to 3.91 µm
29 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 3.91 to 4.08 µm
30 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 4.08 to 4.26 µm
31 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 4.26 to 4.44 µm
32 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 4.44 to 4.63 µm
33 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 4.63 to 4.83 µm
34 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 4.83 to 5.04 µm
35 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 5.04 to 5.25 µm
36 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 5.25 to 5.48 µm
37 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 5.48 to 5.71 µm
38 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 5.71 to 5.96 µm
39 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 5.96 to 6.22 µm
40 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 6.22 to 6.48 µm
41 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 6.48 to 6.76 µm
42 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 6.76 to 7.05 µm
43 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 7.05 to 7.36 µm
44 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 7.36 to 7.67 µm
45 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 7.67 to 8 µm
46 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 8 to 8.35 µm
47 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 8.35 to 8.71 µm
48 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 8.71 to 9.08 µm
49 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 9.08 to 9.47 µm
50 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 9.47 to 9.88 µm
51 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 9.88 to 10.3 µm
52 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 10.3 to 10.74 µm
53 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 10.74 to 11.21 µm
54 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 11.21 to 11.69 µm
55 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 11.69 to 12.19 µm
56 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 12.19 to 12.71 µm
57 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 12.71 to 13.26 µm
58 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 13.26 to 13.83 µm
59 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 13.83 to 14.43 µm
60 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 14.43 to 15.05 µm
61 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 15.05 to 15.69 µm
62 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 15.69 to 16.37 µm
63 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 16.37 to 17.07 µm
64 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 17.07 to 17.8 µm
65 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 17.8 to 18.57 µm
66 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 18.57 to 19.37 µm
67 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 19.37 to 20.2 µm
68 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 20.2 to 21.07 µm
69 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 21.07 to 21.98 µm
70 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 21.98 to 22.92 µm
71 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 22.92 to 23.91 µm
72 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 23.91 to 24.93 µm
73 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 24.93 to 26 µm
74 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 26 to 27.12 µm
75 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 27.12 to 28.29 µm
76 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 28.29 to 29.5 µm
77 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 29.5 to 30.77 µm
78 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 30.77 to 32.1 µm
79 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 32.1 to 33.48 µm
80 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 33.48 to 34.91 µm
81 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 34.91 to 36.42 µm
82 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 36.42 to 37.98 µm
83 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 37.98 to 39.61 µm
84 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 39.61 to 41.32 µm
85 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 41.32 to 43.09 µm
86 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 43.09 to 44.95 µm
87 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 44.95 to 46.88 µm
88 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 46.88 to 48.89 µm
89 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 48.89 to 50.99 µm
90 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 50.99 to 53.19 µm
91 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 53.19 to 55.47 µm
92 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 55.47 to 57.86 µm
93 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 57.86 to 60.35 µm
94 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 60.35 to 62.94 µm
95 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 62.94 to 65.65 µm
96 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 65.65 to 68.47 µm
97 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 68.47 to 71.41 µm
98 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 71.41 to 74.48 µm
99 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 74.48 to 77.68 µm
100 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 77.68 to 81.02 µm
101 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 81.02 to 84.5 µm
102 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 84.5 to 88.14 µm
103 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 88.14 to 91.93 µm
104 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 91.93 to 95.88 µm
105 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 95.88 to 100 µm
106 Particle number, fractionatedPart no frac#Sciandra, AntoineOptical counter (HIAC)size fraction: 100 to 350 µm
107 Bottle numberBottleSciandra, Antoine
Size:
154734 data points

Data

Download dataset as tab-delimited text — use the following character encoding:


Event

Date/Time

Latitude

Longitude

Depth water [m]

Vol [ml]

Part no frac [#]
(size fraction: 1.55 to 1.62 µm)

Part no frac [#]
(size fraction: 1.62 to 1.69 µm)

Part no frac [#]
(size fraction: 1.69 to 1.76 µm)
10 
Part no frac [#]
(size fraction: 1.76 to 1.83 µm)
11 
Part no frac [#]
(size fraction: 1.83 to 1.91 µm)
12 
Part no frac [#]
(size fraction: 1.91 to 2 µm)
13 
Part no frac [#]
(size fraction: 2 to 2.08 µm)
14 
Part no frac [#]
(size fraction: 2.08 to 2.17 µm)
15 
Part no frac [#]
(size fraction: 2.17 to 2.26 µm)
16 
Part no frac [#]
(size fraction: 2.26 to 2.36 µm)
17 
Part no frac [#]
(size fraction: 2.36 to 2.46 µm)
18 
Part no frac [#]
(size fraction: 2.46 to 2.57 µm)
19 
Part no frac [#]
(size fraction: 2.57 to 2.68 µm)
20 
Part no frac [#]
(size fraction: 2.68 to 2.79 µm)
21 
Part no frac [#]
(size fraction: 2.79 to 2.91 µm)
22 
Part no frac [#]
(size fraction: 2.91 to 3.04 µm)
23 
Part no frac [#]
(size fraction: 3.04 to 3.17 µm)
24 
Part no frac [#]
(size fraction: 3.17 to 3.31 µm)
25 
Part no frac [#]
(size fraction: 3.31 to 3.45 µm)
26 
Part no frac [#]
(size fraction: 3.45 to 3.6 µm)
27 
Part no frac [#]
(size fraction: 3.6 to 3.75 µm)
28 
Part no frac [#]
(size fraction: 3.75 to 3.91 µm)
29 
Part no frac [#]
(size fraction: 3.91 to 4.08 µm)
30 
Part no frac [#]
(size fraction: 4.08 to 4.26 µm)
31 
Part no frac [#]
(size fraction: 4.26 to 4.44 µm)
32 
Part no frac [#]
(size fraction: 4.44 to 4.63 µm)
33 
Part no frac [#]
(size fraction: 4.63 to 4.83 µm)
34 
Part no frac [#]
(size fraction: 4.83 to 5.04 µm)
35 
Part no frac [#]
(size fraction: 5.04 to 5.25 µm)
36 
Part no frac [#]
(size fraction: 5.25 to 5.48 µm)
37 
Part no frac [#]
(size fraction: 5.48 to 5.71 µm)
38 
Part no frac [#]
(size fraction: 5.71 to 5.96 µm)
39 
Part no frac [#]
(size fraction: 5.96 to 6.22 µm)
40 
Part no frac [#]
(size fraction: 6.22 to 6.48 µm)
41 
Part no frac [#]
(size fraction: 6.48 to 6.76 µm)
42 
Part no frac [#]
(size fraction: 6.76 to 7.05 µm)
43 
Part no frac [#]
(size fraction: 7.05 to 7.36 µm)
44 
Part no frac [#]
(size fraction: 7.36 to 7.67 µm)
45 
Part no frac [#]
(size fraction: 7.67 to 8 µm)
46 
Part no frac [#]
(size fraction: 8 to 8.35 µm)
47 
Part no frac [#]
(size fraction: 8.35 to 8.71 µm)
48 
Part no frac [#]
(size fraction: 8.71 to 9.08 µm)
49 
Part no frac [#]
(size fraction: 9.08 to 9.47 µm)
50 
Part no frac [#]
(size fraction: 9.47 to 9.88 µm)
51 
Part no frac [#]
(size fraction: 9.88 to 10.3 µm)
52 
Part no frac [#]
(size fraction: 10.3 to 10.74 µm)
53 
Part no frac [#]
(size fraction: 10.74 to 11.21 µm)
54 
Part no frac [#]
(size fraction: 11.21 to 11.69 µm)
55 
Part no frac [#]
(size fraction: 11.69 to 12.19 µm)
56 
Part no frac [#]
(size fraction: 12.19 to 12.71 µm)
57 
Part no frac [#]
(size fraction: 12.71 to 13.26 µm)
58 
Part no frac [#]
(size fraction: 13.26 to 13.83 µm)
59 
Part no frac [#]
(size fraction: 13.83 to 14.43 µm)
60 
Part no frac [#]
(size fraction: 14.43 to 15.05 µm)
61 
Part no frac [#]
(size fraction: 15.05 to 15.69 µm)
62 
Part no frac [#]
(size fraction: 15.69 to 16.37 µm)
63 
Part no frac [#]
(size fraction: 16.37 to 17.07 µm)
64 
Part no frac [#]
(size fraction: 17.07 to 17.8 µm)
65 
Part no frac [#]
(size fraction: 17.8 to 18.57 µm)
66 
Part no frac [#]
(size fraction: 18.57 to 19.37 µm)
67 
Part no frac [#]
(size fraction: 19.37 to 20.2 µm)
68 
Part no frac [#]
(size fraction: 20.2 to 21.07 µm)
69 
Part no frac [#]
(size fraction: 21.07 to 21.98 µm)
70 
Part no frac [#]
(size fraction: 21.98 to 22.92 µm)
71 
Part no frac [#]
(size fraction: 22.92 to 23.91 µm)
72 
Part no frac [#]
(size fraction: 23.91 to 24.93 µm)
73 
Part no frac [#]
(size fraction: 24.93 to 26 µm)
74 
Part no frac [#]
(size fraction: 26 to 27.12 µm)
75 
Part no frac [#]
(size fraction: 27.12 to 28.29 µm)
76 
Part no frac [#]
(size fraction: 28.29 to 29.5 µm)
77 
Part no frac [#]
(size fraction: 29.5 to 30.77 µm)
78 
Part no frac [#]
(size fraction: 30.77 to 32.1 µm)
79 
Part no frac [#]
(size fraction: 32.1 to 33.48 µm)
80 
Part no frac [#]
(size fraction: 33.48 to 34.91 µm)
81 
Part no frac [#]
(size fraction: 34.91 to 36.42 µm)
82 
Part no frac [#]
(size fraction: 36.42 to 37.98 µm)
83 
Part no frac [#]
(size fraction: 37.98 to 39.61 µm)
84 
Part no frac [#]
(size fraction: 39.61 to 41.32 µm)
85 
Part no frac [#]
(size fraction: 41.32 to 43.09 µm)
86 
Part no frac [#]
(size fraction: 43.09 to 44.95 µm)
87 
Part no frac [#]
(size fraction: 44.95 to 46.88 µm)
88 
Part no frac [#]
(size fraction: 46.88 to 48.89 µm)
89 
Part no frac [#]
(size fraction: 48.89 to 50.99 µm)
90 
Part no frac [#]
(size fraction: 50.99 to 53.19 µm)
91 
Part no frac [#]
(size fraction: 53.19 to 55.47 µm)
92 
Part no frac [#]
(size fraction: 55.47 to 57.86 µm)
93 
Part no frac [#]
(size fraction: 57.86 to 60.35 µm)
94 
Part no frac [#]
(size fraction: 60.35 to 62.94 µm)
95 
Part no frac [#]
(size fraction: 62.94 to 65.65 µm)
96 
Part no frac [#]
(size fraction: 65.65 to 68.47 µm)
97 
Part no frac [#]
(size fraction: 68.47 to 71.41 µm)
98 
Part no frac [#]
(size fraction: 71.41 to 74.48 µm)
99 
Part no frac [#]
(size fraction: 74.48 to 77.68 µm)
100 
Part no frac [#]
(size fraction: 77.68 to 81.02 µm)
101 
Part no frac [#]
(size fraction: 81.02 to 84.5 µm)
102 
Part no frac [#]
(size fraction: 84.5 to 88.14 µm)
103 
Part no frac [#]
(size fraction: 88.14 to 91.93 µm)
104 
Part no frac [#]
(size fraction: 91.93 to 95.88 µm)
105 
Part no frac [#]
(size fraction: 95.88 to 100 µm)
106 
Part no frac [#]
(size fraction: 100 to 350 µm)
107 
Bottle
PROSOPE_orp001 1999-09-09T06:4031.0165-10.035712.749100.01483725065235212148519609173181529213044110579534884581897768799583859061953098519648952991428925845579087342669759195209467242243858353032203175282327092572244023622134211519391769162415201405122410831021945806749654535459348340319311249259242155144130108696457546251323425312424111594856421211210111418216
PROSOPE_orp0011999-09-09T06:3531.0165-10.035722.719100.01312521821198411798816192144821242710526876076466976642964276689683373517840792181707868788074126822631758565205474540903716331528382613245022962105209120371953174516541554148213891258113710368677886996146085174863633572552272191951911491511181097378573841384431242728272720161242330212110100100104114
PROSOPE_orp0011999-09-09T06:3031.0165-10.035733.025100.011742194701782215563140371212810352891874476536599256705450555757136209666268707061684466296195553350554408381933482991253623012069183617201572143012871258117610441022100792680676268462957247039636933528227222022815914414097111806461484428242319221910107511643222311100000111001004812
PROSOPE_orp0011999-09-09T06:2531.0165-10.035737.671100.013143216471963317227149761303411200939080906875637057825770574660466520692571547015692565236075567651384674389235113095274224372159195418111560144913561266115711251066100491981773072264456152945738734129426725921818415815388958553663732272919271911710643442011221200000100100004611
PROSOPE_orp0011999-09-09T06:2031.0165-10.035742.948100.01803530078271972420621361182211585813215112329578882479157739802782619007946897979689936389368393770971306541580850334470405035013144271024462256207218751740159414531420131112491170991874843729609542492396390344281239208157157144122101737740433427192612201666910410253110002010000000104010
PROSOPE_orp0011999-09-09T06:1531.0165-10.035747.361100.02055434317312402746024529213431832915200127441094399389110903791909434101711079810965112121081510278949988818232741466455661503444223825345330672742253622302142193017041626153214251327120311231006874823658591516391393345260253214166149120107716448522123191924151413873754202011100110001110000639
PROSOPE_orp0011999-09-09T06:1031.0165-10.035757.552100.02621343274396483503731243270832308719578165131418112843117451160911885122411337414006147161480514260137851295912138110231017190027917694461165306470742483929342731012799263524202338206818871816155615181258118310108697516065674684023323002452131541181168477645030222121109104841532011000011110100020000617
PROSOPE_orp0011999-09-09T06:0531.0165-10.035762.745100.0250154309538902346873101626877231571917316393143041274011824114981187512283135101436314513147821446713785130301213011041101829024792471606438550348404273377236063222297327342413231622702009184317771578145611861101970807672605558453385304275212173145132110878564343124191310114438220231000000010000000100676
PROSOPE_orp0011999-09-09T06:0031.0165-10.035767.142100.0264164418640369358953153727448235221965116735145461308312157119311204612428139181436114696150721476513985133371232911517103339498833773456461566250874351409136263254302428592689245023942106198418411641150212871157943863718647557505442355305246210186150108104845646352735169108855345112312001100011010000485
PROSOPE_orp0011999-09-09T05:5531.0165-10.035772.644100.02710444797410163641032063278052389520115170101477513459123611208712369127791393714882154061563015377147171409112830119301098799228630767168775958529147154282382034303362302829002596255623092117195218511588148512671060884742679631534458398307255238196155122119928641412225222011910441012110200101000000010000694
PROSOPE_orp0011999-09-09T05:5031.0165-10.035777.844100.02766046274418993739532957283322451720258175291485813591123831220412455130321417714876154831562215199145561367413181118791087298708703786967035896528747344255395535593311312128522632240722582106198218361634137712399928637406725825134133853143092292061821181231007151353227151399872210212041000010100100001473
PROSOPE_orp0011999-09-09T05:4531.0165-10.035782.860100.02826048229441633904335198300352613021956186941624814889136281332213765143371534316671169641743317094165011567414587135031233811228979788027670687960365436491743764147388733593207298828282585227322292018171115841311116394177472361648843839431827724521117015111196736939421935261714910131291015914131912786613883434712101802
PROSOPE_orp002 1999-09-09T09:1231.0172-10.03804.050100.0102881721516147144751306011944105979297786868776307595057956017645267497280762677347760763471567028656060845837515748124139380133443186302229192930290327662738265025272446227020731773165615161345124111731075101092477969863751142143734439634429225521517515611813612085988281585736322219171712161691093311301200002615
PROSOPE_orp0021999-09-09T09:0731.0172-10.03809.454100.0116591978618444170171522013701120631022389277683691765666534665569367437796181528488820080427881731469216445586651724788408037673311323430042986280326312715251423882250210519361899173215711369123010589728858047526766345264693993863443692862641801771641269495848276746052353937172215111271010305222101010202213
PROSOPE_orp0021999-09-09T09:0231.0172-10.038018.907100.013122226082060418737168361461412865107229359822874096894692969607307785383078621883886458293797076337151666759755340475744323685349132353017292926762624254923472269214820481859172216101436125611319798997837476826315534604353623573292542552181671251251109595577861504236293814201615101010108331320120010013211
PROSOPE_orp0021999-09-09T08:5731.0172-10.038029.166100.014509243262215619658173401527713389111749605841776057092700572197535802886488595902788708615803177737133649057745110466641223626336830322780258923722209220220851974187816541653149713851246108596786476563957855743341938830628725825620916513812710569736050564349393137212118171597653212312010100000289
PROSOPE_orp0021999-09-09T08:5231.0172-10.038039.317100.0145732416621874194981705914961128001091391877998723667676597700472037605820884568711844382017624742666686205550949044357399434913272292025922520228721251965184317571723155815001433122911109758217736796036104774163773563182912231811691321071199793565547382530232524201123111456145001100110210000317
PROSOPE_orp0021999-09-09T08:4731.0172-10.038048.892100.0142102353221494186851665114522123851027187817761702464056277650666807342767778568032793574597191678862545693504745664032361932322814255223302159193918521780166814791486133613531169108810448828156816024934814143813532512572492111641251051268862474942422526191419171311118184301011132010001000345
PROSOPE_orp0021999-09-09T08:4231.0172-10.038069.641100.01635828336253972264920258173561472412553106019258831477697653770682528816931695249780964193628987827776876977621056395079447740513612340830242711250923192204202819531807168715571464127712201122985877737681609523483443353305295237231184173146116918965564538343126221611161414119104763211136632201203903
PROSOPE_orp003 1999-09-09T11:1331.0082-10.03471.542100.0914415314142531291011869104958959785167955870560653125277557958326697698877957975817581807514701265876013562754415193488047364482422542334092396739093940384838353894379235563317300226032415200917371538138112551123105195689375669656250546140435231927320017015613012411610787785778584641323133262718131361361220302226918
PROSOPE_orp0031999-09-09T11:1831.0082-10.03473.858100.08804148521369812663110941001385087391621557035261506050215244558663327014743079188187836379958130753873106936658764895914567453355078495847524598451044834439431442974086392537333410306127112293204718511584146013251242111293279074261262552648849539736329624122017919517618014812712196794468394231251816181043465215320026015
PROSOPE_orp0031999-09-09T11:2331.0082-10.03478.723100.0896815213139511259011509104739078782068156091549452855320567759736768718877678168822581637981788174997285708466165899558952114859461442944382434443654352419441493988391736443362309128522597227018981627141013491234117510588778167246336205685184453913322401981891851821511571231129275555539444130231816166711226232302112813
PROSOPE_orp0031999-09-09T11:2831.0082-10.034718.894100.09473156901469513592123211091497338415734265775977560656745968613169327374783681438064801978487286707967206399603255224859453141634026365537523778369536883683358434573226298229122601236720321802159813801225111810099458597506525545034503533433423022331901601381261171221088974676747503640312624171411985401022010002311
PROSOPE_orp0031999-09-09T11:3331.0082-10.034729.385100.0954316462150441403912552112559842860074106584602957185483584962486608709374437594753571547129689963605973532550784590414837583484331832653150304030162966283827612676244824162174190517521559144412251021924861779748666615536459435366334328297240191151123111951007384605464384229282715201118161162771232230102299
PROSOPE_orp0031999-09-09T11:3831.0082-10.034740.018100.01279921256196021792215904138181191710152904476217032651566316852708875868152844385738466821976587398677863835666508644493940348331883005266125702422223921602038189918051811155813911262123110829437997207075815014744013563082902422091911751241089186726344433628312320222010101369641324120100001000207
PROSOPE_orp0031999-09-09T11:4331.0082-10.034749.064100.01187719808180881602614309126041063789667817674260765816571658026052670069677164725270516862636860425450489443443833339029102591240020411891177417141422136713861352119311671099106491785977467260755544136135132628424719818416113911291946747473734282824171612410655442111300211100000000285
PROSOPE_orp0031999-09-09T11:4831.0082-10.034769.947100.0208073475131830281022484021438187631541313110111791035394549470944498661083211258114961174311319109031018096778896787772426218562048924228369433393071283025122350216120511892174316701488131012411139105488374063253644545232132730225621317715311789825858332927202014714667834130010000001000000000223
PROSOPE_orp0031999-09-09T11:5331.0082-10.034789.796100.04822481309764536904761999543874710739713340222938526626249282431924710263152859630016314283168731407305352879926991251192250720310179011598013922121031066694768303760565996097555551104662434839013521332228722618220617971559127510348627185955344203852732252091541341197361393716141314159765114010100010000010011000142
PROSOPE_orp004 1999-09-09T14:1131.0160-10.02351.462100.0799413607128991164310411900475536462556547884438415740584314452950985600594665876677691369236667643558295489490145994410404341604161434944074488464148234621460448014658460642603943355929322729241020271800161114901307116810708908226815665244604023242902191871741611109794858470504634323222261513681397464265313105921
PROSOPE_orp0041999-09-09T14:1631.0160-10.02357.367100.097851597915072135371217510594914377096758583452444990498851315680615267397356801583278846938991718822874680417516711766416018590355855548556454465390537754385194505049014842474544084196382233982974259022902086188315971410122311309798597517136755645184263213192222081931681571691281409088645541504032271716595433180200214318
PROSOPE_orp0041999-09-09T14:2131.0160-10.023512.148100.010387173811615314616130321145910006840272566402596053985524581562156841751680088387853485498173795777287058653159475525492446574233395738773695368836163667356933733331322730392892259424272281188417441501131211621069101386481370761151045539237140132222619615915012810511410692866870493729292428151313108711223222100012815
PROSOPE_orp0041999-09-09T14:2631.0160-10.023519.199100.0102071727015823141341289211268980083937180645560415482536658416024658270447534770076647300716167516196574853634788415538053394317929032773269226112530246024212329219821481998188117721506138811461196945834756725642607509442428372330306237225181143132135909477836562543735302018121711131179246433302010001413
PROSOPE_orp0041999-09-09T14:3131.0160-10.023530.666100.014303239752173219591171931465312646106598902784871956501634965976984727976437775803577717496700466466204549950604452392934333072279025992269218418931754171817041611147813331367126011381075959881696655568453454381313316270214203171144101103614955423133212317201813107887552132111000101001001411
PROSOPE_orp0041999-09-09T14:3631.0160-10.023539.664100.014151239052154719302168701446312452103928681743467646204615962876515700072237546751573636920674162605714508346934220372333632970265523422144193518231631154814161420134812721147108597691585073162751644840540932029227522817119114210384797150353428222127131789101164624121300001000000000159
PROSOPE_orp0041999-09-09T14:4131.0160-10.023548.601100.01512825360229402020917770156901346911138954580617493687966456919704976008186837483858091799075137058629457755478463642623753322230062715246121862106188318111695158914611328128511301102992953799680552454412373328312228214169144123109807354433919182314108115117361215000100021000000000127
PROSOPE_orp0041999-09-09T14:4631.0160-10.023558.047100.014236239152164719208168561464112528105008897773770626264633965536643707075647668778276727241674864125892513147384414380133552971257424252219201118041618151913991354128411201110104295879878466560047239936432727424820917615412910182725043373824111211783674070100011010000100000000145
PROSOPE_orp0041999-09-09T14:5131.0160-10.023566.211100.01903331528285632561622591196351692713881119261021594458639844386518959947510103105181054310235984591548589780170746389562851104380378032702956255024222223198318611795170015771388130311911055971795756610499459329347277255203157150131101806454503121171788669746912425100000000010000100194
PROSOPE_orp0041999-09-09T14:5631.0160-10.023587.253100.041298697046436557811512164521338980328652764223981218442019519924205282121422795243022526225412249282429822616211741926217699158851423812532108979374847674426527600653574958439439853851349032302949258522722037176814791221101382167359645243336328624716915712484796839394111248138733335001102102011100000000141
PROSOPE_orp005 1999-09-09T17:0230.9942-10.00090.880100.083321403913050122521086795628190696358725158478843484146443745365018553056916331658970207337756678787826785173976691613955164895475444624496441344994593489951585131518252994987478846204428410737433255299927972500244521071794154812811072951852800703600548465373299253185171162148112100101726339321624211813131263423310333004221
PROSOPE_orp0051999-09-09T17:0730.9942-10.00091.503100.07276120731118610264924681486970582450564268391035653426365338054161442148285266553260086384668767986861688663665949526147944488412541514023420643274472461549094989495050984780474345174296390236673233292027152577221620201696144812471035891794691628606506427354253232168165170123119103797039413732201910971353143141201124120
PROSOPE_orp0051999-09-09T17:1230.9942-10.00094.064100.0760912316114821054395528369721861415150462441363874376038733860435746394991503852815850629665367216746976887319694661645797510747294516428942134156443147754917536854375167508849934777474544213977348031172953265324432221195116971498128510819238017256636045263963092902021851601211089575685853383225171513111156352332213014318
PROSOPE_orp0051999-09-09T17:1730.9942-10.00099.291100.0825913469124181136410102903077496375563547544472407640654094441047475155528458355916622466046818711973497391738471076641625458325245480346554591465949095136516053655364518550074667460043434053370432812919264024252242198917551521127211159168147866425794633973162582271951741851821761311301029278797382444220101044512233420016516
PROSOPE_orp0051999-09-09T17:2230.9942-10.00099.348100.0820213458127381135310382903979046516572249404446419341184296437349075126539456806008626664116926706773187343718769926440617354995227471946214350456145324709497752465374510950144804459444584052375932262892276624482316205117511468127710709528497277045804614073102642242011911941691571311301009884896964564120171689332464122004815
PROSOPE_orp0051999-09-09T17:3230.9942-10.000914.196100.082301375712886118791071293078211701961545274482345744471466349525550585964826715713975087505737872857126688563685856527747284477408940633898385737113839386038683815369735403316305029322653235120531774160614151288118410658857695965954844694073473102722111571581391291071071089584705941433334221620105684233322020103613
PROSOPE_orp0051999-09-09T17:2730.9942-10.000914.469100.08683144741323411965106579667824269856080517946864472437946994842527158376195687569177269719672977472719269436421601653555029450842034102403039373877383339203957393739673798357635273181300226952377207717291695151212761173957823718637560547451391327266232187154142149147122112104957158675546353030151715922123231210102814
PROSOPE_orp0051999-09-09T17:3730.9942-10.000919.921100.07677128861203110942997987807798679558495033469846074360462549595578592762996535670365886429603958045335494945724169387335803199286328282676270825742532247624802344230122022089191016771539138011981085919867747653618544444437321351310254218219159174131116138951079780665042352536242223171775471212102011003212
PROSOPE_orp0051999-09-09T17:4230.9942-10.000920.028100.08158134461259011554105279300823671556183530449234692470949445253580762296433679965596684643861945745533048924365396836033260305128302810270225652587241224122395234421232028190516971636142412261106908798757691605596503466390319312276249197191143159118978910883110765553463226231920171411148511211201101011811
PROSOPE_orp0051999-09-09T17:5230.9942-10.000923.986100.086571428213576123261103599078735767765175850549350574968533754766026614267186816670064756021597454575016463542613816339529942785261725222441240723842309227722502155202918991629149813971184110496478671365459755744640532934027122220820717113814212210194838676706040363627172118191415912472202000020010149
PROSOPE_orp0051999-09-09T17:4730.9942-10.000924.528100.08258135201290211624104779397821771865994545052194713469448935086554461366308632863426167585355235070487143773935352632192716267124702519234724042197214621072001198318531731151714011278118499492675475666957749348439738230926527123723619518012413213210485778378586135303020201419111112102324512001000112810
PROSOPE_orp0051999-09-09T18:2430.9942-10.000929.603100.0882514378131151196211022970785137328622254805236480547884981527355716008615164306171600856215255488144864071353332192913257924412383231222112091211619261864189317321605146113441238984950787720595520521442429376327275254221188156138131119115899368527058374548322522171318129815121043501101000001247
PROSOPE_orp0051999-09-09T18:1930.9942-10.000929.713100.0744312348114831059093548263732463465595484445084262409844304547493853625473544853885115479544774142372533823118277326112213217320892064192019191831177217101626158214991435121911099808787246395895094814143953532542792372161811691601471241229376677664637040364030212724232112141291153252014210001578
PROSOPE_orp0051999-09-09T18:3430.9942-10.000939.613100.01075617546160051423612536111429737809670636103564353495022539156006024642667106510644261715689515649684361393134793045264523732231205818921763173916151555139714491307121411271101888900780632505453432345347317256225210157149112115106101695452443637323534412214111491211108746226150010010110295
PROSOPE_orp0051999-09-09T18:2930.9942-10.000939.691100.010766177191622514533129511140498928406733662545795533753435464582363446660684969606872649959865616501945194153347831162588242621841914183017551697151814751466142612731238109210418928017076245344393883593092892432001591781531351349379839148565137433730302522161768955758200112100000200246
PROSOPE_orp0051999-09-09T18:4430.9942-10.000959.484100.034306569625255946842410993615230913257042165319046170661584315419156321635817502188691889619261187911781116263153311418812621110719692836671636252539847054232363932532891258024072206196617941467131510981010890706550459374322257215199158139105808067434441323012196111067568225211101001001000000000203
PROSOPE_orp0051999-09-09T18:3930.9942-10.000959.624100.03134451950476524266937540325682837223586197671724415541141961388714333150231610616949174541739516888162691479213741125461123010023854476436514553848954213363832542917258423152071182217181512131911621029896674634502418316277253188158131103114966861414032261915161717777734132133100101000000100011234
PROSOPE_orp0051999-09-09T18:5330.9942-10.000981.600100.0541809122984270757146819059876517764313536894318222922126722263622671428107304113257433680339143329032020301752779025266228752051417799153471332411344976885197477669557205147469042343655336429052602226119651713137110548906855184263462892061971341138068535145261614121166753131102010001100010110100002321
PROSOPE_orp006 1999-09-09T19:5330.9917-10.02811.672100.0150742484522657202631770315312132181121097588516784774417174766678668873977610409112361211112813132371367813931135011310212100109409696862879297463717468646607638461485920576355975375504343913829320028442440200016631594153915551661168315761453109589675053447844637737234830525617017713811081887786754729271417161065457414151221002620
PROSOPE_orp0061999-09-09T19:5830.9917-10.02814.945100.01518424741225522002117558149351298910963943882337468698871107280775384859275980510304110961170512211125211286912657121221159110386922083057463714566536348595759285775564154045401537850934682411135963105261122301912175717181887188118581813163213131076882698715691706643595472363277230170144152128130124107838558423032231616969344372123213718
PROSOPE_orp0061999-09-09T20:0330.9917-10.02819.982100.01322322086205181854416428143951215210284897876787144670465086933729679448552937397771022310503104641054310421100819814893083057546675560885547524248514587439644064200426941333989373835343365298827562305201518241643147614711353123311179958667507156226526316214783953472332121801671309693801068397654557513317202015145452114410014216
PROSOPE_orp0061999-09-09T20:0830.9917-10.028115.080100.0125582119419719178261611114137125061052190317906728068156746712174188305883692709490977097939375917186658397749668396191544148934545426039933803338033993188306529902832282226052464210419931861161013601212116810349428377436965895154694434093373412672021761301061017974695552513845412929171291497582431012121002114
PROSOPE_orp0061999-09-09T20:1330.9917-10.028119.991100.0127012110519366175701598913733122881049589228074737768316781704575568271869590999501928893538794849378657389670862135471487043744006357233463175292828232676258625002411227321382058182516661513132011971051932815792726638563504394359320308243227201135157120806574665551463833301810481413977361311101111002912
PROSOPE_orp0061999-09-09T20:1830.9917-10.028124.779100.011337186731711815582137131223210471896378646849651360536057619667247120789483538532850482537847738269706574585452284734419536753493322128582747271525232426235623602300216420071925172915401376124811129088017337126515735154573643573152822782131371551281149276637561514542222626151765613104330300011100002610
PROSOPE_orp0061999-09-09T20:2330.9917-10.028129.551100.0994816485151461368812151107139443808169476098576854115338551958996357697874467485742173546908649860135644496345694014354531872991281825912398235921492121214321311979188117931723158314351293110396688083266664060150849039136532726826023319119016311510376655770624546312528161320125787572033200000101378
PROSOPE_orp0061999-09-09T20:2830.9917-10.028134.591100.010019166981536213838125731104396178335722464075856548154265806585365616977721873887285698166296399575753544692417636693282305326712459233921482150203919141885185617231653155514401313123110999408587426396275494584423903503062362472151801601421049471848044483641412218251919848553133201100001001227
PROSOPE_orp0061999-09-09T20:3330.9917-10.028139.559100.096241552914542129481181210179891577376646597553955156504154445645621666316918720071616925632959305292482241853757339730372655236022262105196117901763166816111512148413001264119610579619287717135935405084754403503003142592292111581551361111091008857644959363717211514138756521201002110001000336
PROSOPE_orp0061999-09-09T20:3830.9917-10.028149.743100.0104851714615666139421242510821958179596834598756635230506052435430599162496474654464396251578152424820428637643470294927432381213218011737158914801385127612421171113210369518997867226485554824413613313122552362051691571571271089592535341353636243217292111128810733313253021000001110375
PROSOPE_orp0061999-09-09T20:4330.9917-10.028158.215100.015543256342353321169188891662414522121241061791098424777478137947830092619711102161046610487100769555888382177452676058195227466041003582331928222559232020931995178517951557153813581208105195385876657853841940134332422020919916314410383784956525225423120202149614547233450122011001100000204
PROSOPE_orp0061999-09-09T20:4830.9917-10.028167.912100.02533141609383753481630959269872356119968172261497713546125031228912827132441437115337159601635415972156501469113845128381145110438928683027366641556485056449240583658324830422858260823812210208518961678144813521103972778651588512428362309237229206165127979173544937422720242616181281235759310120100100100000113
PROSOPE_orp0061999-09-09T20:5330.9917-10.028176.234100.039105656956070555092494564319037887316132742723702213781999519792205772160823329244542535226129261482524823420222182030218472167641466613084114069813857575466567603753644905449239923738325231442780256722841984166314161161960740668596456397384310229203195179127101927250372023182317101698432433210010000000011000242
PROSOPE_orp0061999-09-09T20:5830.9917-10.028188.016100.0567609464289887812657419464559564124760241127358643239730589300413150932601356493817439898409894068339810375903570733160301872716924476216571883816501146321291411741102339631844876867108665560715352508046313975351729292533203417381386116510498377155885333733092432081411131056056422427171497638222100100120000000000000211
PROSOPE_orp007 1999-09-09T22:5330.9760-10.04871.821100.01221219860186071718615353138761200410636919280067372709769937281803590371000711025117871213612540125071213511456106459970926687308022758166056185538550024559413537923662336031432873283525652501214518601568138911391068964887841784753682539403356299223202192182182160136828369504539445030293321231381234443223000101001521
PROSOPE_orp0071999-09-09T22:5830.9760-10.04871.868100.0122322030318986171291569014127124681066593188058738470917036723080128875972010889116611181112456121761201011281107339809889185087910732666375910537448674373397337113433316829952798268825212403216118581496132511221002974885841827726644523382315309268250198191176142125102815349486050384327311971177106204632214421312517
PROSOPE_orp0071999-09-09T23:0330.9760-10.04874.281100.0149262420422514202141863616588144301226010840941287638276809486779253103491153812329132001359813975135621300212459120921116610585983491288377755266516042541951154816449043834145386439353647339232572992258122391854163515251420143714001324121810598746955985575245885714604423202442061331421339285748276614237331717147111163883265222213515
PROSOPE_orp0071999-09-09T23:0830.9760-10.04879.513100.015012246242216119969177861565414064117971025489738362763177747949858995151050111145119961212612190120851163611174104079869921385027942723265266018546049954579428043454044374935943486336532663010284824802112174715651503141914531378128812329827426545414845505975105214163052321971461211009080706454563331271814666352312121222002713
PROSOPE_orp0071999-09-09T23:1330.9760-10.048714.340100.0131322182820208181741617614365126711076694178052744169606875723375558363885094589876962596909357872783728047722464565943528449144192401637083499322230973063280028502626259524162269206218951664154912671173985989854831764652527495371310305264238226208171144109801026660625359464136341917107651640132030000111111
PROSOPE_orp0071999-09-09T23:1830.9760-10.048719.576100.011942196211833316379146901327611591991883567364682063886296654168337402809482268513823183237777739170596309582551274633417336843318305129822702257324772304226022012028192918481674156014351310106396481575363358659542245336428927525619819514613111991837060433535413127311714125119858313202100110110169
PROSOPE_orp0071999-09-09T23:2330.9760-10.048724.656100.0111561878717302156401393112349109969107799570196567614460606182643271457497780681027925772372987005640459935349488343983905350431362901280027082510233321712133210620071892176716261449131212461100918830702666635551517437384317293263245172182144104104796658625033314727192714895898311133201200100068
PROSOPE_orp0071999-09-09T23:2830.9760-10.048729.459100.0102031721015480142211266211070976384747403649059795569545956056019650070877268735172057018674863485955548249614427382535023119284327372532237023032162215420101925182418421680156413891278105697888778863958853752046939830331724524122617314411710411272686754634738313030211413108514115021020111000100127
PROSOPE_orp0071999-09-09T23:3330.9760-10.048734.283100.0973416096147481359612024106449510815768326101570453135213538958626253660768827219699868396565618356775239487443233816337931242704255823512332218721701973189119231869171515931438132811781040921865804674555564501401379374298265247219190172130124106848068415239342727172512143385116122141110000000146
PROSOPE_orp0071999-09-09T23:3830.9760-10.048740.053100.09373157901442713116118121046190757872685659645631510251415449559962766458671469396745659662665935526850824545404435733285287625992442235621972193197219041904186717501629153114081317116496188478868161154353342940235430330923920816615413110695847552505246392826261821157871143242222010100001095
PROSOPE_orp0071999-09-09T23:4330.9760-10.048744.524100.090371479913477124201112810071887776746427585253874998507951725472590663966658672366646425621656865340489344173904353531032701253123502201202219651879165316351562156014521344116911119549398207836255275224574393882652622212131671431271191079270695535372822252415181181335228411231000011000064
PROSOPE_orp0071999-09-09T23:4830.9760-10.048750.048100.010301167811542713991124931104098888522708163295999554054775585578864346835719673627231700066306242572550174621402037143335296425982365213420131839171616161578143513851310120310709468677946546044824814274023623012612262201671431371138977665251363119361719111013147654452130001010000000063
PROSOPE_orp0071999-09-09T23:5330.9760-10.048769.774100.025075415393790434357305842661823082192081656514500129651197212128120731260813671144511511215142149651439013580127331145410544945982737307620954994787433737853404297026992458230919231844170816051477125611129818206416145034633533002451711871421149985656659394035221717111081071375522010100000010000000082
PROSOPE_orp0071999-09-09T23:5830.9760-10.048789.930100.03041350368463624225937569330222893224338209231808516864155291522315611164971752219049198922022120144196291814617504161481457513300117921060191667924696562755580490045364164394135373278296227272529225720141779158213321064872722616576405367313277190180120103835854423129261310127968463620300011110011110110091
PROSOPE_orp008 1999-09-10T02:0730.9725-10.05081.632100.014971251192311621081189171707815152131311111297799186876685948957941110213111711164211965120801171411488111401090210562102599416873378927044619056725167479944614200401938583623345332493265291728562563231919801732164114411406133712081020861709582456400465440412382335276255155125128112767478687242543423181371143244321140300002517
PROSOPE_orp0081999-09-10T02:1230.9725-10.05085.383100.0146442483623156206731872716804145301263110771938587038042805986119160973310314111161145911203111181102310534101229898916684427786693561035373505847674582431940013825357935743392327132613058288825722236208117871648143013581302124110238888266836405645675935425574663372482161721131099995102799784506441281920101210655326223162014415
PROSOPE_orp0081999-09-10T02:0230.9725-10.05088.471100.015062255432398521943196491742515355130631140110046937890618731909495391057411538118961232912347120241192311653112921081210293934186647653694061665640540250784834468042474230401238363726356334353126289125412109189916881665166414571380117410189037646496416867688147486335313922862072001421361101291181181048266403329211214121297666545142226121
PROSOPE_orp0081999-09-10T02:1730.9725-10.050810.309100.0132212216720219186791706614832130231100297208321784973877070743577438212899392769466941092708798845081027565708663325628501145064093383234233327316030982908283427162485247223042190203917611665140312371085977836759693647586523440356349340296231207179163134111938668595957494227362013131213993340221300200002613
PROSOPE_orp0081999-09-10T02:2230.9725-10.050815.314100.0122472035418881171891587813640120861025889887980708567856546689170357679837684708861862882157966752871886547602653984939428339383514329129742898276027132572259423302283216620101908177415891435128711191011840803687625561481426376317303229208188173148112104906956464846503730262620861410749211200011011002411
PROSOPE_orp0081999-09-10T02:2730.9725-10.050820.641100.0112071890017548162291451512869114729781834073316657623263746363661573967685789880867935763273936929646360925598502444884021357332463046282726722522252524342312221221632118199017941592143113391171995900747723594574489500402340314256228197217161139102887474555551454428272818149149372665101011100000169
PROSOPE_orp0081999-09-10T02:3230.9725-10.050825.684100.0940215888146941368012395109759722845973156575601355725472563558156233673968827030679164275900552352584680429838793491308727442523228022042083199219591814176216851599158714641320119610871008818775708563576515511389360305259272194205169125135898392655552404338342210131071367577635131001000000248
PROSOPE_orp0081999-09-10T02:3730.9725-10.050830.442100.0922315206138751264411246995587847472634255445205474046814875511755015856603659746111575654625028456241493814334030542718240720891979181617171605152814091379134113011222115610278958318106916044894804314013353232401932041781531271359290685952453622272217201411976604441201110011010100267
PROSOPE_orp0081999-09-10T02:4230.9725-10.050835.080100.088071462013346120091104593578264705959955283486845724397451746625103545255675621545053374850456441723824342430122688237021141870178816021473136713161240127711211048998972888790753676590475479413357342288246229194154163141110818775585441353225181914148612157565102210002100010100236
PROSOPE_orp0081999-09-10T02:4730.9725-10.050841.363100.010282169221550113774122241061593087789667859505444484348304940530154235779596860305802557852014786440040173601310827642554215120041849169015871343127212671153114410171022870807713652596524472389378313329261235185150148126110999370564230292923212121171278264475001030100100000200205
PROSOPE_orp0081999-09-10T02:5230.9725-10.050851.190100.011608193521784316187144031272311239932181047071656458935867609062166740733874867496749067736494599853595004443738463389295326772270202618211668151213581284119711241016879885822671666585490441368322310246198190188158122108879880594645332228152323179766576400001202000000101110234
PROSOPE_orp0081999-09-10T02:5730.9725-10.050861.051100.09650156611437312678114351014288947284636954955063464345844744497852335588564256915631526548984536426238533421317528102506226319321786146514421331119511401082997941814775671621595508424384315279253255198195131142117797482656046332818181920218117571252561112110132010010000203
PROSOPE_orp0081999-09-10T03:0230.9725-10.050870.209100.0112621873117268154931400612076107818971772269286232578857205811611067637041731974517228691264386173561450204563409734743149258624412118182617661485133812091151100396784783172561657547543434329228124021020016412512510872777557524148251922151681110975152102200011121111110000222
PROSOPE_orp009 1999-09-10T05:1230.9838-10.054410.835100.0164422791826114239912180619166169961418612290106909673922289859114966010184107331139511468116431179411351114231089710188939685967639676659725401503146154409429740493888381536213416335732402963283724832329208619691942177516621455134511169147966795855925816046776025284092852361651591461381101191051018466564325222210186956242433311225720
PROSOPE_orp0091999-09-10T05:0730.9838-10.054410.911100.0162812853526989247072231619749172141467112683110239999953691719563980610625112381183012098120181224011979118611125210462988489397982698061995582543549704764435242193999382037023583344332202975276824782339212218871739163715241444122610569257526595785895575665805844864062922451801471411171071051099970694545271814791112410433424426314621
PROSOPE_orp0091999-09-10T05:1730.9838-10.054416.291100.01569426161245462209319973176681553012887110639655862080317929806784048960935996709807998398729890930192168658792771816515568351064795445541204003375235743449344032743150288827782663242722172029187716611571148214191251105787776767457047543845249345041334228918417316111413198108118102906358392931221911912463512140101112618
PROSOPE_orp0091999-09-10T05:2230.9838-10.054420.500100.0140772368122159200761824116156141041177410117887081087542730676087784837588049240935295309295928892059095839779347469679161115489495147734436437341913955395738533588347334473160297828362662248822582069178517391551133413151096972775631556460432405405305269196185143119106958577866365544935262316161378933402022001104115
PROSOPE_orp0091999-09-10T05:2730.9838-10.054425.613100.01202120241190461731015579138951208710414897978557131651564706560693675067857810882298294798176817330709566476039545747304365379034633190316030602876285227432529251124462176202518591765154714351292116197385083277371060957047040433629525525423919618513412110995767468626863303731242917201313106524443012001203213
PROSOPE_orp0091999-09-10T05:3230.9838-10.054431.038100.010151175101592914565134301205010444913077816866635757995571597862546601711472897239715569506619626558725497494344294033354731392969269824832333220922172148217020251942181816041545133512621124100287078069263461357447144736935029023320917218511412310374686855444441393536221815171098855123120121020002711
PROSOPE_orp0091999-09-10T05:3730.9838-10.054441.495100.0931915708145871284011561100198810770166455846532750354898505452775777596662486254620258295180518546424214380435383158278623962279208619351773175816461590145714681469126111881087962901819757659554541479473374329295279209170165155142103987557444630352531261813178144759250142012001100000189
PROSOPE_orp0091999-09-10T05:4230.9838-10.054451.481100.011400186531706515294136791202410372885374786628619155085514564358046346672367096837644462935794539548374501402335253222275924752203196118561644153915121356129912531073105190687282073865961348141734134131925823020015713912711397101757142472927292919161291111647333200300210201000000277
PROSOPE_orp0091999-09-10T05:4730.9838-10.054461.203100.01742329602270782408721578184811626013395114881008591358253810382828620938698111004210035977893838617819974076869607855444857416736073346283925252509221120401936177517081520143013401250107710219527406575734733913683042962212091941521551088477775950433726352316219135745244200100000000000000235
PROSOPE_orp0091999-09-10T05:5230.9838-10.054476.415100.027315458004288838329338422936325212214631814915623141951313413062131381343414863156711591716193159491538914426131801213210922998388087688669358945302454240343789332831962731261525232253207318601708165213861222103483872761954045143333230125321116814011710185834232502119149981178450310000100100000000000183
PROSOPE_orp0091999-09-10T05:5730.9838-10.054491.742100.025077422483877134944310532692523632196471658514397132261228411917123711267513837146961526815450151391469613889127631184210916981687967550678858055270453441233540330431062806256324042285202918201713149514281173969865724571502420384293229196197156128118927457534024341114151091386522413200000100000000000121
PROSOPE_orp010 1999-09-10T07:5130.9712-10.03071.598100.012049206972002118748168691487512700107119154803871156398648764786608714275377845780479927982805380798130787477077208679061255707544153465100489646674483427141403760339732853018290728252604241922882019188317251553141314411326109610698899059309728877436194573682552312202112011661581421041168581665346331818651147444304112304921
PROSOPE_orp0101999-09-10T08:0130.9712-10.03075.055100.01158320067193621771416280142551242910474891977306977632862056421645467377117741175537503761574767636736071606911646559295466513248974758452645344348435742424033380536233370314329332797263224532228207819621728164814621348119310198407938097377465824764062902292211731851451261441049676595245392814301612138954532304111002915
PROSOPE_orp0101999-09-10T07:5630.9712-10.03075.066100.012300209952035418755169521497512874107629026787970576619632063626558708575847538760278968005756275137578725769626516604754215002482246064473432941334025375336943411323627702628249422281998188216871460130712091146106910428507136196046126015645454473892842191641691651411291211139394555738372825211616711642122001201202417
PROSOPE_orp0101999-09-10T08:0630.9712-10.03079.949100.011297193161856217457161651407912424103798797760870876541624663676631700574917378767777207598756073637254698965456082533746314272400739433806377335363479336032103076276626162449222520521897167714351297113810339668987776786345164644553793342972942522301881571391431131289984727058473525191818109138351501211001011413
PROSOPE_orp0101999-09-10T08:1130.9712-10.030719.734100.09926168501662615495141731269011102952079876911643958095610593760546450689169016936704669746621661162865814557947944309391635503327324031663164309930252928280627162420228121181989172515681452127711391007947859748730649584516461381349348285267251209169152149133121108868687765341342231141624101310741022000010001311
PROSOPE_orp0101999-09-10T08:1630.9712-10.030729.802100.08644146901376112715115691041190467804669159235471496449915031521458165960614161595915587555945310498846374186379234763061290826312517248924092303235421522153205519901916163715211458123812169949398716976266055204874203993493102702402061911821481381119388759474534830332822146121286711412021200000089
PROSOPE_orp0101999-09-10T08:2130.9712-10.030739.693100.089251488113909125691131199058804753866265789533751024859513152705784609962616296616758365544523748224275391435403093270724222291200419581871177316641570156514271380127412351063968955794749662548489462424363360300287249203188156136137121778061634846404329201713912810135311112212002100100107
PROSOPE_orp0101999-09-10T08:2630.9712-10.030749.221100.0116721963918067162461456712845109749521828471116478608259046102628269227317772978147622736669286453590653164883431437023372297127182414225520111902171516651525147613621277117610859599148326896075704793643803492892352431741641451187585746437302926283616154126766521012002100100001000135
PROSOPE_orp0101999-09-10T08:3130.9712-10.030758.645100.0136072274620999188221689714911132811103596518359750571307124725675998134869392609309915790708504790775726551607554634778430737423425297426342477217221641979178117261589149413631233110499393482362560251644037733929928920618314816212096786539452928241320111153576522322001100000000110073
PROSOPE_orp0101999-09-10T08:3630.9712-10.030768.232100.014895253652321720636187121610613949115711006087227942748772037412759982308755925792829007863881197621718665575805521044883980346231992754243722872032187417941627156114071275113111409728897647075795194354043533072541901831451301089873575959322722241921713585935301010002100010100001212
PROSOPE_orp0101999-09-10T08:4130.9712-10.030789.070100.028581479474452840448360363150827287230601981417338159421495914524151361571717269181821912019429190841865617630164771561514088125891144410031879975876845592554664767448540583743339031852982274024332315207718981644144511569667887566035284713613242742231771531261017757523722251215137479232100000000000010000000111
PROSOPE_orp011 1999-09-14T16:5036.0987-5.197510.517100.056329363860875176812612354394621412636583545313932033434367840464482469349244827480045324336422438153507314029522634242222002039167915711410126410509888147186445254623943593092311861591381101027110368614767574340342424162712985651024412413431021201100100101917
PROSOPE_orp0111999-09-14T16:5536.0987-5.197520.070100.0689611471105809447846275076676550849394176390737083793370139294534477551635428556855885357507049094416418636893318284226352380218819971877167215331399121710919757986516425204834523823403222802502331981871771601581481201109781594740372718322417221419141316102071317942733411566412024915
PROSOPE_orp0111999-09-14T17:0036.0987-5.197529.228100.0582599059165832276706803607752994631398037593451359436923904436148035067539754385410520049714497408837443243277525592284215720951871177816721523125211469428697026165164703943603082542371891621331381371131251051381211028080543526218161313512121456910131264353324134220223005713
PROSOPE_orp0111999-09-14T17:2336.0987-5.197538.719100.0616010633972590278143743265515678499642194164390239063992440548625197556258716081592055655367506644754112355529642671243123322222205420101845169115921383111294682764762156245840335226422219917016113214912411914312813413494705132252017141414610816910191624212013944122002111102021111
PROSOPE_orp0111999-09-14T17:2836.0987-5.197549.238100.0746112406116251056291928293755363655620478445504135422044464695533056636065635062926365598357195151461942493491315827422576238023002114204518911598141512451051922753615567476422348301249208192184160157132126122122117978456554132182013121612111391112202632311521855312491414224331179
PROSOPE_orp0111999-09-14T17:3336.0987-5.197558.995100.069171150810566921683867269649054284682400737683521362437563823435947385134544854315413521949014632426637963374290426862440229720591913177015611381122910458837317075924844013772992552441891741741431181151089890837468453530292723221014101099101019142927261277100221122001010097
PROSOPE_orp0111999-09-14T17:3836.0987-5.197580.265100.050118447798570396248539045843681311226012353230921342326237026572766294630473098304529362760265323752241196918301671151413441145106591988483670964553953746041534430024623417514213911912199957570717256484240241916141198763643245524233113001020000101095
PROSOPE_orp0111999-09-14T17:4336.0987-5.1975100.207100.0398565476001537846603931330528662389203118131599165116681791186119932171210222432254212021511993198318931812159314661424125510709529028177396466154914053793332922492091811801211209095779268495143302234271616137574545160301121010110000010000000083
PROSOPE_orp0111999-09-14T17:4836.0987-5.1975150.183100.0314652655002446539333434296424822198183517451652153115411653169819481964195419451873177917351671146713351260107294375772164253756750246642342336132429228223817116514411010975746758494038253121171286133313232102311100011100000000000000081
PROSOPE_orp012 1999-09-14T18:4336.0645-5.1988201.055100.0326056275112464640663647305525782167193517571549153416281722180719492008209619452007184818341695153014681309120310449899057887496646346245865294944784314103743212792402461721511381181111028484694749423726201813138694721101211201101000100000000211619
PROSOPE_orp0121999-09-14T18:4836.0645-5.1988250.971100.04318752069916358574848674334366030022599245322172257232923852514274828242838280826972531250422872194190617961567145712511181104293983585475570069570460353756150039334928925421718115316310412210410061645950364028172315111387964235832220320312001121130101716
PROSOPE_orp0121999-09-14T18:5336.0645-5.1988301.038100.0427872196742610854324654406934362915253823642139207720862220238126422601264826182522235323122145196818101635149913231273113010159919087597237116966075805724624654113693653302762392452291872031681751451091077859493927241816984445240011200002001010200001000815
PROSOPE_orp0121999-09-14T18:5836.0645-5.1988399.426100.0570396338871797672106173528344633832334130052885277028232882316233293403345434863377330229532910258523952157194317491601138313141136102796597081680281873963858554148241734333226922719616315013810166806451414230231912696477721330212020110010001000011111212
PROSOPE_orp0121999-09-14T19:0336.0645-5.1988451.237100.05543941287797754692061515189450237623265302627172728265628033039322234763459343132563187291427072545227321191948164015111328122511251038995818768755680621562489447385345306236228181143151102125748355665450312015117133134412202302001000000000000000000411
PROSOPE_orp0121999-09-14T19:0836.0645-5.1988499.319100.0445674267157627656204836411635032985252423692113211421542251237626912689275726722590249022492191185417981640141912431111104194082273772266766964553151348139638830826223520515712910910989806753584638262315168677443222122111200001000000100000020610
PROSOPE_orp0121999-09-14T19:1336.0645-5.1988600.517100.060791058398898777787668945798497342483590329531122974315832043523362138673847379536913470323630332883259123682076193017041537134611911050944799792719609582511467409350311262219173143133106697963455030232524161110554311401100010000000000000000000000147
PROSOPE_orp0121999-09-14T19:1836.0645-5.1988701.503100.0101101732216295146741296611143979581596990614355465048484749935229562559556109615860685978551552754875446538433534307826292280207918371568143112741159102098690480670667153249837235227724317612412510698826443473226211413948553223111100010000010000000000000054
PROSOPE_orp0121999-09-14T19:2336.0645-5.1988789.274100.01002817121160341451912977115099794829772326122584452255164539555686019659268377017673668616406608157065141464041273652323027182467212118361651148813371224117610139628627166745985124134022982592131531411411279078565343353023141061144132101000000001000000000000000091
PROSOPE_orp013 1999-09-15T11:0836.4097-0.85475.310100.04263746669146274556648044018348329652492225320011974198720862201229923352387237123312182216720241871172316141407124610659308337585875444524724623953403483112592011871761441109773767772565243544336302819151591012776756373534036331101013200003113119
PROSOPE_orp0131999-09-15T11:1336.4097-0.854710.484100.04581809474836717604552764453366530472649236922262086213721002337242523892542253824122358226523511979203317801523132311921022905765663672588562510479420391333289257235162155140123104926671535552323434292318202214869116855112442241410012010000001001117
PROSOPE_orp0131999-09-15T11:1836.4097-0.854719.366100.0459479607209650258475286429837333211271425782322237924122447269627792898295829193007291727412566255324482196197317721540138112031156107393791286680669964761154650742038635735026318717915912314813910510497935747434539371519131117811917857585202020311311001100012015
PROSOPE_orp0131999-09-15T11:2336.4097-0.854729.807100.0623510612978487617774685959555151438438183476327033183411364739674240460345224629446444584076384134343165280126452324212319971897178316611498134412281122983873795688646578531424369330255250212217186157177154138146134119707659482624251817121115910101410813652441242412351233201814
PROSOPE_orp0131999-09-15T11:2836.4097-0.854739.646100.0842614154132381174610363922079396723602152334847461844594826503657156262633867076653655261585651527549064270404736533401318028662713251022771971171814911328122910069678948116725794963853333242342081811841561561131301259810589585546352431211011151010681210713547533121211011100001413
PROSOPE_orp0131999-09-15T11:3336.4097-0.854746.596100.08219138951248211394103728975791266035809508647504468446846675096553260506516663367606453605556885324469341953768347832663045281826932479223119861752153213501206107393278673372454845340532626824720819415915113912513813310410978654650372423261617612121111597743231021000010001000169
PROSOPE_orp0131999-09-15T11:3836.4097-0.854749.659100.04402744269586422569850554363367130652701254522932360231724422755296229933186316629502825272725952323204719001677156113401251114594692584878573968760957250548744436533230023922216914013610010897877052513535383723171117151271045825563323010221102130020000148
PROSOPE_orp0131999-09-15T11:4336.4097-0.854760.007100.038856661618954894949426237043138266524152105193719432017204422202368247324452531238923582293210020061856160215631360114111359598698417696536716815775564494303703272962502291871721711651321201299786805158333016162615151067872245320002000011010100000000146
PROSOPE_orp0131999-09-15T11:4836.4097-0.854780.108100.0299049624588385435403019257122521851160014951394133313931476156516481769175418071675168716051496146413031181108810148207686415935294874834184273693403102772772292122021641411148869606147463442262123171315488938603131232101001000001001000000135
PROSOPE_orp0131999-09-15T11:5336.4097-0.8547100.016100.02606436740693605338128162442209518241516141013161371133514621617174418411898188418451873186917761682157814001278119597593283373967763958762758448048444739935330024721921916014013011310510078807247413932252515141081111466201030010000010000000000000234
PROSOPE_orp0131999-09-15T11:5836.4097-0.8547150.436100.021323599326829502667225019691715146112751158106410641135111611891282134813251390135012541203120211259388377887656175545174463944153783343433292942662491921981531489810578647465654741312025231012119681351500141102011000100000000000000193
PROSOPE_orp0131999-09-15T12:0336.4097-0.8547403.515100.01817307329002489224918511591138412541065970862895979991100911291098121512101156112110179778678566996655314944103693413002642642212202061621601201311161007971453940322227221516111169368143010210000202200200010110000000000271
PROSOPE_orp014 1999-09-15T13:0736.4102-0.85474.528100.03794675464335816518845673992329728972393230320421967206922452187230425022473228521342143193918351773169215571358119511128898307156225654844414373713733002872372292041731501151096956674052543741262522181716191191098662273634502232110100000001100619
PROSOPE_orp0141999-09-15T13:1236.4102-0.854715.081100.04295739465985871531646904036344229732614232321482093213322152438250125452559248624782279219421122029198018471778152113691176109097184173572169658258253449342243632130328421818415111810478826951564849432827362316191371510568455714111210110000001000100717
PROSOPE_orp0141999-09-15T13:1736.4102-0.854729.294100.065201135910505957586117684672457414949435740233599383839334187472451225470559158255783563953915166456141793604326128262574237023342204211518481705155012121197103496077573565358253044136831828823321621217917014814013814113884575465334226241012681471298710856340213220110121211315
PROSOPE_orp0141999-09-15T13:2236.4102-0.854739.954100.010073170631598114403132061173910169865074916672600356805617600562206875766982318808906694099314893283767625697259495391497344854273392136603404284225202135201917981538133411931046935815595570470385352273242201181176174135134120110876862525741431815141511131410101115687112312000200000001813
PROSOPE_orp0141999-09-15T13:2736.4102-0.854745.015100.0937416081149021369512241108819400810669696012550451995236532957756409696075267872818482487964777569996576570852534613431738353572329930022727242621591796163314681317112510769117947315815054153232712322221931671541271151131158381744944443526171316117133710553754221110100100013001411
PROSOPE_orp0141999-09-15T13:3236.4102-0.854759.904100.046958102737367355937540245063885318029232668244524142417261127852920310031843243316129882951269625022354208119491704153014721286116499291280980674664760652747542834835229124023820915814714412111883758764564324222718171161610134313414233101100100020000100079
PROSOPE_orp0141999-09-15T13:3736.4102-0.854769.425100.03372587354154898457539213447296224782173201418021779178118582014213522312280227921632059200218641747158013961307118410648418177777016395805495084954184183882922552512261701811241051039372674638374525261515161310832153201113100000000010000010010067
PROSOPE_orp0141999-09-15T13:4236.4102-0.854789.578100.030395314488443263799335728242364205318251664147914531453156315811643173518181763172816121537147013701289121310771046945821780629597550508435401365376288279285235225167163169112929267645744495038352116111115132283125012222011100000100000000100215
PROSOPE_orp0141999-09-15T13:4736.4102-0.8547110.044100.03128534148364224381634442942238420841768161315021494158516251713187119831982195618571811177016221440133812061149933811780656646535529459477417380366328290231218211195148108102787457524740303130241815126128601424423101001010200000000000000093
PROSOPE_orp0141999-09-15T13:5236.4102-0.8547149.797100.0223136323542297226282391208317161529128211561046105910831112129512831327130813391277118811421122956866797711648514461404381354319274274214222174196160142127118958973436231404135271615179812103671320211100021010000000010010000000221
PROSOPE_orp015 1999-09-15T16:4436.4108-0.851834.488100.073721250511830105829856876278336707595351834810451745954738502156326093643167806785703670107112678263965787538946424053385336403515322330882939266623142017176915851324115796480379867759544842332829024520217918515614013411513279676038483529232815917247141117691012108496115574346544635724
PROSOPE_orp0151999-09-15T16:4936.4108-0.851849.192100.072191210911329103008879773869325621471240793621345333223516366140004347458048434774472245914477409436953500315428512538237821771892174215591373122711259679178107196155825094393582933012382081681751531341151069083754539313240261220161237101485404540122211223211431308223
PROSOPE_orp0151999-09-15T16:5436.4108-0.851859.119100.03553618356875040462742493746303126302316209019381960190520672296244126002605270726062560240623342184204517281568137411741097105796786876173671668161854844140935732929924220415115612811394966660604330313327231617181010958243531541263217393451051114131412131518122
PROSOPE_orp0151999-09-15T16:5936.4108-0.851868.919100.03269547451234441409835173022256321661934169215981644171717531877199922312202217121392027197517571626149513371248108410398878027517226265985675555164884083783393072592231921631431421179611484677050414031193317811114845340012300121000000100000001003421
PROSOPE_orp0151999-09-15T17:0436.4108-0.8518199.931100.024294007356431952711233719661713141012031132993101710041075112012561271128913151173116511241005970925790765659631539493504454398381340365335366305268235209201173154120120929876667849474643372330221871785548253224110100101000000000110002420
PROSOPE_orp0151999-09-15T17:0936.4108-0.8518299.186100.016232687245521371883158614631137972870813713745750755820849897888879878804775682698640629493470416355329299263251251221182208146173154135150103109845851473239343135272419219101365435111000010200010000000000000000003719
PROSOPE_orp0151999-09-15T17:1436.4108-0.8518348.899100.0191731892957250522061963160714451145102497786791990193210001052108410991132101097192292786079969163156152547746940532930632630633827828626619318116713311912010193715259374538302721192313741420433411111001100111000000200000002818
PROSOPE_orp0151999-09-15T17:1936.4108-0.8518449.325100.01488248022711956174915931370119698387879479676677082885192591796195496983979280772759958149948543134130429628625025121822819919117315514710398106914949554929222915182115910101033171112204122100000000000000010000003816
PROSOPE_orp0151999-09-15T17:2436.4108-0.8518499.993100.01490239721961899173114901284110697285077864471073079779884786484683686078981472771766754050548242333631730928623222617715016415615013211794917583533954373531313326191017118354442100100020100000000000000000100003015
PROSOPE_orp0151999-09-15T17:2936.4108-0.8518599.556100.013232102203118251641144412501085876795755660696651678737834796844903857812772738690652597527472391391338302264247222219211199187153152111110110867967483438403526291925191886365142400012302020010000000000000002002814
PROSOPE_orp0151999-09-15T17:3436.4108-0.8518699.411100.015362471230821031838153613581186102485074369670271677072780587679684582781680169069464755650844944238635632828221219617615016315112611211082716539333428251720242013171314108554121313001110000000000010000000000002213
PROSOPE_orp0151999-09-15T17:3936.4108-0.8518799.422100.016242686260022612097181115361366107910278738348598348459291001102010891031101796396989278872263259550945339737032529223425625323624219617015515211710686806253335432382823292112181611662621220002100000000000110000011000102512
PROSOPE_orp0151999-09-15T17:4436.4108-0.8518899.055100.0137323502034176116161380118610528257186866586286466927197528208027767537637456986765915865394824353913222932871991881581541341261129873696655423724273319161714965853120211001101001000000000000000000000002411
PROSOPE_orp0151999-09-15T17:4936.4108-0.85181200.190100.090315961432123011469807767116245194594804164474745285655465385405235195715565024113933543082942602452081771801481431091111129063615537323425321727197143811414940122024011000200000001010000000000000279
PROSOPE_orp0151999-09-15T17:5436.4108-0.85181798.990100.08471438131411151030902801643537498452458405424501474539548575569578514495477408390333336307284209193159142159120115100941036173646149352633231418182131156543122101100000000000100000000000000000000277
PROSOPE_orp0151999-09-15T17:5936.4108-0.85182000.040100.0100215711475126912241009822743633553520464460498462571571606570602552551519520450400379310310238219194168142118126123108898674675041473129312415115155583342023210112000000000000000000000000010000275
PROSOPE_orp0151999-09-15T18:0436.4108-0.85182196.490100.01608269124912417210018431727142811791030986884930934950107511091127106310941057980957877773694579522434368268267233204205180137124129959089666043283232151314171412574672415000200020000000000000000000000000000194
PROSOPE_orp0151999-09-15T18:0936.4108-0.85182400.550100.0131721191933180916161470125610468417816766626566857557938018408888007767827256405885574604273723042812362191771501231271238886726857533639331820268974633131212201110010000000000000000000000001000243
PROSOPE_orp0151999-09-15T18:1436.4108-0.85182580.090100.0163226302484225519601805155313131103970884790792830863860971959109910169609027827957146225114033873332772461951591451421201007467704738402723241619103672681411000112222301200110011000002000000110000401
PROSOPE_orp016 1999-09-16T11:0437.99973.83486.225150.05714995793688321752065495640488541023497325128882850296930873310356337153705355335353439329131092922270325662237205918281573135011791041942802816640664626542524463379362310257231179160138116991028165615445463225352023201416158955443523112132101100001021002119
PROSOPE_orp0161999-09-16T11:1137.99973.834811.044150.05682968490548270733762925645479440283444318028222794283830553282346735643547347934733284315829402846254623692074195416761433129911489679468157477276776425755254674023132782331801771441361021119567455345323536263123131012779585434222121201200011001302011317
PROSOPE_orp0161999-09-16T11:1837.99973.834821.694150.05245878783337812708163765553473241563668330931452996307333023523377639493887389437793547336230072806269123922163201618181678147713471300120010629719258178497506326185584994374022722701962051921701571091161048451474048402720281714101091131262575351330201110000101002415
PROSOPE_orp0161999-09-16T11:2537.99973.834830.981150.0539290048540758769706089532946933973347332012821303630563155346236143770371537283624345732173100300425492444230921362020189317661593150713871287119610859858868137446576355475094153763192802492331811541481319874686345314739242818191114191720193643484035221481055235633222210113513
PROSOPE_orp0161999-09-16T11:3237.99973.834840.876150.068241184210683951984437501652052744645389936293354333134733501381639874071420341654052387736923483331529912721261125642200202518451812160814481359133811871107982964879794727683582519379356313233225203171173128104687254343135272316181115911587111171310433294221303020020013611
PROSOPE_orp0161999-09-16T11:3937.99973.834852.746150.05787933187057695697960275205426137113263300627472689284230213187349035683670347135173240314629502722259424992258222920741863184415661354129211271107109510239358517396676104844743973022401991971661401501101148683666349433730292924148101313881213169147137147543703411010100249
PROSOPE_orp0161999-09-16T11:4637.99973.834870.018150.04519761468216086528644173888315027712321219519531885194920472209229024452501234922972204206420371827168815101326118911119578527917257006866076005635044924463823563022732511941661441159888766567624038312514171212136714536464441100110000010000000000327
PROSOPE_orp0161999-09-16T11:5337.99973.834890.051150.043297241643557255030422137473130270723542209198720982137226924592626278128932739257625592362212919431833161914831271115099183678067366962256856544842743834331427122221816918314610810984827484684746383423181515135101151032031502020111111000010001100316
PROSOPE_orp0161999-09-16T12:0037.99973.834899.785150.039716407596350824345368731172561218419111726160815231519166417051808196519361859186517521674160415081385122711899699087956896005225684954584444353423052982652582361951501381029487666248545345263424161614511101265433361512130000100000000101100305
PROSOPE_orp0161999-09-16T12:0737.99973.8348139.440150.03104517946194147362131962747240119691773160514421402149215411671178118011921183317661714163814511311131010589188627216325985135194403943733403342792192271741671521011098569726250382534232713221016311646253115211101110020000000000001000383
PROSOPE_orp0161999-09-16T12:1437.99973.8348200.198150.04090698064445807518845944006332529432626235121882195216623052538274828972996289828192770249123972187190716961536133011359978587816725705554514043713173002622132151551331129488736257563528251221181313510689654232201100020101000000000010000312
PROSOPE_orp0161999-09-16T12:2137.99973.8348400.964150.02776451441643733330527182438205617011570138312641257126713301370147514741524151614851267125011089898598266445884584203883202672702141811631741261341049070596443402914352116131777645532110001011000000000000000000000000000231
PROSOPE_orp017 1999-09-16T13:0537.99973.83474.635150.058229942925685107554667256374849406835543268308030283081317134793694393139773907383335913457317929652727252122582138186917281456131411049718717916776615885575214734293313462422312111801311361049583838070524332262819221571194553538132100011200200100012001319
PROSOPE_orp0171999-09-16T13:1237.99973.83479.675150.057809761918484607441653358684786413936313298309431083208327535983814414441073995390637323536323129772976273824902395210018361592142412091107954859786695639666569450412394337306253222174168137122105816656604325302321171215131098864233402221110102210010000001217
PROSOPE_orp0171999-09-16T13:1937.99973.834724.924150.0534489447875729065945717497942603723314529652698277928653007332636033795387238763679356934183155292826802475227321011866180116641533138012961254109011431046913858767711622583493455370347256216227180182131131112896959413346322921241513105777624232011787210121312200401324115
PROSOPE_orp0171999-09-16T13:2637.99973.834740.228150.06116103409726874577816773569849004252364534883106303831583374376340804160426441964018367335343327310627172604251822592122202019871805163015301417123311681083100293787475167259851348239928226520120916115913795948269515737293325191716151121791013117686108665313181201301013313
PROSOPE_orp0171999-09-16T13:3337.99973.834754.851150.0536188008213706361815275428734512995252122312059212721332247240125182667265527322648244523062150198519111702150913651236117311311040980842807753689718698618569514491351345278230206160137135104100938884584748362532241710158126131011961210118736425513321212100003711
PROSOPE_orp0171999-09-16T13:4037.99973.834769.618150.04254689261665490482340683224287623742126186116971726164017181927201321062094211920041964176016731498141713451190116799586980072762161960253546154547339539529929929022720215213413510492818669544942432729272216131111106561323103130011200101010000100449
PROSOPE_orp0171999-09-16T13:4737.99973.834779.838150.0367862765469469239673369287023651973167815711435136813871490156718111782181718091831173515981570136312721120104386179470564358554948047344544835636432625426124221819316811810897846970656144572934251627516108596353043121030020100000001000000447
PROSOPE_orp0171999-09-16T13:5437.99973.834794.321150.0424270146560564448824211346429062618223720361821180919392024200922082282236623912375213820081960173015251496125911581036909791735612582570501465381385329276261246234183151137127102948679785265454737282318191775793563130230013201000100000000100335
PROSOPE_orp0171999-09-16T14:0137.99973.8347109.332150.03472559650724468399934152891236420691847161614421564147016131645180118361897184819011790173316521493143312021046926768670610605577522465414391336312283241187202166125124107899259544234403326202711141310698442141411012023010000010002001001493
PROSOPE_orp0171999-09-16T14:0837.99973.8347150.644150.03079496344923807338029612535211118791575142312981222133113701512160516511593159515461390125011581145100294080271760249446842236331628027723123518617815712613410897706761483634273431181722158795544122311120100000100100100000030000261
PROSOPE_orp018 1999-09-16T17:0637.98233.832135.533150.06845114921057991948196703762105041430237903478332533243349358238594136440146224737442244664276389637133510324529382709257023202249212719921858163214971442126111891043923859754635546478382339283246209197165148146102104917656533942212230191820181619142124362621201811688533441510030114924
PROSOPE_orp0181999-09-16T17:1337.98233.832159.721150.051698844825474576577537144803422273423302091198919141924195322442333243924442417238922862182190418791821161614361419120211821011963905874910854802697698620544467417337287258233189136126133125111112797168524338363521251410141710175101471120241621122722341323202110237123
PROSOPE_orp0181999-09-16T17:2037.98233.8321198.750150.019143064279424062041169614601171102789474073968674881285686593997193510219849468738307857246356055265104074023593493582892932702272292251671821321191208964585351584834343033169171469976313412211233312121100000000000103022
PROSOPE_orp0181999-09-16T17:2737.98233.8321299.294150.02238389835503071271423612078179815091302117210931082106012091204131613371345133612971286119311141118101695483875870961752057147645641637436730328924824420616917113210410591616051384533392131191791089375112122111020000000000010000000003121
PROSOPE_orp0181999-09-16T17:3437.98233.8321349.750150.0259043513930350331012735238720381760154013231350121713581363144815251580153615181414132413501202111110509319167776806795895155344473984093453223182932822441841861431521001021116884795545534646423325261391175324331211210011000100000000000004220
PROSOPE_orp0181999-09-16T17:4137.98233.8321400.318150.01857311026962454203217731581132911139609438038158608709421005105910941068982961951893774720670629513516401328351322289239259223174207170163138113117947155634134342636291812141356853410101021021100200110011000100000105519
PROSOPE_orp0181999-09-16T17:4837.98233.8321450.284150.02252367733722955269122171934164514041279119210401033110311221134134713101280129611251252115410529569308286986525334994754444033583253543132712452341951641731291129783734740433535343112261612101264664152002111020000001000000000000003718
PROSOPE_orp0181999-09-16T17:5537.98233.8321598.082150.018653173301525922413205718451582135411441067925105010351130112112561168115212261185108810029418998017426886155424904053663622712742752602381801981841731351239083465447383133252129161491171072163310111011002100000010000000000004716
PROSOPE_orp0181999-09-16T18:0237.98233.8321699.870150.015622516241220321802162514271126943884834787728769808828905895955957900908868882759692666553491434390369330260279229196201159181148151119989887716843384744302222301712678412250220120101100000010000000000000005315
PROSOPE_orp0181999-09-16T18:0937.98233.8321799.350150.02929474543353891336028872521212018291568142313641282133813711461160617541847180017161704163515351395128112221054956863752723633578522495489450439380338284268249198162151130101769265564840362528211516111317831424331203723522002020001000101114014
PROSOPE_orp0181999-09-16T18:1637.98233.8321899.941150.01504257323561986179015791363119187684178369766569979380186791592087686988580481273771961758349948244736232129522219319816114614011299100100656251503223251814151216510654757441311051141201111100100010010201006813
PROSOPE_orp0181999-09-16T18:2337.98233.8321998.504150.0168728602689236122141861162214181163103296592986891889210281082113811221076106410031018888813746713564552436389370308240246214191200184156131111111787455503733222416717101274755542214010000000100200000000000000000003112
PROSOPE_orp0181999-09-16T18:3037.98233.83211200.190150.015882551244721721849160613841179105888086270870475179780191490491996490388884581772168064053750345438434828327925519918514412711312590886159585932352222211658995543323301010000011000000000010000010000003011
PROSOPE_orp0181999-09-16T18:3737.98233.83211500.260150.013032142191916921531130611799348127196565526266086446847957587937897007256856516485724994713913562692942312031851921961761611321099883484258503729262018121812887974423131100000001110001000000000000000004010
PROSOPE_orp0181999-09-16T18:4437.98233.83211799.550150.01198192216961538135012861064876742633598562545575555598657703666683614674620589546531454415370303279246200183173154150141124101102624470453531252920102013108147633732400001000030100010000100000002010000349
PROSOPE_orp0181999-09-16T18:5137.98233.83212200.750150.0137623012142194016891415128410838957366486426506666767567577457718017936667005916035654803813642912712082001731441299310010882795941454933291926189566953522113036302111202210210000000101000000000487
PROSOPE_orp0181999-09-16T18:5837.98233.83212300.170150.012141957192117161460130511058768197216566305676066446567507507917887227376486885995865134963993322852732262351821661441161101209776786148462822261819131071288852052112120010010000000000000000010000000316
PROSOPE_orp0181999-09-16T19:0537.98233.83212400.010150.014202404214118321703143612281059897761680636579602675759773761791744765662684644570527493412352318268195189163153135103109878166754531432523111510101344876432121231122000101000000010000000000000000385
PROSOPE_orp0181999-09-16T19:1237.98233.83212500.450150.018493270276526462314203517921515121611131052959944951105310841137113011721176108811151016933869765636558478433349286269245199204202136136127110107585941503728312017171711992463133123100001100000000000000000000000000434
PROSOPE_orp0181999-09-16T19:1937.98233.83212598.530150.019973196304428062451210518831551134411479618849658859291067115011711137117011271007946866778686555481462374290258230187177169154112958474724333333329261217105313763046201212101001001000000011000200000000000223
PROSOPE_orp0181999-09-16T19:2637.98233.83212716.740150.029735103464843123808334129702323205818081639149314041462147415771716178016891588159513941279118610088707366094964043803022432121821631168581856557402825239121464483354231202002201000100000000010002000000010010281
PROSOPE_orp019 1999-09-17T10:1237.99388.52546.242150.04848852380227605682461665276445638543247298427862814290529843273342634363578350735913267311229922763252523202158186917121427138312451109105698187178771762149345040536631227618219717214713912197888259653742383025325019027276598610301333604410401320210001213619
PROSOPE_orp0191999-09-17T10:1937.99388.525411.310150.05104870985207929731463695526469140703451327229832871297630513344358437033661371636183314323131292853266523892177192418041501133313541239114610539748617586855704924653503353042161771671251299693816851454629282324212015101011114122674322010011010000100000102717
PROSOPE_orp0191999-09-17T10:2637.99388.525421.831150.056319469905486037790680259714981429237033486313430373224329435933863385739323873377436213478330930902831265223192230200118151564148013721289118710799858407456705965404224043412872371811561361251231027266696043343736221915151014711554553331000000000000000000001316
PROSOPE_orp0191999-09-17T11:5937.99388.525431.92380.02749472044674033355231472688232419081595151314181378130714431654160216881692171916601615155514961508132012531207985938808683579512450438352347315287254235195178150138110767951353632232118131814121295501420111002000001000000000100000000815
PROSOPE_orp0191999-09-17T11:5537.99388.525441.95780.0273245884139376235023029259921271910156114371336127612971408154615011603169616811671154615551571140412701314117110609588677006355495164444143513043322872531971871501199676716144342823221614101381783342313022001000000110000000100001001414
PROSOPE_orp0191999-09-17T11:5137.99388.525449.86580.026444513420237703443292424992003178915381394126913171274138615371612174717361704168716441551147113411283113610459709197896886414834674153983443562912742312061711501367881534242343528411821161418106117560111301010013000000010000000000001013
PROSOPE_orp0191999-09-17T11:4737.99388.525459.57580.0210334383095285225592223189815951275120710779381064105610401184129512891372140914141289134113361192103610448578367416385565064153923763243082962272101901571311231027365584730282820118149855874302001301000201012000000000000110102212
PROSOPE_orp0191999-09-17T11:1837.99388.525470.09375.0242242244029358031522824245521681721153513961260134213491411156116921757176718071791173515881585140011741195107794484172662961452540339334832727125924823717116413511210670566556352522211912912981397732224123200010101000000000000001001011
PROSOPE_orp0191999-09-17T11:2237.99388.525477.63375.020393552312527492493224618961567131512071061102510411093118712821364142814331444136012991210114710319888628917866937056966235864814283822762872302071971711421291049985756652413831252625187812814865221430111012210001010000000000000107
PROSOPE_orp0191999-09-17T11:2637.99388.525490.10775.0136221051887160313361250110793181471968360063567965871882674273176568368557755054352343540135634229724522421322918719919418117314615895828862703741313231281912814768655403422321100000010000000010000000000126
PROSOPE_orp0191999-09-17T11:3037.99388.525499.97375.011211958167013741251111588469659656448041239045051546053355659052648451045841841633029831626627622120516216614117415515612811712889777676555541372524272313171169113695462013031200020100001010000000000100115
PROSOPE_orp0191999-09-17T11:3437.99388.5254150.10275.01085181115661348118710529037376755385504694624485155395686135595505366035185474704334253542962402271962131591691361371251391048481665651483731171817131411945465475372111310001000000001000000001000000143
PROSOPE_orp0191999-09-17T11:3837.99388.5254200.37975.011952110188016751465131311431001813697612643563621663696721793792769785776745764675565559485432349318287249213192185177155142140124115958370724142383026212221148169114365222011201110110111100010000102000000132
PROSOPE_orp0191999-09-17T11:4237.99388.5254400.79075.01564264624662154197816511446119810608548257167747748038379659199339128718097946926645244573933483202812431771751521181121138992766856405340382019231862245633041201010000100000010000000000000000000061
PROSOPE_orp020 1999-09-17T12:2037.99398.52467.170150.047938420799874906693610354764521397934653140292028443091312832863783384139593907381437493598325331662885265924712267194916921556133513251087997952811758644609521417411325313277205199171141141105966755543753392825212317181712101394373233121111020000000000001019
PROSOPE_orp0201999-09-17T12:2737.99398.524612.431150.04947869484077708704162505484479339823539327029393004307731133572370439404071401640013717369933973261305327932582240720081807161914711360120711259279078307346445794334433793302762281691481421291057595654846423234232525181581213839327111102110000000000010000617
PROSOPE_orp0201999-09-17T12:3437.99398.524627.291150.04746843280337629692061555539471040993424319230632937296431153477370436823834372637083536332430922983276326432389208319081737151114341282112411191031935792751663525508453442402300243218198157134116838289695846353024212517113104835223331010000000111010000000515
PROSOPE_orp0201999-09-17T12:4137.99398.524640.377150.0527090578601784371346389568049074252361933213087313531423331359137963976405039673822372036693407326231943005292025572429221519521707151412451076964842757704601569470345316251243168129111916984755243503345342815141513510434332202111010000001002000000001613
PROSOPE_orp0201999-09-17T12:4837.99398.524660.402150.0432372576692588954234565416533532940247322012040202721282108234924742676276728502875278627592522234622382174190916871550133510991035885777706629543469422347276259259176140119117100805354523829293140281914888662945261221102110010110100000000002611
PROSOPE_orp0201999-09-17T12:5537.99398.524677.000150.03935662960455212450138243281279923752090194017511872194919522179235224442503247923842243208318711786168815411457140513681206119410359658387396726085174403733352732502191671631241041008149635044414635271910101111125735233133031211030000010001000000279
PROSOPE_orp0201999-09-17T13:0237.99398.524690.059150.02776450839683496307225992149192416271395125711841180121612421374149414221496147313861241118410509418448387256506105855214794734164103723663923153282682501961861581251318578564744413524302612167119874400334222110012010000000000100110227
PROSOPE_orp0201999-09-17T13:0937.99398.5246104.761150.03136521747233982353828342390199517661540126312061219123912061391139814871460156915121394136012691127108891485171174063165160253949348948939935131627125022419617614114210389819169505034422925212417810586624120310001000000000000000000010285
PROSOPE_orp0201999-09-17T13:1637.99398.5246122.010150.0237640713765316027142321190016161346116810329189619861059118311171169117713001267124611981099105499693978175269758957952247247145237935836432126422718417315514814189757167595052411824201517181261032611311211312100000100000001000000253
PROSOPE_orp0201999-09-17T13:2337.99398.5246150.236150.02070349931562846242421661862151112771196103092289496895510931077119811961145122111161125109210049038747685966114845124253863313232852542492081811751501251191108053725029351429312118918116610041350132010010000001000000001100100351
PROSOPE_orp021 1999-09-17T15:2337.99678.51699.867100.032305880542149514308382734922839249922612022189819141911210723472587267827582795288127622685244122352288194118041673156113771331115110151003855839757640567509431402304288206204175125148891048079664849352726202420211610145791052473421320200001001000000001024
PROSOPE_orp0211999-09-17T15:2837.99678.516944.031100.03471594655315095452039993629298726522275216320062038198021952439249127532709271726632538248824312289217519991957184117181636144212521123983845825726578558443374323302239204196125115797356495335394942402824201312984394232311211002000200000000000009723
PROSOPE_orp0211999-09-17T15:3337.99678.516974.797100.02934505746464031348330122532207817901522140212691348140315001668174818041970188018641731165014821419128912721106110710671050952925870789739622557528423411346320265246190176141130989476966555445538353528252211815611745112013111010000100000000000227320
PROSOPE_orp0211999-09-17T15:3837.99678.5169199.833100.015012481224319331590139912541063882764693634658650691734774800827836808778730717636593538473494456379368333295305255251263239216191180158129122110121968154603843444234282016101713598863524310100200000000002000000000016618
PROSOPE_orp0211999-09-17T15:4337.99678.5169299.627100.015322687221320891757148812971098891827699664610686631760745810864841798853802721682648572468422375357331270265263251223180219164146151127130100698465584439373029222016199884341233132122020000100000001000003000015217
PROSOPE_orp0211999-09-17T15:4837.99678.5169348.471100.0217335183290280724172092184115301237107196686892691091610181012113110761177104010539579228167617376165414644283843483262852612442132062011891911311441201261338877757682635663524237302718161476828261111022401211020000000001000111316
PROSOPE_orp0211999-09-17T15:5337.99678.5169400.156100.013272225210417101461133711109007806635695675335665666556196777156236636386495755444654253593873292792472112061961701491491411701501201351039089915952524350393934181914121289572211021010100001010000000000000000011515
PROSOPE_orp0211999-09-17T15:5837.99678.5169499.235100.01323210418671680143812541031880709604574525491538528590645658703681653650585596477456419386333304280263214214153161145154121991019366745257414524242119131388768651331103230010101010200000000000000000014213
PROSOPE_orp0211999-09-17T16:0337.99678.5169600.211100.013372364216218101609137512581039933758719656635672682797759782782805768758709687625546517454369335313282243191224168182182173165112109968468645342243525201819111891112683312112222221120002210110001000001001013212
PROSOPE_orp0211999-09-17T16:0837.99678.5169699.733100.011852081189316691453125810309157026536085425525375606066676926877227016286456335295294484133563283022752172091681771231471251299786747960576438313422211914151917188863321131000101110000100000000000000000010411
PROSOPE_orp0211999-09-17T16:1337.99678.5169799.605100.01200194417381564131611839858197336435735065325434995636056246586466606336055544834414133553022822752141901861881371631741291291276465726755462733252328151613641115564450013012001100000100001010000001000012210
PROSOPE_orp0211999-09-17T16:1837.99678.5169900.086100.010661745164614441238106496576567556253748446644751457853762564262264055853849847642538931829024626223715715614712213210910310272777252503841353014231515258898366211410101001001001001000000000001000001239
PROSOPE_orp0211999-09-17T16:2337.99678.5169999.680100.081913171147110498287871261147440941030336534940939642244644048943446744845339435133527921927020318115115114513312410886888868626544484424221729251611131092956233342233200010140100001000001000000001308
PROSOPE_orp0211999-09-17T16:2837.99678.51691199.630100.0860140311901059926789689576505429370347340378392410514516457499517440426426385375313293292246211197163152138127118929669756051505342321722201010777964611312210000100001001000000000000000000001357
PROSOPE_orp0211999-09-17T16:3337.99678.51691499.980100.012622039181517151501125010239418277326095855546166146597297527747517527166376335665254573923683392552522332061681601631411171149981846560494228232119181268555541111102012111000000000000000000000000001346
PROSOPE_orp0211999-09-17T16:3837.99678.51691799.660100.09791595145912771158102494868966051052443950146347956752956260060860256059052952344938136935028627124719915916514514913110884110907752654534302019231316135596435202400210101001000000000001000111001001365
PROSOPE_orp0211999-09-17T16:4337.99678.51692000.100100.0206637173357312628992539231119221694148213451235117513161334150216161552162216381570148114481367119210629178726966275355104313692942982882522231941821601301238269675146413916191512997353313021011000000000000000000000000000001284
PROSOPE_orp0211999-09-17T16:4837.99678.51692200.760100.01282221219511660157913501223965832720664579577629658723723751802782799721685629631540468402377353259276244220201163163150130128107109797160504435302815221097444614311321210010101000000000000001000000001403
PROSOPE_orp0211999-09-17T16:5337.99678.51692349.660100.0339457835194474040993647313324422207177816661516150615361614173819011840189218781760164315371458125811479418376675675144194243252902382032191711501371051009778825750444646412727252510209128725232100010001011000000000000000000001452
PROSOPE_orp0211999-09-17T16:5837.99678.51692403.290100.013522284207018901609135212399838627367186106616916717437907857708307787486586046135594813913672952832662101661561411421259591807574525132273622221510943591122216213002200000000010000001001001000001141
PROSOPE_orp022 1999-09-18T10:3636.476313.31666.848150.05025899486487824715760915580466940693529317029872970299931473509388939404090413840203817384435703264314628372582242321271884158414571332119997186177876069258650047042038829626121616514312711810484919772585140332629172716919107678761151200142111001300000011420
PROSOPE_orp0221999-09-18T10:4336.476313.316611.614150.04955871883277593698861835322443038893336302828742856280429553132338937583692374338373657359835403410326329512841246622381974175016081459132311661143100686881164958052948141636329126722117114912010310284102675350354033372724169416457353112432211121101001000000519
PROSOPE_orp0221999-09-18T10:5036.476313.316621.909150.0597410563995590828340719262305285452839193532325631793282337837453955415541314118420441424054389836933469336131222913258424412046191017791628147212261133107791276067753952042338332922618818217215011813010680746151383027181721131179344321132110100001000000000100617
PROSOPE_orp0221999-09-18T10:5736.476313.316631.916150.06181107771050794938518772067055697467041373798353133923504358139454199438946474640458145914386421239823942371334823191302927102428214719421680154613681135997944850691599551499444352323267208187174149120116891047057525337272118141699477232322010120010000000000000615
PROSOPE_orp0221999-09-18T11:0436.476313.316641.683150.055279773918285267799702258145253433337973392313931773135334936703898416444454440458344044246403938933493311429622756249623172019176315961406122010669258027816705554774313653322962122131831601141268711894755175534529303016129979265011211000000010000000000002514
PROSOPE_orp0221999-09-18T11:1136.476313.316649.474150.091861646116217153881417312528110419375793068956390594856475773621365157066731876677736774276677499701465575944540847714282371233122909262722882019167414631209103584076868459451143039237630725624217716812011311093857559483329222418148662743223130210010010101201011001513
PROSOPE_orp0221999-09-18T11:1836.476313.316659.539150.011538207662064219671187981668514954126831082696828678797580178245863193091022910715109111092610723101309950937388137674695561825530487642573781338529112385216418001456117211159868578087577997266525524604023232652171851421471261178361442726232220712106735121121101000000011000100001612
PROSOPE_orp0221999-09-18T11:2536.476313.316665.343150.01082418624172221575713877122771065391327973688964586008613262306660749880458471868586688096777771536388586452054621425838283566325430522737244019851730126211871024960845774716695576526489404327277250202167173142134113997363614834351319111067126122011001000000010000000101011
PROSOPE_orp0221999-09-18T11:3236.476313.316669.921150.074751294711251956378486361513142193478311527882646253527682903330133853735380537283564333230392707234422932206228722202305219919691862161714121187107394487985272361053240337431929225420715514010511210491737356504732221712199438635110011110000011001000000000117
PROSOPE_orp0221999-09-18T11:3936.476313.316679.986150.0384563765624472940113281273722902007172116111444151714881615172618351887186619431821166014881404126411111003883861759686678533560540496421439377358338326273259235199163123105847259633648343418211812101085543172121010000000100001000000000075
PROSOPE_orp0221999-09-18T11:4636.476313.316694.947150.036765938515344243713324027412354199316981614149015191472159916571868189519011920187817841668152213311258109399990180167363359858252453649643442939035229424821221316817612099987260635347452927162411229125763422110021001000100000001000000054
PROSOPE_orp0221999-09-18T11:5336.476313.3166130.419150.027254883440637213329277523251877159013831244114711231108120712451320135813671241134411821128106096383574971562150149840534934132027927023823819117918015012110783837462433636302027131698934335203131102101110201001000100000000083
PROSOPE_orp0221999-09-18T12:0036.476313.3166199.868150.04180721868386115555749104342362831672692251322532335242424042696296030583078315029572848269724312240190617391576128711399597857436775535494474073653322882762221851681341251177168484749273325201812106102714220101000000101020000100000000000112
PROSOPE_orp0221999-09-18T12:0736.476313.3166400.509150.0468379077237645656144705421134382932243723502071208321102217236824152514273424772446232322321964178915351421117610018857746696345434244043823332922732611992031631661311209473525635253128241511813763520320010001000001000010001000000000131
PROSOPE_orp023 1999-09-18T12:3836.476313.31726.207150.04580812577397120645157785006438737763401306928912809284329693374373139344113420141644044379536053472319030512756252122591955176815221403121210339668068106915494864594133383122642371871911111351189985645655534234292214141313118432574224021121102110100100000919
PROSOPE_orp0231999-09-18T12:4536.476313.317211.211150.0500986898258765068245986541546574138350032563039313031693312359039044075439342354295416439523903355532713035286625512281214818281556147913451199105896090477967358755342239930725623620415714514010294757159604462314325302581228651212123114102020020000000000517
PROSOPE_orp0231999-09-18T12:5236.476313.317223.262150.054319375884281407433662956924893422636903332311129933034321735203790387539123841387735443528332233383231314829362709240322662005174617531573147512921181106888878266963351543140733726223120417216211711110378886551503539311815139946457415014120001100001000000001515
PROSOPE_orp0231999-09-18T12:5936.476313.317239.870150.05224889184977952714063465642471940913424313429812906316031533407359037143862392938283898374437643642343231292915259323312057190916681519138012691129924866711640572524391354302236232190139120103103967260564635353621141413212652212033010100020000000001000001413
PROSOPE_orp0231999-09-18T13:0636.476313.317254.850150.01214922340229472216821211194451765315338132631184510844101761001910025105591180712347133141345313977136891336713177126431207011335103668928782767845628484242073673313726422144176213691126975859742683661632664574503390311244210154130999259844344273221182110121112756344222000000010000000000001511
PROSOPE_orp0231999-09-18T13:1336.476313.317264.755150.0704412307109979496804366555436436037873161294126302825281631213323371738793996396239853678344030492742257123002183203720172011183117371588135111569918117046415614363923623322692621941421081218996867660525641332730161510612114553442340021101010000100000000149
PROSOPE_orp0231999-09-18T13:2036.476313.317279.947150.039356497562447023837303025652117175315421434136813221291139615391710175817941755174416581499137912321128107794083676471763961558652049646042940937235631029926522118615612792885865524637403142352517141014815533363113312110110010000001000010137
PROSOPE_orp0231999-09-18T13:2736.476313.317294.800150.037206188539343803681281424412032165514941337120411781244132813741477155015721538152014151261122811009769298467486736616205475394894313903533353263032602292312081751491188888776654364630332823231212195126227231211112100001000000010100000135
PROSOPE_orp0231999-09-18T13:3436.476313.3172119.970150.02346384134752982257321121821147512191053101597390090995010181058111511211090109010531048899904793744671595504423349396358337308277248235204183200146138137113101886853425233302317181911121513821132112302000000000101000000000000093
PROSOPE_orp0231999-09-18T13:4136.476313.3172149.787150.0251341893718331627932368199716761442126610491027997100497511011166120612271290128811561075109995988782379165657248340837036532631533125427625219919015913511987837455574139262824201718127253422031021202101100100000000100000010151
PROSOPE_orp025 1999-09-19T10:0735.068518.29394.151150.041207394701665565937511643833789310328292572232823312352254826352841302031323177330632913206310029552759251621471803149513411191104597886377379671162251144840038029926423819817912810411389104616757583737332926221811151212116106554231122001001000000001000519
PROSOPE_orp0251999-09-19T10:1435.068518.29398.839150.04184737367776367580151414553375531852746256723362245224725152715286830893312322832133185312430862901257723642039171714711220106610741007884799723697620537443440394323272230199178142117105927849645648492729172814141281045786222110321100100000000000000318
PROSOPE_orp0251999-09-19T10:2135.068518.293919.011150.04540813176636970623554464802379333112847264924302379245525762720293530253212320331643138306230092794259023472004170315141175111194192887884580479764558256546741333232426822717713711910693876563654342392226181956105114123322111001120000100000000000617
PROSOPE_orp0251999-09-19T10:2835.068518.293928.895150.0550295818841811971916171543145773817319230412772266826882908322933943628363636843765417961851130914107911538772367197517181560139412511156108210358717716805815544524283703302762371901421331289179858053635927373820221314164106744942101111100001001011000000315
PROSOPE_orp0251999-09-19T10:3535.068518.293939.305150.05617975592368451762967165888478340993586320429832844306831283304352937583831375537823584354335833346312627912649231021311889166115271336127012221096956915778701640532533422407299265208163163137130857976684474353629291714912637522332010011000000010000000001614
PROSOPE_orp0251999-09-19T10:4235.068518.293949.709150.05566985992338518777767335962499443003604339431253063316233473671385740074134413341484059394738803728353332833146283026852369212817871638153013741182121310268687877296475404983893432602632221941441511208083584736432327924857462322302320313100000000100100001413
PROSOPE_orp0251999-09-19T10:4935.068518.293959.759150.05194912883767483673759655217446138103288303227402773280529523266342935153701376937013516345032563137285026592387234020341902173616021534130112321171105793486171470763055748140535928523519713115714212098647254494125161520379853431114200301011000001110000001412
PROSOPE_orp0251999-09-19T10:5635.068518.293969.958150.0418469496516557249104282359930892642221220151888175619311952213822052413254625292423234423572221205918421804169115891380127711301081100989683380271661358850446837230829426023018717515312413399958470504730352115191616126553122011231000110000010000000001111
PROSOPE_orp0251999-09-19T11:0335.068518.293979.782150.0339659315247464139603303291124172072173715941461142414681569162518221864192219831822178617231683168414101394140012841173106299880583276879073469961558147946036930230124323716114912011611411497828161534533273118131173648121102020110000001010000000002110
PROSOPE_orp0251999-09-19T11:1035.068518.293997.052150.03326564950004241379930712619223718991556154813911302136714211583164816701703168617221635160415481440134112961253118710881049983919781757688690670658529442414347303262251191151143143102967767735654423024371816161241167223211300300000001000000000000229
PROSOPE_orp0251999-09-19T11:1735.068518.2939114.844150.02466387234052961249120461728142812041028925803792814843923960106210281023993904967841831832783749690701647550483479448397382353324296254219167140128127115806666464537522429271518101188654110314111101000010100000000100000205
PROSOPE_orp0251999-09-19T11:2435.068518.2939150.402150.030925169459538843436285323501925161313651200109811441142115112761314135213951363133812951299121111229918719057776625905605475244504344043573582952622602231861501311288959755335453030262278911116452213310101001110100000000000000000233
PROSOPE_orp0251999-09-19T11:3135.068518.2939174.923150.04860825375546897606752494456380431742651252823692272236124412687287229883079300629142778256923062250189117391504124610959718667456236135434724383863142822712642271861591331119277575142434328102418111375960312101021010120100000000000000001332
PROSOPE_orp0251999-09-19T11:3835.068518.2939199.787150.02502405337433087259521691903145612741094908901841913941101510891082109911241077101299284584972968358851142744437132430228527622521820019114616118714511712098595649433932182517121456436522310100000000000100100000000010010231
PROSOPE_orp026 1999-09-19T12:2635.074018.29305.774150.0526192208518769868246005511643373778324029612705268227292832312335053528360435203561336533563031291927862540214118561552142512531123952997846776743690564491421385335274257212188182156127109111988199857754434226221591281066969237364240302311100000020001919
PROSOPE_orp0261999-09-19T12:3335.074018.293010.145150.04716828677806948630454294740388833872908275826402496260927142972329333193530359235603431336432483088289227842439201117941532127911611099104692089989773971563153748642234731824316613512111796807060675145383332251917149878686452112313131000000100000000717
PROSOPE_orp0261999-09-19T12:4035.074018.293029.253150.05455942686938073710363725593461539483502318028853063300431213403360338583828395339243764374138003645339929172594238420361821159714611297117710559888498077275605134693833703272402031761491261131349698957563455130242627159126810652365101313002012000000000002015
PROSOPE_orp0261999-09-19T12:4735.074018.293049.672150.0543696618945821973306774579548354281364733783120319731743302364539564180430242214197425840563886381537083433327529382697259423042104183716321454130411931103102083876863354049641533926024819014913712311368716848393320271615121012946442473111010101000001000000003313
PROSOPE_orp0261999-09-19T12:5435.074018.293069.994150.0385165695942520345194005340927782359207219091784171617881892202121202225229923102398230422632191203818211670160914401262122911341053100489879474868361155646438536832728224120415013312312410598727957604633371823141815169773840224111010012000000000000004111
PROSOPE_orp0261999-09-19T13:0135.074018.293084.882150.033505740516345223846326928372251195416551446137713661380144716021709166418481835186817861673164015341404122812581065102397789491073374468861954551449846339335229725923318617613711797987160496154373822322321201581056556320302000100000000000000000319
PROSOPE_orp0261999-09-19T13:0835.074018.293097.753150.03183538448214119350228082392199716691494127011581139116612531354138514121542147015491384128513031212106410129759118448137457296526515475295234694463833173222331992171481221381058660626151282533302625161813107566232102010010000200000000000000437
PROSOPE_orp0261999-09-19T13:1535.074018.2930115.114150.02393393534092874249520281676135210789708588177488228449099369759501006969940912859824770779729622633585543529421382380323351293286259208188157130125102988375636234453834262822161615101378456132300012100000000000000000000225
PROSOPE_orp0261999-09-19T13:2235.074018.2930140.363150.02298357230262706220118101494126410158607926526777247078268398518638358137247697746326306305885314794143863353243042992712532322101931681601291129488717747354029262421129109687442321011210130000000000000000000000323
PROSOPE_orp0261999-09-19T13:2935.074018.2930170.177150.023783873337428282433203517531456115599689084880283686195110171029100110249799829188637837556816065094763823523363062682772592172111961611851561311361267754626142423724391821111311684043041000000010010010000010000000002401
PROSOPE_orp027 1999-09-20T08:3833.992322.01526.747150.042407652751969516393575749924156352730682727262425782582270730213384353535833618365537123601357133503208285125522208184215451397128611501001102189582969665357048942140635231528026614416113611310790815957514744312515231191759486866120200101001100000010001419
PROSOPE_orp0271999-09-20T08:4533.992322.015216.331150.0457185678002750668656068523344453899332628372828273228322911325235273576383538623894377936953587344432002965267522531846169315511347125411611047916823678617554460406380331275233178152146121107838371454040363520201816105765530200111010210002000110000000417
PROSOPE_orp0271999-09-20T08:5433.992322.015221.816150.0442079477578701362805523479440873463309626552523241025592611285530523294351734213535337733733146308629832704236721181787159814281311124310279808867456735895174324243613342712271771711521079790766262554330232624191669656343113204200012210100000010001415
PROSOPE_orp0271999-09-20T09:0133.992322.015231.790150.0542593079085799272826442543544443688326729012710269426662591300232323241335133653300334431983070306628462629245422802024177815591500122512291127986926796770594527460441357301247206171135138111106737755666150212115211712771062545411111100001010101000000002514
PROSOPE_orp0271999-09-20T09:0833.992322.015241.456150.052059232877278237172620953384528385832983075286726532754289532363428350536083784385336013634351934203224304529492644236921501886174215801411129612181094969852731654546468439378312278215175176150124105925869383931262625211211853411501111011010000000000000000913
PROSOPE_orp0271999-09-20T09:1533.992322.015249.721150.0441176837048647857705080432635872976260223812202213322472325258725902958302231133162305429412862273026232453226820701988175516051368124311531069978847780698564519450399364329304248206180169158111931017761614919271920151271935324132211210110000200000000001312
PROSOPE_orp0271999-09-20T09:2233.992322.015259.946150.03992700663495709507844463657315326342236204418431834190820082145246025572651279228182727267525722441223621601937180316891548137712151143105310249248697706445784944193763722972702101831601601321191187973546539322418211616108543540230221120200010011000000001811
PROSOPE_orp0271999-09-20T09:2933.992322.015269.636150.0392668446059543548394132352929612539221419461799176618791903198022552290239624302491254023662224221720311981179215921519144913101218113710201020910798764665596530487377354312250220169145143121130112876967595233292521221596675421214402030102000000010000001610
PROSOPE_orp0271999-09-20T09:3633.992322.015280.229150.0387466635887521146633925324427342284196817891641157415241684179419691978208320721962203719731753159916301470149913011223118710791022898839738723713623557482407352356307247207185148135100981049382585347312624192113410873263320212000000100000001000001139
PROSOPE_orp0271999-09-20T09:4333.992322.015289.798150.03078523947574084349931092482210818511490139412371227124512761416146615241619156115951506147114211325129311891133106398195486579575371767063253248147942536034927425822617316411911210486817152674548302628221912127658644241100300110010000000000000218
PROSOPE_orp0271999-09-20T09:5033.992322.015299.762150.028704870436635723236265521511893162113521263113310831242120914501471151616741602158015461531135412421105107410609749368958468117967006856215545384674363592842472181981561411261178485616053474041352123231416611832342310014000001100001000200000187
PROSOPE_orp0271999-09-20T09:5733.992322.0152110.575150.026744531386933432773241320201551143012491184103810871081116312521434158016571695173917161573154513371311122311211041978895831744707636637585561460421389332228235203196153139111988469635948453732331718151411711743253232110021200210000000000000176
PROSOPE_orp0271999-09-20T10:0433.992322.0152115.589150.022293788335227162398192618101380121110701013939929101110881222140415461723179718201832183416681577143813031122105683080872769260551151546341235036429424120319316913511711810910297695143504832203627111989631019220221020000010000110000000100185
PROSOPE_orp0271999-09-20T10:1133.992322.0152120.159150.022403808335728232360202317581430126510429989139379629941010113612271323135713971347128713311168109697693481876173271962158554847144840939833130227122016617316714012498858757524051252029261814711897513230001100100010000000000000000184
PROSOPE_orp0271999-09-20T10:1833.992322.0152127.916150.020793392297725712170178015291203106790782267867771373778478890194691092190184778777373568268762361455455949446242342238935933229027621919515615211813193626453344634242724192412121610944946663222100001010001000000000000203
PROSOPE_orp0271999-09-20T10:2533.992322.0152149.907150.01817295524412242188515921377113699980071467267668072072276085578880679973671470961954950546237932831827925424522020918816514414815611812282838276623945353431181616177117753226220220111000000000000100000000000232
PROSOPE_orp0271999-09-20T10:3233.992322.0152199.595150.02492425737413055266422171845151112661046928846864893924939101898210801009973886782755715586527465404357312297226252215185167144146140133111838981754453423119211571097769423020300200100001000000000000000000000161
PROSOPE_orp028 1999-09-20T11:3333.992022.01937.478150.0456184957915738968586064544545454156348032183070301732073202370339024107438143094334427441854022396137113520323129182606229920131726164313921251115495782877769560549447845836837735830326026823918417314310814611284926051263325271316918121110646354331212241110000010104719
PROSOPE_orp0281999-09-20T11:4033.992022.019317.327150.042077298689764065943534448114071362332532973273627742793304933673494379139894105401139453958375037133617337831552897258224112048180415891466122211149428487716195365254013813292992361841731371251221006264475428322924211115114962322322121010020100000000000001917
PROSOPE_orp0281999-09-20T11:4733.992022.019332.355150.05102873485467768708463425709479240723532335529393063305131853597378038884077414641843931394238503564338632042988272825072241188817311534132512501071102182469566458748342336531124623018617112412211061806461533432331821138137538426531111210000000100110000002115
PROSOPE_orp0281999-09-20T11:5433.992022.019349.983150.047468260761970176343563149124141362031412869278825492700288431433368348636193631364336583637350634563234316828752729247423071975173715471437130511501062918878712588504421396333325244183179188149106109938573524635271621135761021213343020200001100001000000002613
PROSOPE_orp0281999-09-20T12:0133.992022.019369.941150.041227094648458425213451239393241273323492185198619812057217123832558272827382839281027592848268526302414225820562052176115661464128712821200115710679318497466015174733883803482832662431841731551321201101078164514528202514131113924482122220100100200000001000002711
PROSOPE_orp0281999-09-20T12:0833.992022.019389.969150.035916276558749244250361930182597207817511620150414831494160217761764181518991931193818131741172716021472146013991309118511461004912889781749707686620546475412361330284262196173142113131101908857595544563935152122111711105242324111211100011011000000001259
PROSOPE_orp0281999-09-20T12:1533.992022.0193110.112150.022463692329427162435204716611363109296692483484486095110911153120513091395141513871343120612061067953939798781745671590593532483457443395378276279220210168166159119119909368685649403134272916141481011724911422010101000000000000010000337
PROSOPE_orp0281999-09-20T12:2233.992022.0193130.457150.016922768243020021716150512261037839739677599588589624711757722772793776795725701656569574502452420421355360340320304289298258264258181178159144122109677268455944353331192217191029655482101021002110100001000000000000295
PROSOPE_orp0281999-09-20T12:2933.992022.0193149.648150.0168728922440209117411513121393985774167163158157757767175172065675570867967662957050752242437134730427730923423022623219418116113414412011711294916160463637363024232110811795853241302112000100001000001000200011213
PROSOPE_orp0281999-09-20T12:3633.992022.0193200.028150.0220038353414277923091977163413561122926861826763840820897884946967911865842795745718624520469414402312327277237237229229207158153135124126101110727357393733302915151014678432631010020002110000001000000000000000301
PROSOPE_orp029 1999-09-20T14:3433.965222.02374.566150.039426927661762015587504445293804329430302760265426662687277630663313355337873776380036303641351934053351323831782842267623292191181315761459120499886580271961849348639635531033025722521718814114511396927462515039321515111610101213107443221101100020200000000000919
PROSOPE_orp0291999-09-20T14:4133.965222.023714.546150.04102742968816388582752254548400035523060294325712701268630103402357538563865384639353866369737223700364235273325316128402554235520581790153513361157103298582171256046744632629928719818114813311596886853544240352317231078471424301211300011001000000000010817
PROSOPE_orp0291999-09-20T14:4833.965222.023719.509150.039787068670060775638487343953705330129082829257025572776290132523450374238593901386738573703354934993447327532222862270024312198190116661469128210741020869798663587478417312275274211184146142112937547405045413824271721139562643224214000001000000000000100916
PROSOPE_orp0291999-09-20T14:5533.965222.023729.566150.0434277767180639258145279456640873426307827802609262126802943316733403718395538113948382237443662355934043253307627922676221120181722155813221235111995686768462152144037032129222018417914411212210992615458534740321923101197755452200411211000010000000000001215
PROSOPE_orp0291999-09-20T15:0233.965222.023739.620150.05361917186977881737864845566487142503648344532683087328234113932417643524448455645804459406738763732344432883092288526382492223020011856170415021403134512091123887720652543504426340264251185180131138999875615357362525291814146846542231201320100100001010101002314
PROSOPE_orp0291999-09-20T15:0933.965222.023749.790150.04798817675536760620655594952418137363267304328692809294830173352371638234015387039493857368835753434323330932836286826022414220819061687149013321265123610718977326275594493693443222321881751471511141121097481474735302818111196542352350022001100000010200000002413
PROSOPE_orp0291999-09-20T15:1633.965222.023759.901150.044307619706366256011540446884082350230702813255325582664285532013429350837113711360435713454335531893019285627202500237222262028184117231443137212611126105086775764355648942638731027224718920717112114910998706849403825161941681057102332020100011000100000000001612
PROSOPE_orp0291999-09-20T15:2333.965222.023769.474150.041387266659959855414469938383529297825182319218721422272239725352912293230253134314631403034283627422544232221311981195216491544148913581263115611089198467456825985054693953582822522411791661581308798828065413531172381911101673233103201002000010110010000002411
PROSOPE_orp0291999-09-20T15:3033.965222.023779.815150.0416372646336550147064028349328662470222419091836172618371871211622072352241124082366216821831997187117301626150914061265117210619568918188167137076075484824024023123102312192001391421311058085786974563841312312211196725312112120011000300020000000002110
PROSOPE_orp0291999-09-20T15:3733.965222.023789.825150.031015510481742663735323527772304191716171440135613711421144916171658177218061814188118131678159014761380123811711116997103081879773068968256053649545641834631228123520518314512111986765957564253533731311421131271056151113221110000010000000100000179
PROSOPE_orp0291999-09-20T15:4433.965222.023799.953150.02929491943853783318826862269187316001443123711561122117112221307139414821446153014261352137512741224119010289729198327967427246846055975594864663923722982842272031961641431031057074624550333939322222159101151008661111102012010000001000001000398
PROSOPE_orp0291999-09-20T15:5133.965222.0237109.994150.018463117268622541935165013601109936847712717649655711768831902953101397298993689382176570062557760052647842244437136635329428531024619915416013812596797453567245384233251828241412111174454332201210101000010000000100010187
PROSOPE_orp0291999-09-20T15:5833.965222.0237114.788150.02035339830072415207517851363115110498267676676646587397868628929599939349919168978538176836065795265135083974113893803273043012642371911861411421291049255436053423434321713281917103942954302231000020000000001000000000136
PROSOPE_orp0291999-09-20T16:0533.965222.0237119.993150.0162627602385196517241428116995685770958659757557961760666672574872680871669970262557656247944238339231429830732425525626324822318816115412213510098745645394127343031147896128756346140011120000120010000000000000235
PROSOPE_orp0291999-09-20T16:1233.965222.0237129.982150.0178128892581220618561531129198290379071264764758261468374173073580677369267160456154851846944634632829327027423827020219019620321515513815112395926244494030352627131014158759632132101223020102100011000200000000154
PROSOPE_orp0291999-09-20T16:1933.965222.0237150.196150.0155124832269178615291291109681872658355247549249250753056358461657952054054449044342137832329129424022721921517116014814215612811211395706469585042383026261511168679825554132000520002010000100000010000000373
PROSOPE_orp0291999-09-20T16:2633.965222.0237170.079150.021373552311527212274193016021420117710228798667787998159429721011104195897489287378767159155350741036329926326023022418918216416210713811592961057254463527352919181314131464833223200010110000000000000000000000000202
PROSOPE_orp030 1999-09-20T18:1333.963022.03454.892150.033215788542750544710415538493200292026372358222422422390248827592977326034333277327532373252316631453198299428482697235821681821161714091226107994088972364359951442238334731526822818515814610690825944313725202020111587453581142002130010001010002101011234119
PROSOPE_orp0301999-09-20T18:2033.963022.034514.639150.04139729167356116554051044558383234992862270025292619263727563000340435613613363336043706359534563439334931832927274223512105184315911425121111011015927803715606523462348308295232192151156124948465672834313328251622181111864541230203111010000201000000011213417
PROSOPE_orp0301999-09-20T18:2733.963022.034529.948150.0479681987667671463055526498441943705314530152869278828803098334635883722389837813741367936323310327130032761269924612258201019171678148813591242108799389389968860949546436333328221517715211111210166726554384333351516121612685134421234110001010001001000000246115
PROSOPE_orp0301999-09-20T18:3433.963022.034549.815150.0417072346674607155544826419535493103266125782335231623712606287030293198326533683215311829602952269925902471224120422017180617011592138512751179100794686772466657449242035533925621316414813213210696847239613134211414191310372630212230121101100010020002245272613
PROSOPE_orp0301999-09-20T18:4133.963022.034570.035150.031805504474741323621307426222148183716511505139013641389142815801729179419141896186117621776160015081408121211299869409127837297036426275805645274543983073042392331781371271239790895955654835362125162313101212462221112210020000000000000000014254311
PROSOPE_orp0301999-09-20T18:4833.963022.034590.278150.02456412135952980253521091711139111841009902841842891952102511371206129212441245121811551108100696191181175263660756448745043643142135833528328622722518116312410891777365504745283017251917101218111110113435202111102002000110110000011224129
PROSOPE_orp0301999-09-20T18:5533.963022.0345109.840150.01914317027382309188016281362107184879770361365867378473185290797599010279169319528227387506185565344793884333753023303153042692642161951721421401071008288705350543923322021231817138108865353444025000060100003101120102325947
PROSOPE_orp0301999-09-20T19:0233.963022.0345129.933150.0153226052355198915961329112494184666463160153456353358764064968366266365558953949348739339537033728025321422720918319718620215916313713410910288816859383028282924241671410108558241520212100100211002012101101101225615
PROSOPE_orp0301999-09-20T19:0933.963022.0345150.454150.01356231520131714135611889668076575124664684634774835145326025805775464994804444093883693483292842151972022041661771551481421161101081117979696041394035272623131013971279685241011010204122032011010110000001023413
PROSOPE_orp0301999-09-20T19:1633.963022.0345199.930150.0190932402823237120661684136211629148467516806516406786828087707907667697246575554924484173833122612792401802051791761781231201611299510090565142374125222025161313447266520041331000000101000000000010010001122501
PROSOPE_orp031 1999-09-20T20:3733.982622.042911.595150.03691669664696034571151034647387333742915272424522472245226172929295033073395349736113487352736333545318530172824249320841876153414041269115110371010853727679632500440382351292265234173158128112899779605131374330312014139127863523432102130000000100000020022319
PROSOPE_orp0311999-09-20T20:4433.982622.042916.864150.0405074707257680361175639504141593564310628432722260127022701310632173339360037483629368336303545345432862983271623272097178316541383129110851014931904733649603539471392372306276239208189133144101871008569556232333221241819129735554442220110100003001000000032217
PROSOPE_orp0311999-09-20T20:5133.982622.042921.829150.0430575987232652062055476477340733445316327982591251325812658290930823422327835523513352635513562333030592746258922881994181816501426136611461036100582578166361856649240232133826721015515112697707460614734394123232191619119344084203023001110011001111202240016
PROSOPE_orp0311999-09-20T20:5833.982622.042931.716150.04785860182857637697862925369450639003325323028852764285230223207344236743715364535353477339032653073297627742533233420861980177116461468136713011128106410128597966315544664213953342592181641321431219887756550422839262722161410118108371012021130111000002002123762815
PROSOPE_orp0311999-09-20T21:0533.982622.042942.141150.0481385128002730966165937525443743815325731232801277129883021315834823517373836883645349533523210296128272892268825272425223720751873165515281458127012111139938853682587489378386340244196188167143133126101808474494134172122914951251552331021101111000101462553284514
PROSOPE_orp0311999-09-20T21:1233.982622.042949.727150.0420476067148650659045251456939533470293826802523252025772656286431313268322434523414322231372979298027662721262825232336216319031729155813251163110710209297896546055314434123252832321891501731491119586787546474632272211168175577633011242321011221000043569190413
PROSOPE_orp0311999-09-20T21:1933.982622.042959.843150.036496381579654724922435636533110267123092124199719892020215622752476260126682861273927792772272326362601227621782021197518511720164114451274117510681021982831676612479433361362333272198194158125137119948970415029403021131020137923371212221101031110002203164698112
PROSOPE_orp0311999-09-20T21:2633.982622.042970.232150.0348758765406468440923634297824452168189616961513152615751644174918992075206321092119211319491906176217031510146113531324116711029799548848298416945876074764563462932862532321901781551449810091856658403533421917131913681033326212020011000000001031446389111
PROSOPE_orp0311999-09-20T21:3333.982622.042979.993150.030025440489741513806321927812280184017031466132212591348136614821558164317451760181016911645150414891371130912151139984989944887826821691639645621573463397353324272261192159134120102102637460405239363316151313159106630232112211101010010022045455390210
PROSOPE_orp0311999-09-20T21:4033.982622.042988.943150.02728472441853547302325332192178614791324112610711098107811741248135514581478151714561350133013971245111610519969128457857887307246596035655075134704063482752642201951901321299177807569465448513131191515181286535375222100110101001011322367319409
PROSOPE_orp0311999-09-20T21:4733.982622.0429100.244150.02120366332472717225319711580133310679628677698218079129979741054113311351123110111039869959668738118046967266685806005425314534994433763392932451851851881281039897847264405345383022232219101168566431432320111100101000222331045710048
PROSOPE_orp0311999-09-20T21:5433.982622.0429110.182150.019233178273123081975164713781051941806795686649717816850934102210901195120711711133116110709668958067396536345875325064654233913773393032452172151571441201119977716664604428222927271714121193553132130120210010020100110120578210367
PROSOPE_orp0311999-09-20T22:0133.982622.0429119.845150.0131823012028165613841140922712612503473383413406447455536582568583576577529538525418439419376326331312300311281283240260266189177147135105987370626245414327192417131314876741721135300100120000100014000212113310186
PROSOPE_orp0311999-09-20T22:0833.982622.0429130.041150.01213203317341465124910368526866194874324203894074504434805155504874834684574504093503463622852792242081871961691921791771841641471381288689768043503830283021182512141059885534241032111000110001010000010573569735
PROSOPE_orp0311999-09-20T22:1533.982622.0429150.069150.0148624432070168714831290102387772666851849149949350357658761360457859259555346644242438738432431525620719717816516316113512911391937783664957413636232228172613915574403113103022100101001200100000101678159484
PROSOPE_orp0311999-09-20T22:2233.982622.0429175.351150.0151525562344187315911363105388769662051346448146448355852155453757857448651249039037633832729224417719516516414616515111613512197114906567524230272327261917128104554573120120202000100011100000002103213149223
PROSOPE_orp0311999-09-20T22:2933.982622.0429200.598150.0211535943237281123231940167413341065970829838750765857849841924943941870778677649560530438370361322232223228205179123132134118116114102858552563634332914241113813742311012121011000101101001100010100124636128322
PROSOPE_orp0311999-09-20T22:3633.982622.0429300.256150.018673066261822121759141911919848267215875185005255656156116626387306646265434674504063352992462161961621531361371101051127070816263405038273032191481273821562111102110030000010000000001001203453428251
PROSOPE_orp032 1999-09-20T23:2433.977922.04004.811150.0372470256825656359965427463738953394303527652545238625222683292431383362343036623811363636723603342632012868261022221902166614821315121711379808307636896025414924243903642952472191701701521239594766571643438343817161713910896236402201100100000000010000015319
PROSOPE_orp0321999-09-20T23:3133.977922.040015.569150.0395171817199663561275407477140643361299027292508243724822688288831203274348536193584351236663463339830362813239921341856162814431257114410209548217796475935304914073383292832331961591611101038964696161433937272014132118126893533645211111012000000000000018117
PROSOPE_orp0321999-09-20T23:3833.977922.040030.114150.04576797775107007624356764749411334882813269024742431234526592779304132213378347035463380339331283066288925702280201518241662141713421118104397090181371360553646141338931927825620213512311999797451544543343736222320207108931407401320200000011020000000131015
PROSOPE_orp0321999-09-20T23:4533.977922.040050.011150.042767585723864545864509145713900341328652620235823452472257727442967308532323279328130773081304129142727261424732258220819761712164214621302116911091060856825662558526468384353338263191202161152123119978173725254331819202610711694335131040021301000201010000042613
PROSOPE_orp0321999-09-20T23:5233.977922.040070.423150.0333759785447488843413738315327112343206618991704172117521750204820552165245423522431230221952148204319611713164814691368134612721185105699391387071768655949745536331832824623920116615513611996978480525546382941182215987352242221301101200011010001014249911
PROSOPE_orp0321999-09-20T23:5933.977922.040089.735150.02818485543883840338128812468209817341484130112201167120512571407155215151578174416131609143914591347129811351064102597989381673775163261459855947945839736032330423620621017412893116868360546348463337302317261911128114462432411221000200000101312324829
PROSOPE_orp0321999-09-21T00:0633.977922.0400109.600150.020823520298325052069166314641225104184274275576678282187510191061115811821160114111831088109710199598837617156886035945025474564734114373653212722302271891571611151051109376615739563030302419141581088553624313112101000000112235243346097
PROSOPE_orp0321999-09-21T00:1333.977922.0400129.985150.0126421361884156612661059870728641525476429417408426476520533582542572562489461458463428379301322265240252236227212197196175191167157147135949397665343333347282928242011169675353522111110010000100000000131234445845
PROSOPE_orp0321999-09-21T00:2033.977922.0400150.090150.015422587219218661525127810248497296065865564904995775636176486296656536305525804964824794303633202912672122672242031851981601411581201271028710086635844355433242216817997873234301000102100000010000100310012095983
PROSOPE_orp0321999-09-21T00:2733.977922.0400199.589150.01887332929092377199316281313100291273967959061062960972069975874175073270359555254146040441332928325423822121321117519116014813512511697107938860444444303323211715118935132012132200000000100000002021002143356101
PROSOPE_orp033 1999-09-21T02:5233.969722.05174.398150.036937077676062655778501144033756308326792335224922182281243826312882302532083248335232533227296928562690224019531668145411991056101093581679363463256352539838936235729429425720517815012687857364785345353830262326961411413472612121220010000100010000002919
PROSOPE_orp0331999-09-21T02:5933.969722.051714.138150.0399072717097643460225293453638913254278625812391236024092504275728833171331333123324333732993124291127172338208117631533135412701169103094783376368364350742044537032829325725822013813810688767467415432332524201889145426311122120000111001000000000003417
PROSOPE_orp0331999-09-21T03:0633.969722.051729.940150.045788559802073436519571248764009343929172512246924052400246527442981298631583329328033103196314830212807258222742053181416411447128711701066993858833681594536489415362345293237203172147106117101927060564945372420151613117838545312036201000001000000010005515
PROSOPE_orp0331999-09-21T03:1333.969722.051739.790150.0538196129106820473646338553247203888323730982702265826712834307531713366334234773433342133883314318629552848265723482028187017541568144413601212114910569308267165985595074583853422682422011661371091039773646154343231281921109596627211312400100100000011000007514
PROSOPE_orp0331999-09-21T03:2033.969722.051750.045150.0443680527713670961465362458939073231282324772336231122822471250128782839315430073042296929522847279326412384231520741938177817051473133612161072103892383075964554252746637035930524121317314913711712110678697148383420232217198618450524010010120101000000000007213
PROSOPE_orp0331999-09-21T03:2733.969722.051760.169150.04127744268476270558949434130350129662637238820962180208623162437269227642926279728212792258425732412221422121948187917601635150214611337120811081063928897766678579507473429340312266229185158154146120918185646246342722211814121192765632201330310202000000100008612
PROSOPE_orp0331999-09-21T03:3433.969722.051770.057150.03170548949854273379333262832229819791674158414951505140615211610185618651878198219091840185817311623154214361311120511371044921893797786706721643574525419362352292262260201166156115107103768363676259343532211819775784547012130001101000000100000006211
PROSOPE_orp0331999-09-21T03:4133.969722.051779.637150.028955050458741233568302326342099182615591393127612361263131214691417155716111558158115261508132412951243115810569508768127366636755685685275114624853723083032842361841691301171069387895551564339302621191612109776211180220000311010011000000000659
PROSOPE_orp0331999-09-21T03:4833.969722.051790.013150.02665461740403412301725502255175514931312119911541128117111721427142715691581161515941458150013231234112511031036980865810766654629578539520532484441391317304264247188166145118887963575535393527333017181514125231133101112000200001010100000000667
PROSOPE_orp0331999-09-21T03:5533.969722.0517100.063150.023814259356230332595219718711491123910909509368719339641154107611771232124012281288127812001174108092781373670662962758955855848244844340837833528624223519716615410890826760653837353128263023171312135554255112201101121110000000100000786
PROSOPE_orp0331999-09-21T04:0233.969722.0517109.907150.0191631382783238519681636132210969317937456556366937707669048989741000102294994998710108678779047026606145605114674614384284123883503222672351841661441191128493736845433536232116241919161484872211211000001111001000000000010625
PROSOPE_orp0331999-09-21T04:1633.969722.0517119.658150.015782910238120571775143111689377836996425585105675536756737236927197177296816866566115795124054084053483152832822352522102021981781551461299410188635633503526271914161412109710552121423101000010001101010020100000703
PROSOPE_orp0331999-09-21T04:0933.969722.0517130.961150.01569255223401843175514571207929855667589546486527513577647657666677735668664648618540541518457411397371386347359345316252294266257207182172160133989287746352404021212524149613174126345546011721110100100100000100000754
PROSOPE_orp0331999-09-21T04:2333.969722.0517149.895150.015982592230819911791149111941066887747728604588596657667751759730707719659616614584488436426367317269222247224188184166147127143129108108858570514137282721222116209697754012432101210101100201100000100000000762
PROSOPE_orp0331999-09-21T04:3033.969722.0517199.708150.0165828262399196716131317113091873564356249149751152759454158357357050148747845243538935728326024320419216916215215611111795119124757452593939313723131211914612533342312010100100000000000000000000000000661
PROSOPE_orp034 1999-09-21T05:2733.962922.00277.678150.04540811377747123629456864950414532533027261424662346233625172825313032133370342334193453331731982890263923022054171714831357126610841050947844796686620579508448424371374348311273213195176162134131103837777624843262123131616755366452243221100310000100001003519
PROSOPE_orp0341999-09-21T05:3433.962922.002717.381150.045868301807172296591574949373949343629702642250924372560255028042999328434093409341033783292321429762629231320351687148413921164106210039158297526615965184514293932963182522311631751361129010587717858403529222218141110101044135210202001000002000000000003917
PROSOPE_orp0341999-09-21T05:4133.962922.002729.722150.0518390908662783668375794502142553502308827782510246425442670279030463347327535103523342834323342314328642687240221231987163214821282119911089529608497926835845264783743372792582511781571451221181017951555243383224172315149588024621113013210001000001001106415
PROSOPE_orp0341999-09-21T05:4833.962922.002750.098150.04335797474166613607851594487369131572826248323282260235924582638285231203204334633243185324731562920278025682366227119931796164714861410127811761034888885755645553547495413355322251232190156151137118108737364553832271317141361096645001140210100120000000010007613
PROSOPE_orp0341999-09-21T05:5533.962922.002770.242150.0356862435659509845333814322227932365198618061755168716441772192420742175231123752425239723242281210819471790171715941475131512831155108510179968868687806716154904293983823132972502001841581301231181088768584744331820181621101388044040312000000001000000010008611
PROSOPE_orp0341999-09-21T06:0233.962922.002789.446150.03011534546313911353429782574208318141485143712461275126413231368153116021617167716271504150114521348129212391157113510239928768068237526646515615754895033523203082582521961501441321199072895568516543452019121611911116522724100420110000010110100000769
PROSOPE_orp0341999-09-21T06:0933.962922.0027109.709150.02191366731972662227619151522126511439158428247847728499371031101611101116112810831070101610479298998698428128076806625756085354794164343823312892382141971821601189992665878543944393728331215171211185410331134042121100010000000000000817
PROSOPE_orp0341999-09-21T06:1633.962922.0027130.037150.016882915256921631823149813261127885757677629640623665722692772761753795774759718636656573505483430415367347338339304283256265253229222178157127133778768637157394632242812251111135971334032632110001011012100000000000905
PROSOPE_orp0341999-09-21T06:2333.962922.0027149.863150.0156827022372203616771418116397779872064357157062661564569475274070767469461661657454952250242141031931729426124923523823019616317515814315413111310590895946503234283222237161879454731421204020200000110000000000000783
PROSOPE_orp0341999-09-21T06:3033.962922.0027199.762150.018693201283624131998163313101125894785679609623639655710698689767739680676584543584466401387325303239245220188173194173148137105125123112888775645556312634259161211943762424021102331101001000010000000000000711
PROSOPE_orp035 1999-09-21T08:3433.975522.01946.110150.0385970966855637059915235463339683358289226252449239525642563291131053296349334653620347135973484327631652786247221471842160413971268114411039618597576426305074273823673553002422171551451431211028075544648443521161416131461144362660132101020100000000010013219
PROSOPE_orp0351999-09-21T08:4133.975522.019415.865150.040927386721767856234541347024037355529962719249125392549270029393047320535353500351535703599335732853055277725292151192716521336128611711076979845761646587515441405326303262210196162118102796279715847392929181721151376866268723411032111001101000000004617
PROSOPE_orp0351999-09-21T08:4833.975522.019430.921150.051509179870179677151613453364597392433982967270626272753287532073352341734683615361435113483347632553213295826412408222919031681162714671335125010839538867536335745194603903363102201831581371341059172776149453132202317161014948526211101021001001000000000109015
PROSOPE_orp0351999-09-21T08:5533.975522.019449.689150.04580804576976905624253944672396534152875264024552318239426022904298631873311350934973508331332373063293827862626241721792013190516501539130512031157105890378570961456853646838137528223920819417515412110377685449412929171461346561243314130000111000000000000111014
PROSOPE_orp0351999-09-21T09:0233.975522.019469.650150.03753624556205071458339453350274923212054189116451650166318111933217322262328233523932329230822222138196318651740164014181330124211331042999998926807761648638525429373335335267221185165140110112877363706843372822191510151210637632113412201100000000000000010011
PROSOPE_orp0351999-09-21T09:0933.975522.019489.750150.02978497144863885332927822311202716511488133311321171114911911316143215391544162616281480140613721287132011871109111499998388881877065971267860556451741140636128428021621517614110710280717661555130423534162421158108721346412130000000010001000200011510
PROSOPE_orp0351999-09-21T09:1633.975522.019499.445150.0236640053353285422852018164113371185102498589985386397810071081116711611166121211941153108798495189583076872669367156755648947644742237535933225424221917316612312997747082494637383724201714191691197426412200211000000001100000000001079
PROSOPE_orp0351999-09-21T10:5233.975522.0194109.841150.017132889251920181742142211759507847176335976465936386967708438669329529801024105510851118110511231141106310439308197706476506545955564764143492782892392081651341068674555650492932222511131171055823221220220040100000100101000000718
PROSOPE_orp0351999-09-21T09:3033.975522.0194119.843150.0221436203198273323601949169213601161948880780769765835876970936971103596296098085579376866558558452246845943342737538234734431828223318718116814113297948171575639533638321122161414151189542623201221010200010100001000000947
PROSOPE_orp0351999-09-21T09:3733.975522.0194130.125150.0131322901875166014421194998770695534509485469454489542595623634606623634611529534518446415389315289328263296252246248249224208185165156120119102926758454836312521221311128161310815621043000210111002010000100000001996
PROSOPE_orp0351999-09-21T09:4433.975522.0194146.154150.0114319671650137512491041949755582554501442413439444548531556576564562544537513483460453434376363279293244217245193208198197164175136132116107948373526036443123242228151683117452233012004202114110101100000101001875
PROSOPE_orp0351999-09-21T09:5133.975522.0194200.219150.018492987263522251861148912551004823702652605549548600649661702708702700619577604551501467399376374287247231236210215178182162159137139136901018685635154393224112315111061632410232001110010010001021100000001111994
PROSOPE_orp0351999-09-21T09:5833.975522.0194250.276150.019563273283024571975166913441136852780751644650642696739770838930848822834721681636552462397382320251234225209209197202169170145134108128102887557454240283320161616161467565532121102000111001000000001000100000933
PROSOPE_orp036 1999-09-21T11:3433.994822.01276.787150.03911711867236404598853594773396534733106281226652577269028483043325934773541346836483667362034593393327230692939263423932016173615271337116310269428317546565364914294073543443042802482001581531401271188183646257453925141515910115684341512000010010000000100003119
PROSOPE_orp0361999-09-21T11:4133.994822.012716.577150.03911697766166254599953424793407834483001279725602534276428893084334735873750384737663777375337333650351133453079275724132107175215811420117310359798758026406045264513993493242692292171581311189510178685150383816271124131011969342211222021000000000000000003617
PROSOPE_orp0361999-09-21T11:4833.994822.012731.920150.049908867855380057340660456944760418836373202289329743152321836123762394041154073398939333804382835243243316729302697241722581976181516171383134411491062931857740653539458365326270240169156145119120118866863454241303125201987972464611001301101010000000000009215
PROSOPE_orp0361999-09-21T11:5533.994822.012750.164150.04199779072906482593051184395366932632872250023992376249325352610297432043334332434113353326533133082303027232534233621402055178316811530136312361028103284376862759350545840437329626121418816814413112197735463403027272211121075631421121100300100100000000000010813
PROSOPE_orp0361999-09-21T12:0233.994822.012770.230150.03687651758855446482741543603302625492254200817451785187019262107229122942458244425122412236023362227204019681815165915441305121811511067105696787979572168059250742836937530329220420515515611011896876861575532302014211113126531123143001000200010010000000010311
PROSOPE_orp0361999-09-21T12:0933.994822.012790.037150.02558453438933455301325282118176814651345121611031147113911871291144615311581160715831530148713641289116011541018977895869775739691609572566505454411370343286244208211157148130101806076744743474128312025131511855133143017121100010000001000010001099
PROSOPE_orp0361999-09-21T12:1633.994822.0127109.389150.020133326291224352094180014431216102888981669876181682596510571065119512631255122512331182107910449869178577927477196885895334934824544063933233112472002151791571271161151119669604953413934222221142218851156363200030011010010000000000001097
PROSOPE_orp0361999-09-21T12:2333.994822.0127130.302150.0164929412520216918311540125610399057806446236176216666646867818247647467317106796686266216095364924134243893133083222882902822452362172162111941691371259310489786257534829311929512156923322012333121101010100000000000001065
PROSOPE_orp0361999-09-21T12:3033.994822.0127149.787150.01505252721381690143312751000806700570560517484565522544633651641646609560584570474481433382376311297282249233225200201160184159169165150121120931017660525035262527269129681187333141321000300010000010000000000001073
PROSOPE_orp0361999-09-21T12:3733.994822.0127200.352150.01935330930382434206217351430122296684675767870067967472478179681176381671262461858946943741340133527528822222619117418419116412914099869483705146423525312815161211643553241002000020001000000000001000000000981
PROSOPE_orp037 1999-09-21T14:4133.974621.99074.432150.038607277668359795317478741683626323827132606238823902597271830153188344336303626384135953608362836323424323730392853245122482014163513751208110993089980968059758143239235228920720017414410211786718869465836322418222011812976412523120120101001111000001003310
PROSOPE_orp0371999-09-21T14:4833.974621.990714.257150.039417132687062895684523345704077347030582896265826522676280931883542374240223966397138493887384538563755359335283165281324202184175514891351113310478507917265715344133293062532111831471089810578694951393227332520138813262313223233010100100021000000000389
PROSOPE_orp0371999-09-21T14:5533.974621.990729.278150.04857885383217444685159695310468739073748340631853175327234373888422344104454463446204497433342864088405737423721335330832742251622331996182316321559132913331304122111691085105110751039966854753646614580543462386278231170131816241232718101385533611313021100100210000000000758
PROSOPE_orp0371999-09-21T15:0233.974621.990750.135150.0479685247749711463395904504243013821331130852899279529633043339937123952415441284082404838343819369835743383317730152851259623592213190217531566136012491189962892764646559511416319308237227185143151126108103866541423219141917145126013611412111011000010000000000867
PROSOPE_orp0371999-09-21T15:0933.974621.990770.062150.043757908708562875639489643133583315625852390219822682322239726242877301731333143328332583326313729272730267323142291192217711646152413571292132211501099981816690644544480432377338294267205201170147124112948066575837301922121110665342402201302010002110100000001066
PROSOPE_orp0371999-09-21T15:1633.974621.990788.696150.03688656559325209453140073321264022491980176315991625162017001761199620332121207122002035204218571826174214971489134112391163110110289178838307887217226115705113953803222762542191591321171171181088778706763373832281613813754341400201103210000000000000101025
PROSOPE_orp0371999-09-21T15:2333.974621.9907110.386150.02554454939023277278722881959160512881073106395092992310301167117313011335135913731244122512741150106710671041995928914868832696636620569515439454410353288266251213174173139143124938093624351403533271521612714424204442020010101100000110001101044
PROSOPE_orp0371999-09-21T15:3033.974621.9907130.082150.0172630942650216618591551133410468746936646095676276306576947517547547157547356485876195615124844223963863483463553343113062502852351911931131381011157467757149463615143121111410611998331063411100100200010100000102001933
PROSOPE_orp0371999-09-21T15:3733.974621.9907149.978150.018593294288625272099163714551198104079272267170470969371380482682980877276070267362656449544142835330730626423122421821017719618413814512012212292777744444334292327162216666597534453032101122110000100000000000001022
PROSOPE_orp0371999-09-21T15:4433.974621.9907200.355150.0200535062973251320951717142011619507627086935846236817507067848417647666816776075345004264283193082992542432192121871751531371471301348292947364444237312919221812101067731231040110210000101001110000000100000821
PROSOPE_orp038 1999-09-21T17:4733.969522.00895.552150.0372768826517585156294904419238203336291727372545247126152754296831913466352236543647353936993713355835463247315728792437214117601537141011721089905873799701579486421380293293216191164138105120107907259606243323229251719151217768484410575350122130114101111026119
PROSOPE_orp0381999-09-21T17:5433.969522.008915.647150.0392470796929634858295289473140163516300727552583254126092709295331823294352235103601360034273535362933793160289426512255195317151484129411631030896847752663555464396346300240221169156134125957075624649443643312920211677563282110221120000000012000000002518
PROSOPE_orp0381999-09-21T18:0133.969522.008930.414150.04746830979447360671559025311459439633466335130873029305931223667379741904194418741284078402039593658342833613138279825302324208018581645152713421189104299490374361955745845236527923318516714513311710669735560543937352625141499123525301030120001202100020000104415
PROSOPE_orp0381999-09-21T18:0833.969522.008950.500150.04295770371206468581251904622399433792922261724902501262827563004327232623669367537223480364533093448317429282835262723402260198417971625152213111254103687882671358652542939040331126122518819815814013010297765953333435241918107633523321041000102100000000000006913
PROSOPE_orp0381999-09-21T18:1533.969522.008969.861150.0393070466325571348844340365630622607225920541909186619342123229323962538266427382723273226392510228422172117187017581650146513561204110010499808768187607205965104354133302752441951801511311141207993676965483526261420161110927563011001201010000020000000007911
PROSOPE_orp0381999-09-21T18:2233.969522.008990.016150.03598645558775025448136443211261021971850168515561466155515221686176918961924192918981833186017201603150614161332135311771081994867840774737716652618563501423368350272241206201161137121111958468756541433738322522159783832032132201010100000000000000919
PROSOPE_orp0381999-09-21T18:2933.969522.0089109.782150.0245642333779310627032166175614171198109491883585182391310481121114311861279128512201188117610921030908894842853842717683642609578542471458469369327299269225194165147129120978381625839463522202326291498643123133211210011000100000000000907
PROSOPE_orp0381999-09-21T18:3633.969522.0089129.797150.01505252622361827157913481135949747666540568528487546595649725685657703676687603578592534494402421347348353322306328290288270247248192180164150120110867276515936443830322023211911151488674732201110200000001000000000000995
PROSOPE_orp0381999-09-21T18:4333.969522.0089150.843150.01403234520331646142211141003774715596553418437474501525577575611589536541526493460434449373331275253232181209175168174173152141145125122121101738667484149353128131820139111069873330303423012000000100000010000000743
PROSOPE_orp0381999-09-21T18:5033.969522.0089199.082150.0197635973071259221321808142712421008817775669628604682736771788846828767672661596597515482395363344297269265228215211185172137163161134119102956958653836352630241211101286448353341102101021100010000000001001000741
PROSOPE_orp039 1999-09-21T20:4733.997122.01365.916150.04037763572186764647056434997414936243095288725892525267428813035304734113595362238343807386037753508328430062563219618541571143912891122107796587879670067357649245841833331631323821516814714912511211393103745955343141282024101167575453320413103101010001000001120
PROSOPE_orp0391999-09-21T20:5433.997122.013611.230150.040497473703768376205537046833838332428792688242023982435255528653014317434163650385239834042398937133360294225742141173715651397122111551076965905821723670537560456430346293248187164122121918072744239513623262911169109286324930112110001000001000100003319
PROSOPE_orp0391999-09-21T21:0133.997122.013621.209150.04401810377897274651055994972412234423028280625002446257427052989332834083657374438883813399738263532333728542618225718791673143912711205106498888578876761757249945438233530123118717212910310570886059544552253019192220105865331213013121000000000000000005317
PROSOPE_orp0391999-09-21T21:0833.997122.013631.176150.0462986247900740966355899504041763546321029292626255226402747303632273402352936583560366033843368307531172986271024572246197418491687152514271156118510869828927576816115154954173282842421861581501171079182626660333232141516159838455132202100100100001001000006116
PROSOPE_orp0391999-09-21T21:1533.997122.013650.430150.0419874286865636156714941436137733094266825182253235624222484269028793122322133453441327332003191315229042813260724562352218621111843171415951427128611911090905799724613516514404369290218210171150142133110916855513829261712155111183712424010021100200000000000007815
PROSOPE_orp0391999-09-21T21:2233.997122.013659.763150.04093718467396093565147584208350230142610247522582235221523742607282229793066321632693251324932173127301228732608251624742294209820191862169114751449122611081012863744608529495452379307277240202184159130127858875514632272717141510785755463211110010000100000000007214
PROSOPE_orp0391999-09-21T21:2933.997122.013669.643150.0347061175720505744243941336428072392207618931765178717451877200821952321242824362423243423612344221620781914182617921630152014371278116811741072103685778668159153747345143334629624217219514312410310210081694241392637191512147786514333101000100000000000000004913
PROSOPE_orp0391999-09-21T21:3633.997122.013689.688150.023704094387732992946254521611759154212941176113310391185121712951446144614871570159214801556141913501252111610969659538047817286286065985245665064763733583022392302061791451101028080686243473925182524191613899164351030002120000111000001100107912
PROSOPE_orp0391999-09-21T21:4333.997122.013699.511150.0231039673540295424662147173614331182103697490088386696310451145126013251293134213691290127012011119114911561074106496790184375966563266059352749946430430125124117318014212211891848259494851303121262023161481377431822330112310100000000000000907
PROSOPE_orp0391999-09-21T21:5033.997122.0136109.722150.0212537843235270323381835150912931106933862773806787880932102311081182115912271276123412171235129811651100106393687878969672258754856251241840634127526222018415914011510384909166574531342924161815135812732243101110211101000000100100000896
PROSOPE_orp0391999-09-21T21:5733.997122.0136120.613150.014512592223119031643133511018597366206025104975124936056746506797157356887056536916886225995415385215294934404213923953704063312842802441631941581581331141097488735649353439261818201011941053504213010010000000100000001000755
PROSOPE_orp0391999-09-21T22:0433.997122.0136130.610150.015272639229819821784148011411020877705691611613576602658698695705690738653662590578489481461438375344314287291261241231237202188188193158153109107105798255434952383028229131110149863566322210001210010001000000001000904
PROSOPE_orp0391999-09-21T22:1133.997122.0136149.774150.0147725462186178315191289100085864161054749144948845952363358667960457555554150245743142833729527024720020517819615715914314313812110810196867359524632353424151513512551053153301000120000001000000120000000000833
PROSOPE_orp0391999-09-21T22:1833.997122.0136174.955150.02635443739673397298725822154172913951160102810058921010103010691138114111731131103810279428077137496255484693503892772752532181911941511841521331231251148010047575026273127181117910572106322101100000000101000000000010000000732
PROSOPE_orp0391999-09-21T22:2533.997122.0136200.526150.01727298325202101184714631217969768651625516526552595617672657680675634627559524463407359362288256242220206197161169155145118921049091756069573626272217142010118579553020100010101012001000100000000000010711
PROSOPE_orp040 1999-09-21T23:2933.978722.03454.961150.0412176077323694462435537483039213394298425772532244125052671295532373394367737543999410540203755352232702905254421221880166214311135111110869407987006375414684343783292922732181681341191069885757469674127263523181810141052352251342121100111000101100000319
PROSOPE_orp0401999-09-21T23:3633.978722.034514.863150.0415378907455697563365579480939433573295426732445249025632594288131953371353136153798377834673511324331102618228519591699158912861224107595486883668361454047042637030129223419117712511899906961614536333336251922131488850412512211112102051001111000003017
PROSOPE_orp0401999-09-21T23:4333.978722.034529.984150.048999345874780017109652355564629396934953152275327302897292630563360353835043606368535233456337432382992272024412288202117901563144813011188106310188907796966565314654243783062442281811611521221138579727159384238312218171212653446023131000000300000000000004915
PROSOPE_orp0401999-09-21T23:5033.978722.034549.713150.04212781071416594601152874529379732972756255623982374245524802785304730573338328134453372328633032937289527462602247422612039188316901603137712461168109498381973662651752142737131328220616518816611310913496636539482623271511188775512211221100001010100000010006813
PROSOPE_orp0401999-09-21T23:5733.978722.034570.339150.03727660760145320472041083541294625072171193918031747185219282120218124222482246826252542248123742238213219571824169316531412127512071169106610368848127646465865034604413873362662282091821531491511189676687653384829231711181410311625311302112110100011000000006411
PROSOPE_orp0401999-09-22T00:0433.978722.034590.055150.029515153464539763407296924572098174514171270121811721201125613381366148616061599168015541498141113761264119711691077100493285174270470267365362652652445635733327525121620214513511493818279505958594139322219211691088663324423101001000000000000000719
PROSOPE_orp0401999-09-22T00:1133.978722.0345109.670150.02032351630692637215618441514118210028778027567457767609241041102711451177118612671267121511371092988895789687588540522473429408344381321293251231215182194148160134112106949480736444383238322216191988774722102321011000100100101000000647
PROSOPE_orp0401999-09-22T00:1833.978722.0345129.825150.0137724352127176715781263104684969758851948043348150954155661461464964759156553555850648845537934732431527824524624022420723023416117015915313812711285887481504452303429202215151381477323133011110001011110000000000000675
PROSOPE_orp0401999-09-22T00:2533.978722.0345149.904150.0138823552002165614131181977805671576555503486508527508622626641560557548551480497469400430404297290277214225209227177197180155146148138122126757261414446393130262122181216665768421213132031010201000010000000000603
PROSOPE_orp0401999-09-22T00:3233.978722.0345200.042150.01617296326192202183914181248102081573460256855056254561768171669764462960656957553549839938033127524023421719817317516514714214014811311390796952515022291930121812138138340123012111111001000000000000000000000571
PROSOPE_orp041 1999-09-22T02:3733.974922.01295.534150.0408777917413663160635366464337363342275326162342236224452551287231253338360037453884364835533391307526962374199617701482127712351027981877838755666591504469388356335316265226183143128111117120977879757372495035292419191398116107283312600010000111000000101020
PROSOPE_orp0411999-09-22T02:4433.974922.01299.132150.04264771776526914611953564609391132002815255223312294239824872810295831673449357035983535352731912960250421301882166214641183114310269368097617416295695114324063473072842352011711521091031119977716565404336352529121713141318534254130310000000100000000002419
PROSOPE_orp0411999-09-22T02:5133.974922.012914.863150.04044760072426633601352474479366231742711250922632247239024542747289731963268346434293342325229452707244220671733151414301146110796287979776668256154749939839732929127221518518410211696748363444137453232331621138710737532352231210110021001000101004718
PROSOPE_orp0411999-09-22T02:5833.974922.012919.789150.045198168775670856442560046454065332228102660250024202406258528903197335635673547374735213415309928682505218019271720149713191197107210268697997646445705074784193723292802402041611379010981727968485056352925169139104796524310120000310000000000000005417
PROSOPE_orp0411999-09-22T03:0533.974922.012929.677150.05887105871000289827971682459224753407834613139285728602840306631113338348536213653349935033499336432303006269524202177200717451513145813571269105810159948987406765655214814163553022471861641411311171049967835444472228142016156443440441201100100000000010000007216
PROSOPE_orp0411999-09-22T03:1233.974922.012939.800150.047758397781369756367546147883999343328532648232823682343258426792876307331583260324531713113305728962735257624352243207318501694146613751217113510759408097786315505043953733072272131861431411269992907375595037332521261010153137342503231320001000101000001008415
PROSOPE_orp0411999-09-22T03:1933.974922.012950.248150.040537192674061695538467740943477290324662233212821262206223425322704298730813047314231453016287827232503248623602192196417861652151813161157113797789580572964955347945638132531123019817214315110211374925149363816171589841181422151432110000001000000000009214
PROSOPE_orp0411999-09-22T03:2633.974922.012960.326150.0375665366084547048564271359230112653223720251855184119621970220523532523265326622650265926142446229021642075199718351718147614391271121110429929027737366555775334123942942942271911501401191121151056762735640312718151913133585122231010010010200000001010108213
PROSOPE_orp0411999-09-22T03:3333.974922.012970.288150.0355061135609515045244036335228712356207718411779166617401735192021352226228824522464234522342116199818811863167915901437136412531137103010079318617997166815705033973693212982502111441541361051117659655441274116231481255414370122111010000002010000000007312
PROSOPE_orp0411999-09-22T03:4033.974922.012979.917150.0328756865234462940093504288824352050172816031456141614241478164917231857185320321870180818201744164315871498137513101199115899497683777372069861556150943135832529324523018014813611885898081596659423825251819912117141552311100011010100001020100007411
PROSOPE_orp0411999-09-22T03:4733.974922.012989.678150.028945080453338423366297323961919155113821312111511651162117312981394144116101547162514891439134412171191112710411065961847859713681620614584562524448422344293256210192130132106868378485846314036312524141116635752021010020120100000000000000007910
PROSOPE_orp0411999-09-22T03:5433.974922.0129101.035150.023573900338728952387211717181388124310789928998918719691191113613181314128813931324128112181152105310331071101489090779270170565561556050747343437231527122322517416211210773706754524731192220191615131162655221333201100111000000000001000749
PROSOPE_orp0411999-09-22T04:0133.974922.0129110.050150.0213535123112254821761741154412569939068407467547457929169861058112311861274116712001214125211471040976958921804779706642591554563517495461447383360345292275273248184164152144118836453453620271915106103264342413111011101000000000000000918
PROSOPE_orp0411999-09-22T04:0833.974922.0129120.473150.015012619227019241636141611249507966455965425945485626167007497577948077907957717057796706376576086105855074954683833643613262782562341691681481319281606956363733242223171611121010594563231111101010100001000000000000877
PROSOPE_orp0411999-09-22T04:1533.974922.0129129.861150.015912806234521301730152812521006854724642630537557618666704730759729693716690666655607563526509524467491411364381321325322300289220194152127113988262555044412927231514121191586725541130001001120000000001000000000906
PROSOPE_orp0411999-09-22T04:2233.974922.0129150.069150.01197212118941617130210859017516815495414554034484375365025055135185114864534234304083673093012662392221921751621461451581291161211231058292736348384334251517141610121411646122013103001312211010100000101000011845
PROSOPE_orp0411999-09-22T04:2933.974922.0129175.086150.0145025762255186215601258105785073159857153449949751057758062760758557454654647741937830531932228722623819318816516814011813513111699106835573454534292922221312131410106632531111200101001001000001000000010100724
PROSOPE_orp0411999-09-22T04:3633.974922.0129199.052150.01503259921641834158113051106835780521491465460506476554545548526527533499492452415372322294273229203203160145132132133159114969094105846952464331172415171812148432620420111120101000010000000000000000000813
PROSOPE_orp0411999-09-22T04:4333.974922.0129250.288150.0197234063027251321181789141311749508417047466526586687457478368217937317437266355514283743462702682031711621721411401168989909570545440344432412127141791087842110121221001012000011001000000011000000872
PROSOPE_orp0411999-09-22T04:5033.974922.0129300.518150.02151359829682596200716691353990858755666595585603587647743765753742707718672575530426386337263256207190168156160143129136998810889685966574033193727221691185234350001310000201001130000000000101000000771
PROSOPE_orp042 1999-09-22T05:2533.957621.99036.894150.0404976577414648158735130445835492945252522702126208422052288255628262873312731693341328230812866255022922021162514491309117510299758687917476515435454533923813392832842332031511251158387846459604849282520202413141091178375133121000110010000010000005719
PROSOPE_orp0421999-09-22T05:3233.957621.990317.207150.0445179817607686462715394460537733307273025482306230923072494277729983188340134603470339432603047283325132264192516901439129112031021947871813658632509488412393363300270240182135116116917594595856414139282518169101110253221100201130120010000000100007217
PROSOPE_orp0421999-09-22T05:3933.957621.990329.800150.052909416895080427305621754204433372031822948255124982549268828453091326033873438339834153360324730212799264824462135192317821591136112791222114599687181072161952644942438930924522517514615011610990677266424143362227161410102491033624210031110000111000000009915
PROSOPE_orp0421999-09-22T05:4633.957621.990350.329150.0432477987259641760135056443836583174263123802224215922962380268128013008323331463182315731443031284526452488231721491972190016301543145211981165105693785976467861053950444336432426321919819514612413181766166482822232221181016534550520110010200210200000000009713
PROSOPE_orp0421999-09-22T05:5333.957621.990370.944150.034856126555651134479385232552707244319331809172916521711181719152110219422972298236222772199220519661869173915741538148413721308119111781012993894815770687638514468434375303277209203193126144112115105547158344426352614121010787464121220101000100010000000007411
PROSOPE_orp0421999-09-22T06:0033.957621.990389.732150.026454604414935883139264621851835155313651222115711551113119912911431149715441576162915831402139412641203111210799689568157796556806535955885885404744073482852792452141591341151159195696749375142293525201181110447753245211110000000010000001000919
PROSOPE_orp0421999-09-22T06:0733.957621.9903110.083150.01782301725602122179615471190105289679866763566060672976884990999310069731002103498589484481574667467256653947245338737835933732028022022820318216514613410192836750635847362526161622141299971044442313102011000000000010000001057
PROSOPE_orp0421999-09-22T06:1433.957621.9903130.217150.014312526233519021649141511619537806966155274815205635376266357136866756616655926354945315034484514193693303333093142682782492312181921851561111071157870646145483744372023122411151213108451103100301010001001000000000000995
PROSOPE_orp0421999-09-22T06:2133.957621.9903150.042150.014322333193316431386115999987166059150448347948549953158155664660857156256649455348340241740233126728423420520519320516715014916114514211198797360493635302130211812161513958654431011111000000000011000001000000803
PROSOPE_orp0421999-09-22T06:2833.957621.9903199.958150.01736297624922149178214171160921789673542510534509519576634683721697649586542520464392422325295259247228201218199170175154114130116117109768277676043353024272317177475574312010000010010000010000000000000000961
PROSOPE_orp043 1999-09-22T08:4233.957721.99585.374150.037076934645962995658506042023629295126802397217721932322235626432853297331153344340134773306321329782791236521401677142713571172103610148778107786696355014984183953172822752011771351021107981855850544235252518181814694105353424311201010000000001000001419
PROSOPE_orp0431999-09-22T08:4933.957721.995815.492150.035716733642060165509481042503490296626352423214521852173232625562708287531103140313032073028289628612603228519981732143512921096111794688880371565561447442739232130724523420417012811081986249523931412520211319118148362102032110111110000000000000003018
PROSOPE_orp0431999-09-22T08:5633.957721.995820.752150.04081758574476799621453854696386533742859250024832430242725682837307632893362348235173517344233393033278125802123179315861387119510831019880867760686621553466406329340260289236189159130107979177644647483340181916131582932323111121320001000000000000103117
PROSOPE_orp0431999-09-22T09:0333.957721.995831.054150.0539697169206835074786440555746643885330831112828276827312817321733023498357236233690358034153392325231402769255423242106178916311392129511651036980870824715621525483450356313251219184148133106100777187565142302425132014111756251420312101200000200101000103716
PROSOPE_orp0431999-09-22T09:1033.957721.995849.918150.041907494685564055626515343123719311327432479226922082296248926772960310432103300344432023086305030192756256124792250201418871732155114171270117210609518487736375934825053873452802502211881581391131249585605659373021132310115525105123200201010000000010010005715
PROSOPE_orp0431999-09-22T09:1733.957721.995869.734150.035666228567552204548386034462803245620851862171816411783179819762231234322702476242923442323227621121958173217401560146612941222114210509889018668587026825694895004013473342462312232081511471309384877573503226201311567454432110010000000000000000000005814
PROSOPE_orp0431999-09-22T09:2433.957721.995879.518150.034986021541448114102356630032478211318071595147115091519153517061825187119342008188620331823183517401614154914511267122910581060985953863768792688648559487467393333321242213183155127133120988274604749463423171113181510866141210200010000100010100200215513
PROSOPE_orp0431999-09-22T09:3133.957721.995889.396150.0296751574708406335532856254221431728145413061254114311221258132113781452157314891588154114551372128112881202107798493185774577768063561859958555045741636428627723621916513712010681826864493941313018181513151556476320412010000000000000000000006412
PROSOPE_orp0431999-09-22T09:4133.957721.9958100.837150.022463806340627112374191716101353113510118508588148469101064108011571198123512831128124311301104102395189186586885877975070671464657557656545044436130824720218814615312693957864735256383628242017158974843362411200002000001000000010006711
PROSOPE_orp0431999-09-22T09:4833.957721.9958110.406150.0177629492562211918671442127210138357226676346326266827207918578979238858708628778898107898006997136856005565185254364304374063633192782081671771461321228993806561623436213226182112131819975515220120001000000000000000000597
PROSOPE_orp0431999-09-22T09:5533.957721.9958119.856150.01578256423051960170813481161940756681565542518557568592682736694737792708681716644639594550605536527518463447407393370350356332265210204135138106105827751514852372222221713178712985722622112110011000001000000001000706
PROSOPE_orp0431999-09-22T10:0233.957721.9958130.238150.012712290191415991437118689279063952747041742341145447851058555958558156955757049743941639836033127626827926323220222524326319319819415513411710375565055464237362521191912134613875410123142000100000000000000000000675
PROSOPE_orp0431999-09-22T10:0933.957721.9958149.879150.0143723562024167914501196109487076063158149052447752457659562960260361860253249548245539937232430227623323119218917616816517014214911311711194104786648373735372330182081312362422023000102010010100010100000000010714
PROSOPE_orp0431999-09-22T10:1633.957721.9958174.659150.014592507205917601485125110258076566135284824254995005325866075745145615345124734614203943352552562411891921931791531491771651231361281139672665837464128251919171412852942420400111001000001000000100000000000533
PROSOPE_orp0431999-09-22T10:2333.957721.9958199.981150.020883652309925972322177115091168104286481071668570773976082186887783474867468867057946843143334430525225419722218019315116713614811594967886664745282624192014121061373452113231020000010000001000000000000010752
PROSOPE_orp0431999-09-22T10:3033.957721.9958249.951150.0176531082615215317391400114492674671157253653853658355860165764267466860155852444440735728223722422517917816015516115014010511198100838154504225292322129131196623114103220111000000000100000000100100000521
PROSOPE_orp044 1999-09-22T11:2133.957921.99536.957150.0356866196291587353344740420035713056273324812385236824382710282631713399352436303614372236183688355133703252289625462100190416051393121911691003947841781649555465420357304274216188168121111839491806159375937384025241015773543511303011111200000001000100419
PROSOPE_orp0441999-09-22T11:2833.957921.995317.046150.041027561726766886298560148844287361831382882271726872689291733933468375838273996391540154044400638723604338730412606228219741728145613611193103495784767958858544942135231527424319314513810996858674595152413326252814121011410243141300021111110001000000001717
PROSOPE_orp0441999-09-22T11:3533.957921.995332.521150.0499693388855827074056680580950134336372034583221318432383430376140024148418341714167407639283788366935043243298327422425226019231674152713771188113810389047997106094814274263072892181891541411311179066605849464120162423171311765621222331001010000010000010001215
PROSOPE_orp0441999-09-22T11:4233.957921.995349.841150.04465812476547094634755564972424935273173283425862580263529053176341834323698375736253666358434293319325432422968267825742301223919331737159014441215109297987578065851843240239129824822818716716112810793747655474131222819121111483323441010110202000100001000001213
PROSOPE_orp0441999-09-22T11:4933.957921.995370.334150.03990727067646068534645204061344529362492226621232076209423082533266528652985291430422965282927492569242222852077194217331590148613671228114711379959498606816115355264403743532912292191671611761361119385856854372118191520712321322102011000100100000001000002111
PROSOPE_orp0441999-09-22T11:5633.957921.995390.109150.02845499445904015349428942530202416761448139911581222128912581364148214761614162815661537151213861297122211491084104895179079269067761457855454050645240338233227023220119016213012112210183706550614343332624171412101043232231212120000100000000000000259
PROSOPE_orp0441999-09-22T12:0333.957921.9953108.840150.020733570313925982133176314861194104482873070272274176386188893010101073105298198586296282183276679566667560556353649549844337237235428527223922517316014411810486918059593743312830241118141589656704130230101100000000100000000247
PROSOPE_orp0441999-09-22T12:1033.957921.9953129.860150.0151526512249198816441357120791673964960754556752757759563765274768871264460165259559449348341844836032831436130029426629026024021121819016115812212896839067475948322135211522171816697453134330100102100101000000000000305
PROSOPE_orp0441999-09-22T12:1733.957921.9953149.843150.01280223718351556124210898917325994864614574444554584855184805255355454924964894354364384423913573142742712352392112041971861721491561521151341119689584762453826232023161881175268143321100100101000000000000000000283
PROSOPE_orp0441999-09-22T12:2433.957921.9953199.867150.01766319127112174183114971157987833662633575503553562630660690719680636639623550482447405373279242208209214181172171152163143931281078994746842403034212623191699955434000230001000100000011000100000000000281
PROSOPE_orp045 1999-09-22T14:5933.981521.99774.139150.03650682662055543490843383884332329042491236123362265231624212668302033163443347136213434346334183364325230712980284324812190190316881405127511631041944842733654546446399297276247194180157140111978377645143453632332421191748613876954420010010000010000000001020
PROSOPE_orp0451999-09-22T15:0633.981521.997714.464150.0376468416464595454535002440439183323302826612667271127882939330135973969402441704148405640994063422940193986373135403167281324632060190815851421130310541029915800697554486392337320239193177123107101696951413242272522191413116987561320401100000110000000000001919
PROSOPE_orp0451999-09-22T15:1333.981521.997729.714150.052609516872280457486651958915008450738833596341033173471363042434504476449824882509049424753465044044080384136993326304826742505215319791818158215241345116210018357826145604773913283052441781691631391248876687353293023291217157656542623111200110201000102001003818
PROSOPE_orp0451999-09-22T15:2033.981521.997749.864150.04750847579087157650056774778417936573117287427342705277829773117337636293852372337683820361835183443320830112786263925162352206318481632148613441200110110558767566465304504263522812611901651301271071168469715645503527131221857102433511320000100100100000000012617
PROSOPE_orp0451999-09-22T15:2733.981521.997770.223150.04462796472326411564848434138363829962562244221662189222523452530269328622904306430012954285127512613247822522115202617951674153412891326114110731013955845697634540466417359303281240202163142107136968682745144384224342515161211104641331210000111001100000001003116
PROSOPE_orp0451999-09-22T15:3433.981521.997789.683150.04149736570386176538746554166335428962457223919572021196819142225229823252458248523902364233520761918181417271580155313871301119410729819118147837196546185485204404464063192292611761621331388889816969625246433517251513684258412032121000100100000000000275
PROSOPE_orp0451999-09-22T15:4133.981521.9977109.953150.018663407295824972258176815371239108692181673580877679490694597098810661058960930924882831760783762679650619610626469491448402371337296283221167181146123117117989666695146504424172114101210147517410201020010000100000001000000244
PROSOPE_orp0451999-09-22T15:4833.981521.9977150.547150.0137824582083174415231252101384669660254651047248650053462364463659753655555851245047140037834129227728124221219218916617717317113713912511710781917669644928252519211712158865751363035112002041200000200210100011332
PROSOPE_orp0451999-09-22T15:5533.981521.9977200.255150.01891317728202299189316151306101387070865764658560762466567967872574666763167157351849244636135530528026524221717719919318617315315912610810878717030343935292415201111875622342000002000000000000000000000000000311
PROSOPE_orp046 1999-09-22T17:3333.935421.98704.870150.0398571156624584453044649419735653133276726072374251025632644293032553452349736123549355235783553357034953257316927692537219318461554139712221120102497784074264154548637637432027521620115014411112511712810785757658634238392627151491014105892463213311011411000301102619
PROSOPE_orp0461999-09-22T17:4033.935421.987015.668150.0419475937138632458535355471240053448300528882715271527992974316535543738395839463963392238723968385736703448314329312523213420161685154314241298111910219568297186305194394023323102392001781281251118878726761513135272129192110141110452723321302211110100100000001417
PROSOPE_orp0461999-09-22T17:4733.935421.987029.029150.0500890428562782672446432556648814499378134143102328132523611386241894393447842934432411440593931388336973362313829432603234720401811167614461331120710769748717316185294664303763012372331641361331018877756268413632362617201779710547351510121011110101000000003815
PROSOPE_orp0461999-09-22T17:5433.935421.987050.414150.042807414683463145590500643833819329828892602252623652476270429163188339134753599362334923553344132163128287827732576239822492046187016581554133812301131991927770628548508403383330270234190174131128114968260466733403127181311101057521542212001100110100000000003713
PROSOPE_orp0461999-09-22T18:0133.935421.987070.032150.03788668860925493485741303569298525332191203517971816181218822114230524482478258325832400248923872211207019591824168915611379138812201144105396495484377771363457242743035828728722819817914613312198807479575241392621181211131236221243230300000101000010001003311
PROSOPE_orp0461999-09-22T18:0833.935421.987089.516150.0268749264298379233972913240619241547140612641102115811091182128413921418149715511536145514551382128511531143100810049018378537937346565895535625395034283563322902451871921471341221109010475666556383436302215161410285553142011103100000000001000000509
PROSOPE_orp0461999-09-22T18:1533.935421.9870110.196150.0206035213213259321641775140611801006876785708731736790886891102810091049109310751061981957940959897863820788645635610557601573518479416411303272239181167145133828291646663544125282233221610181187119654430100110000100001000000000397
PROSOPE_orp0461999-09-22T18:2233.935421.9870130.279150.01452254321301901167313751113939810640574536496566508567643621710676681676647622559617563457526453424489387423362339315387335313268234192176162138112978680615950353537293512141410139109464732212311102100000000000000001415
PROSOPE_orp0461999-09-22T18:2933.935421.9870150.361150.012462247190416421312106496077960853547848746147547048757054353454653250248351948940641240134531430027823420417619519414615113614813113510812010375615341314134312516221555558745310520000101001000000000000010000403
PROSOPE_orp0461999-09-22T18:3633.935421.9870200.737150.0178231042605211817301420119296577864957451053952852362061770676167369362861358049048541438031528324825420319318717116115514814412811195878969466249343330162221155848374430101020000001001100000001000000000371
PROSOPE_orp047 1999-09-22T20:4333.963021.99346.833150.0365671066640630858105173447539543289285925832498240724392623285031583272331233933665360236443675340730802801242721281783156513951249113410459859067537296255695044203843343042171941831451241371131077779826256434332261418191388357333121130000111001000000000620
PROSOPE_orp0471999-09-22T20:5033.963021.993411.806150.03909701968896427591452034690394933002949264025472482251126192850312733813590380638634014406840483736344630952677220319841661141313541175116399289785182174861049839235729730624923717516411910998787652484741343832151820156551054421201122013100100000000000719
PROSOPE_orp0471999-09-22T20:5733.963021.993416.524150.040287556727166886350580050564276378131852962273026662806287334323598382940544319442645304514452041683791331927742342201818171624136012981252114810208728397376545455204724193902832651801731441049699695451403533301919202010121196533331312101000020000000000001918
PROSOPE_orp0471999-09-22T21:0433.963021.993420.971150.0452184967910717667735790498841993810309929832820266027872786320234273526391240704021404640583730354733393011270222802015178316211484126511521089978893788670594485423396344306256200145125111949461535628423029271917145715736334112210001010100000000000001917
PROSOPE_orp0471999-09-22T21:1133.963021.993431.641150.05179952792888441786967636058520944293891350831733314325134433580395641884209414540874130411039303668360434333107281725162296208618401679152314171308119210659658667135965455184253852962602101731151221159473745544392929311789111299618221001001110000000000011004116
PROSOPE_orp0471999-09-22T21:1833.963021.993445.106150.04621839878877134644657605089419036053092284526552603263527332978315533103498352336563518341034123174323429772809253123772129197117841549141513211168104497783174858449746741535229822819619013815513211086686954324223301523151513898454242212101100000000000000004315
PROSOPE_orp0471999-09-22T21:2533.963021.993449.319150.0414277837348668759575285457237953237269625302327228123592500269328732974317732083211322731953156304927962765269223922297205618821678158513931319109610059577966365885094203873712872751981991621251271068268555737442724241116166974111210130000111101200001000003814
PROSOPE_orp0471999-09-22T21:3233.963021.993459.888150.0388669826314576151104494375331852864241321922120203321152194243126062684286229562995292728552875264425892485218622382002182416681620138313161166107099587477765758947345738134429822117915113714612379857062513833292017171396574241250310000000200100000000003613
PROSOPE_orp0471999-09-22T21:3933.963021.993469.808150.039267175643457515171432637063100268522862077192919441994203722252453256125942603278226992568255222802324210720531822173916071556131112521187113098498580278969055749448039334128222816319117113712310599845473483226261815161010682222102100100000211000000000003812
PROSOPE_orp0471999-09-22T21:4633.963021.993479.672150.0327059245567503243033707316225672100188316571469146715131560169317721925197019411914187318531708164314561467130812211164106895196581481873269260358752742642840633633727124017912412510111372767350485037362620191014712325733221210010100000000001000003211
PROSOPE_orp0471999-09-22T21:5333.963021.993489.692150.02096379633712975264022491932155413261223110098110031015109311521312134313501413138913361289119712391126103710289779448477897256266396025615024734343813213142582011791581261079883697449475233292123181375964264122320213100000000010000000003610
PROSOPE_orp0471999-09-22T22:0033.963021.993499.713150.01753308526502387204516611395117795685377770368577174287091191490810421005908949854847825825827805823813767652615559537498435416366298306221193161153117100817161515440283135211618121217896564123220000000111000100000010000409
PROSOPE_orp0471999-09-22T22:0733.963021.9934109.900150.0153527752368192216721353114889180669159555955955456867163770268872176574077372975276172668967860954651948048845837938332831628824621117617116912812910174684849463430282822121620115997322341101402110000000000001012010468
PROSOPE_orp0471999-09-22T22:1433.963021.9934119.948150.01459245221831934163213681143918780657603506503491498581654648676687720679723730700614620606575589569530485420418377413352344341283225164125128119116656360534839283517823169768987745330130201110000000001000000010447
PROSOPE_orp0471999-09-22T22:2133.963021.9934130.087150.01244206117621551129710368406946295154543973893814284585064754714995005184744194154003553583653342442562322242322162372362082001821771471151179179584545392732262317131413101087682114120023011001001000010101010000506
PROSOPE_orp0471999-09-22T22:2833.963021.9934140.127150.011722027174914531188103782269359550243737937644339845048550047951049546941541240939036432030524623720621318619317917115913215212312911081967564524732293221242119188123591411321120111001000000101000000000000395
PROSOPE_orp0471999-09-22T22:3533.963021.9934149.881150.0123021181768147512601035844675613514495429436405451457506501537512481470447421384370343323327301257213193194185165144146139108104121112100816664605135323127121315161166723514131100001010000000100000000000000404
PROSOPE_orp0471999-09-22T22:4233.963021.9934169.914150.0123121001821141812161037871723567489448384379376419459427451458497453382414393323343285266239185196169175154133159149131101118998483726246423842252725111613512768542313121000011210000000000000000100100373
PROSOPE_orp0471999-09-22T22:4933.963021.9934202.125150.014382563224018261523128610378386856225264355005045215366095886406536035415304433783993242522251971911621371421321291329610097105888272604737362523172414151289313352620211201100010000000000000000000100412
PROSOPE_orp0471999-09-22T22:5633.963021.9934350.433150.018843229277421971840150411909497716306145575405185295596216356006526505564904734233753162962382291801441421161151099387787553555033343834233081512127944412300020100000010000000100000000000000000431
PROSOPE_orp048 1999-09-22T23:2433.945422.00525.272150.039667472714566166142535946203804322528992595237723622394261728202942324234933571378637203683347432032894246020781780156113601231104197787675767760653745841736830728024221918514213410210290858278544857383230323414211110795377331300120101110000100000002219
PROSOPE_orp0481999-09-22T23:3133.945422.005220.470150.043197990765269296321548446413903342130392732248324302575278930373253358136243847405939383857357933512946264922411946164715031355122511159979188397807016655855034503953722902611882011341141118582614946443031281520211167764822252140001101000000000000003017
PROSOPE_orp0481999-09-22T23:3833.945422.005239.816150.051529623918583167622640358094722406435823106294428252846295931723413361436113833354834473495328731873146285626882611234021651900170115911419132311311055992873787591518454440354293280199157146141109102106989067574839353017221212569586125442311111010000000100005615
PROSOPE_orp0481999-09-22T23:4533.945422.005259.982150.03851695066265917523845273993327428222550226321772063216422672400273627372825301329822957315128142739259623762372199419731748165914901289125011381023956882698616539460449396341295242215187172135124136115848071564734283017151813732812543250200002000000000200005713
PROSOPE_orp0481999-09-22T23:5233.945422.005279.524150.030545406489944333850322227292201178316721406131712491324133315371634170317701784174716681595157014881453128311761134105491787485474068769561958059248043042134628928621219018111712610795748458614634402632262216161059103750242211000000001000100000005011
PROSOPE_orp0481999-09-22T23:5933.945422.005289.645150.02432416036353145263521571817151112901157102094497894510011091124112621337132213081308126311691075100098095888386480669970362761155853549748644739631129627121519616714811999101907157513961342426271916201417929235322112001101000000100000100409
PROSOPE_orp0481999-09-23T00:0633.945422.005299.669150.019383313293925132074171113851177997826773713706755774810871930960994103993493095687688877476676563660357754953447846645341441031929627822117617613212713488656879505540401628222316101391114772134313010113110000100000000000537
PROSOPE_orp0481999-09-23T00:1333.945422.0052129.838150.0140522961999173314111245106684466362750251845850547852559361363962762756159956249549744642439838233729627424625123124226220522720316316317013811795112716054384631412248351816989684414312201121220000111000010000000475
PROSOPE_orp0481999-09-23T00:2033.945422.0052150.003150.014042572217318151555134010789358476925775425505395336206976556536606336585825525394824354254053502902452452622152061781671761641711351471231001168279616547365243383222221414596246231500101220010000000100000010000494
PROSOPE_orp0481999-09-23T00:2733.945422.0052200.076150.021943783332326442203176314131159100785378164667864865875976879176378580779269863058452851444235130027024025022321817717516714416212214410887777570404131312925162311138113455310100300010201000001000000101000000441
PROSOPE_orp049 1999-09-23T02:2333.933422.98944.751150.0399276787101656260645114445536983139266524432342226323642449267528743186337835523532342533353119281325002073184715871335120510729558968267086636065254544133772962892352221791611271071048979625664474458422826201119910119517132201211000100201100000000720
PROSOPE_orp0491999-09-23T02:3033.933422.98949.722150.04182735471816550584752344362365830552666236222172139231322302659277230553260346334953310326929762808243121011742151312711166101791682879674664159853944039335630729124423416614411410789907361536146423939202618191597555240601442102021000101000001001019
PROSOPE_orp0491999-09-23T02:3733.933422.989414.729150.042777897753168266097539045503701317527272538232822072367246227593073311933323476348433523232308328962558220919221623151912941256105510168548336876675265014414183792772702482121641171369581806567583047543335171310131110666251432200112200000000000001001518
PROSOPE_orp0491999-09-23T02:4433.933422.989419.421150.04385821778157014625653814706395533642804249823752451235625282714298633403379336134363352331929812828256623222116182917351502140611681137964888798769648577554471396363332254207186149127105785574554343453825172418181067812524121100200000000000000000001417
PROSOPE_orp0491999-09-23T02:5133.933422.989429.736150.05284967087838234730062835301446839183209286626612656260527813009317634683538342635503424340632243062287127282472228219841827163315081314119911691052971842719632480491375375336225226189151121991058569663652543718312318101012984306312511000200000001200100002116
PROSOPE_orp0491999-09-23T02:5833.933422.989440.154150.0458882817707709664305462472339973391287926032455238423892480263229633074321031773183320030633016279627692592243222212097191717101583141212531094110099493380569157953348538936031126220016015014312410092817560364733292520211213546743230110100010000000001000001815
PROSOPE_orp0491999-09-23T03:0533.933422.989449.919150.03982694465615923540245883990325528902493227621901994208221592462267127993003291529822991296228022627246223542203201218441778162514461341117611029529808756636095674744484313623142312341821481461051018979664938363113151218911662443210200022100000102000000102914
PROSOPE_orp0491999-09-23T03:1233.933422.989459.664150.035346530596953244854418635332928259521782078187218211921191420082178235124922476253425322528243022201991190618061709160914591359124611271090897877827735654533516446392347287258222176147131123112986779616147412713171871012877752221232110000010010010100002413
PROSOPE_orp0491999-09-23T03:1933.933422.989469.716150.035366402571952534379384034382801223920131804166416591702177120362119224722852262225022412180212219501854171315931482139012711197111610229208547937788106405415244374133112712752161511381241119868706042424831281616141187790542141301010000000001001000002812
PROSOPE_orp0491999-09-23T03:2633.933422.989480.026150.03071532248494111370630952581221018051554141212971281136313621496163617181792179618431681168815731567141913891308114711091007972838861796685661614570560497381347312293234185180128125111857977574339374030231813121474441426102110100000110000000100003411
PROSOPE_orp0491999-09-23T03:3333.933422.989489.841150.0258944773928349929252522210817611485123711141068101410681048117612891357137614291488147413561279122511691126101795983487778473768062458161156455848141234131927224821816415411497929269624731473132222714131212912657623122122110000101100000101003710
PROSOPE_orp0491999-09-23T03:4033.933422.989499.998150.020873690323226852340190115991385113810029058057808408389371063114111401239121511881134105510021017962905908821773768652640572545568519477444371339249218201185152131909392666161593933282737131512984534610312120100010100000000000000439
PROSOPE_orp0491999-09-23T03:4733.933422.9894109.962150.019773290289323862030164013811130977790733668656696678724839873926938978994992927956902838842793768653624614571518533488410443408306284239220166151135108788094593842493312152216111081052261414302120000000001100000020000388
PROSOPE_orp0491999-09-23T03:5433.933422.9894119.971150.01605260322511918166813061132949711631584480513518532598647710799789821763749742750678723700621596610518544499473399414367363380280227206165146116916760614741283828222916129898987332413240200000000000100000000000407
PROSOPE_orp0491999-09-23T04:0133.933422.9894129.674150.0126922712016169915431220992924739609499477447418457522533615597602601569549508500437494415412393360354328308323324275294299258223172175121989781716231523642242981620118456624221203121001110000010000000000000326
PROSOPE_orp0491999-09-23T04:0833.933422.9894139.789150.01282212618121492129210979217506064984593874193934234624895445265335585245074634393964033522852842342302401922092281912011932081591461479381786562423535222118152215161561058353231402002110110000100000000000000455
PROSOPE_orp0491999-09-23T04:1533.933422.9894150.333150.013092220193116391400118198380867957949049049945645454055862459658650353951749745145239336833232827526424522116919317918215014512615411610311210173725246333424301917171076624246243000021000000010000011000000000334
PROSOPE_orp0491999-09-23T04:2233.933422.9894174.864150.015192630224818381459116594473263753547245044842545748652550654051544648642739635637132726526623319019217013814815815612813611610310395645855533425273028271311195489975521104011001000200100000001000000000413
PROSOPE_orp0491999-09-23T04:2933.933422.9894200.090150.01946356728452469206317651420112996081176763262568767969872382378581476671561959650248541234930624124120619816614617612513613311612410496805447463531252117171212129733202102001010000100000000100000000100000332
PROSOPE_orp0491999-09-23T04:3633.933422.9894350.067150.0199135262834239418681523118795381668256148150750656755066559265362059951954446741338031227227817319612614013011080949577836862514142352921211618151214744310122120000000000000100100010000000000000381
PROSOPE_orp050 1999-09-23T05:2733.918021.98006.726150.04006735570306334572549534121350028592474227620132052211822742522255428643007314730582831282526832441215418191708144213471174104694993779974264665852248744837235533526924120715213194101838490656035474242292323108179995109322451011200102000000010000219
PROSOPE_orp0501999-09-23T05:3433.918021.980016.923150.04105775373246526589150754472370031452634236022632173223823282620281129733140329232443117305327972656233319471746156313501205110711139268937897376555825124684043793132592502011591361179878706555495432303730191415109576516301221300201002100001000000517
PROSOPE_orp0501999-09-23T05:4133.918021.980031.534150.05115938088947993724162215325431036753024278325662531264226772896306533563422339935683400334033003097293826212477214118041671150413811259113410289058467276615815184504213473032721971721371221289578907255524027262727101717681111930461520111231100010000010101615
PROSOPE_orp0501999-09-23T05:4833.918021.980049.833150.0409475217074626757155046430035033098264423652207219623372362253528482979306131413150306629772971272126402453230420301916175115431457125411141052975872758693576532456438363346267202200164155136119998388534334403820211210713743313410131000100010001000000001713
PROSOPE_orp0501999-09-23T05:5533.918021.980070.041150.036246559613253754780417236693059259321692009182617881794201720592318230525562482257324612441236421382031191116461525149614161256117611059249278417837026045474944664113673382422532011591401301061016982694947393511211413124241422022020031000000021000000003811
PROSOPE_orp0501999-09-23T06:0233.918021.980089.653150.0271945984100348730152537214818561543128311511051101610551123121013511437147114451464133513721327124711041100956930877729788713668627571550532444457411309262234245182174125136100817670564941384744351822231312101056442322100010000000000010000001459
PROSOPE_orp0501999-09-23T06:0933.918021.9800109.741150.0185432562760233119201675131210729088527126526506346657747978438689609329449678848868137937237106376365875845765224574604054423883082752431991661611391208581774862464638312630211322187114759243235221000000100010000000000567
PROSOPE_orp0501999-09-23T06:1633.918021.9800130.034150.01223218219301694143711779788006335694994634264115094975135385875555805405645345014704524143803543162972722932652492482352922452061851451461658810389725650333221202015171413136131264742322101111001000000000200010000445
PROSOPE_orp0501999-09-23T06:2333.918021.9800150.352150.012712042180114511252108889272960353248141043446944049351053254352648546644345541741338535933726727924022918719918315718015811614813214210310981576637533522152022131416131412711522240011220001010000101000000000000393
PROSOPE_orp0501999-09-23T06:3033.918021.9800200.730150.019673236277322171855157712991005845752648599580580587701705721728717713649658548540458427385325281237222199183192173160163133110133117969286645642303322132317161313776343233021011000100000100000010000000001371
PROSOPE_orp051 1999-09-23T08:2633.925022.00136.621150.03804706668766322573950534339355430852659242222372255236324232674289731363273339434873537350132012971269724842097182815281442122311391019989953854774661608539501405391322311232188169127137107937386496949503632363324101087511999501412110300000000100000001020
PROSOPE_orp0511999-09-23T08:3333.925022.00136.892150.0368068876793612356314818420635592973255124142212216421232350257828302893313733013462328531593088288025862265193916561384128411491109970926872771724639524462425379323294252207158114113899081616360613637363124191512129118118115851410201001000000000000001219
PROSOPE_orp0511999-09-23T08:4033.925022.001312.191150.037616855668961395649488842703699315926682433229121922384240926772880296432213331340031913234306829462714228819981727151713681211110710459719808427697026085534454313873642782312071651201061097793725658554229211815171071410374102311201300300100000000100002018
PROSOPE_orp0511999-09-23T08:4733.925022.001317.264150.038197250696464495790517744693605316527282552236322842413252827082880314033603402331933843258315129952719234921351896170514331248121211379349788487736816055284994644313683492742511671551371251008472694946332222251614686821310311100001100001000010000001517
PROSOPE_orp0511999-09-23T08:5433.925022.001332.256150.045758106782771506443572249434147336629232639254823932401254227232964307132753348334933263382323031182896250923311955174415441350122610941013946838750676614494465466347319299235205122122118878182656458513145222422149116732252123121000000010001000100002016
PROSOPE_orp0511999-09-23T09:0133.925022.001342.048150.0508792028639798671826286527344373807324829362626269426612834302231183306344934623486329333283172304728422776245023352006187916271424137112591169102110278517226325375104063783302582121821541231308897907056463440213425211289568142402011101010100001000000002815
PROSOPE_orp0511999-09-23T09:0833.925022.001349.688150.042937572700564375692499843953676315726292372217022112343233125192786292531213142324530303022290028442584243323302169194818311622143313361132104591682574073359253646141336134324221417915913813711792726945343126251820191397322431011001110110000010100001003214
PROSOPE_orp0511999-09-23T09:1533.925022.001360.236150.0371368846297558250614415376631462681229921511872198720032039221624832509267326862654272825282446230921262049188517041571144313111197106810009028757836646134974804043613283312452222021701381361169975786134263322151791156342125232010102100010000010000002313
PROSOPE_orp0511999-09-23T09:2233.925022.001370.156150.0376165026015535947964030369130332578216719491848182618141919206823172434247024742436248723522307215920421817180116231426127211571063103091390183977967860549446237534033226324422817613812512011189745834472825141515151295662320200300101100122100000000103112
PROSOPE_orp0511999-09-23T09:2933.925022.001379.676150.031925797524245624013333929792456203417601607148013831420153915911744180118521852191317861798170016901528144213221299114510149208998227977606976825795034373863322642522331811541531389292657466534540302921913161579523320221101110100010000000100012911
PROSOPE_orp0511999-09-23T09:3633.925022.001389.888150.0280448274170366932612730222118131576128111841094105310431107116412321328140214461384129912121244111710659989028698207076736556225515255044584753993512822592252001681411079388746147554235343123141516105587835202242300210100000000000000003610
PROSOPE_orp0511999-09-23T09:4333.925022.001399.558150.02270385632952903253120171746142812191093960876915991878106510721183129212431245119211441121103495994689781075178768669364859058258550646442036829025720817615913711110095706854514527362630311713171337572233100010001000100100001010000299
PROSOPE_orp0511999-09-23T09:5033.925022.0013109.155150.02019326028802362194616661356111892280170963565270967376178682283782587583884983187680874667272666262959153954456349842237739836327122520117716314014086726855494433372620231516171581096502222221000102000100002000010000468
PROSOPE_orp0511999-09-23T09:5733.925022.0013120.413150.0146525162182187816661367113491275364852150349748151154460862968867266364564459361551952446944544043841942536436234333633731429825720717616813311094867444474341292435212215121897355310533021200000000100000000000000317
PROSOPE_orp0511999-09-23T10:0433.925022.0013130.370150.01179210617841531134911368977646365214844514234284294714935234955315375355264944754424533643193122502342252262121922052311981911971521549986906159483035222122141581478673563910200000210000000000110000000000356
PROSOPE_orp0511999-09-23T10:1133.925022.0013149.883150.01131188914941303105391072554952448943036935336235041642044842340943241942539933332630730126321420419117716214012412586130118123989889815761352628232317176148773627734103101000000000001010000000000000265
PROSOPE_orp0511999-09-23T10:1833.925022.0013200.188150.015742678223219001572124710457857036585394564974865185915986046395955845545235104343753543013002192271961801541281541171311231259911984618258542742231620141381010775431411000201010000110021000000100010000344
PROSOPE_orp0511999-09-23T10:2533.925022.0013299.902150.019093212275823071840144011749428136615845325155545456086285976576125895945384974963774032862692352151481471441361421171111079785745958475044353134191813114133561101000100100020001000000000000000000000353
PROSOPE_orp0511999-09-23T10:3933.925022.0013400.396150.02061334328332305183414471124880737655617508475492522540587569573530579506484456398303306287200179158148138122105949088705858544240312827211610121035683310000000200000000010000000000000000000000371
PROSOPE_orp0511999-09-23T10:3233.925022.0013400.685150.02378391333522850220917751410115193481676963961266265170974880075674174672868164557150541537426527420120618415415911711711210298758262644446323026201721138961631510111101110000001000000010000100000000432
PROSOPE_orp052 1999-09-23T11:3233.929722.00627.308150.03765695965965967560150824397382532512839264123732390248925682942312132963440355835033427348533963308320630022709242821101763157513811238111610359238308026406374703943283202792421921591241141091019078715362444036353718141412127101246722445220111001110000000002219
PROSOPE_orp0521999-09-23T11:3933.929722.006217.382150.0422775057261674862405639494141273554319029032770268827532924317733943700379838053804372136623745360433703201303326272343193417761563138012401136104396082774566855149745339130829926420717515214111210910264675442383634211511145693751421121201001000000000000002217
PROSOPE_orp0521999-09-23T11:4633.929722.006232.195150.0511694868709807173066627571749474263376933603149313832053280365138704198417740824142389638413613360233443198302826762422215419061634150913921235118010198978066836115484364043672732451991751551381259410281727652433924271522131010115742341352120000000020100001003415
PROSOPE_orp0521999-09-23T11:5333.929722.006249.924150.044538325778370226440579150764280357631152968261126272735284930833350359135113806375136713554345933833285303328892601238521581923172015891373126511391068909781680611564504414394293270241202173156134111106937358454134282732201495114366412111110000000000000000003513
PROSOPE_orp0521999-09-23T12:0033.929722.006269.856150.03874682861415492494342383700306926762204204418351748185020022121225323772497248124832455241323162155191617981569153814461261114111479649078137956675945464564373803262812362231911811421149711094895347472230302820219113664222210010100100000100000000113311
PROSOPE_orp0521999-09-23T12:0733.929722.006290.146150.0409170726184536846363964336528082195196017361554149615421620168817721801199719901894175317161597146713601270114911131031966911840743672680643586546539459395360302261261260203166154142129115103778383735554433119261715988831521026010001000010000000000389
PROSOPE_orp0521999-09-23T12:1433.929722.0062110.097150.0216137113325273323751897158412971008898845764695755793783928955100710021012966956934956898852807750647618615570544455476448377366316317280239228203165149120939680676360524138392332201712201811986022201011100000111000010100000397
PROSOPE_orp0521999-09-23T12:2133.929722.0062129.442150.01283220717781538131010979457746485655214264524714554805695735406105455125135604954654473853693262712782492212311792121831531551491361451379290676365434747293120291920121011118645133334210000102010000000000000000435
PROSOPE_orp0521999-09-23T12:2833.929722.0062149.893150.0147324792123173115001153992779652519491449479479498533519530562519547533521469438431399357314260233225205189187188184174163128118111114978472596546353524261917141491912563363220430000220010200101010001000100393
PROSOPE_orp0521999-09-23T12:3533.929722.0062199.909150.01926330728252323190815221263103784568161558855554760069570068775574472770262563451048341537630525927324423320215318818316515211111512810879616451523425242221141311101177363120212000000000100000000000000000000401
PROSOPE_orp053 1999-09-23T14:3833.921221.98894.822150.038487053658858055187442641073530307426972388235223472423256729113111337837213655370436413532343834103321319330122702251922511908163414191249122110509498177015954964413263512912321891731291081199385717456604430333017181641613887126844311641111120000200110022120
PROSOPE_orp0531999-09-23T14:4533.921221.988914.156150.04075762370646215571652124561389535302955280426622674281929973358370440064146432042854314423641014214414840643907358432522959261222271937168715081416125411861076943867794702646598565490420371329341332271225192142127104656535251615116275330111311001100001001000000001619
PROSOPE_orp0531999-09-23T14:5233.921221.988929.222150.0506494759087803374916631603350514597409637253485344736773976424946585043510751305197502548744645445942004007379033813105278924682203197217831512146712621129107688478262157648339830424822021115015112196926658673238353419107911999513120501110140100100000002002618
PROSOPE_orp0531999-09-23T14:5933.921221.988950.208150.04489797473506707596353484572394833763075267126462575265126312993320835873658354436523610357335103332305829822773257823282258193418231631154713621194113610028377606855994564893663482702172051641471481201107662565748323719149513675405110100201000000200100000003717
PROSOPE_orp0531999-09-23T15:0633.921221.988969.455150.0436976607328634656584622388933572742240021542003192820352079225424492479263326912625257925452400215319811893176816391450137812441101111398492891481374365354648146440739431526520317715713112410310968735854454533212214121081274240321612201000002000000010004416
PROSOPE_orp0531999-09-23T15:1333.921221.988990.087150.027905100466940753454293324852043171414581321120611841180134014011497156516181684173116851581146512841268112011261038940867824736706663685609569522454427399296304235212159161126969879737148544742373820252026159933334450113202100000000001000000395
PROSOPE_orp0531999-09-23T15:2033.921221.9889110.206150.0192633732831240020281649136710839178087246726006396517108168248828738528849048589138799238348147997176916355785295084764753953663522452141661691471251319073745752424441383222172861510118442233012210101010010000000000000354
PROSOPE_orp0531999-09-23T15:2733.921221.9889129.420150.0137524272145177116001286107291271863554448346246350950157163861157462561057557351053649640340133337233331431230631128930928927226321616616411997988076565659373923272427151813138556243251101200110011000000020000000413
PROSOPE_orp0531999-09-23T15:3433.921221.9889149.806150.01345238220461708142912171039817744637570573473517507542585599629620605571566540484419414371329281298251241215171176165163154139135131115929787706247433426251618151718810556251402530102100010000000000000100000392
PROSOPE_orp0531999-09-23T15:4133.921221.9889200.220150.019963512297124721976161413781036914770648636624671635723741799787837777724706694592454449377363296254267229210222198159188146127139122112839076635530343025261720139151067710630022012210000000000000000000000000441
PROSOPE_orp054 1999-09-23T17:3133.927821.96905.775150.037777023636758595395468840783668324027012575242123862484271130443354343536083818385835733652376737513747354332113026268823431945177216161348129411801081973979808688624564579514442415316328325255253254188204162130926557473835121311111310378626431312230240411225002203819
PROSOPE_orp0541999-09-23T17:3833.927821.969015.410150.04103748368646362571351134582389134983068280126092600275929713293355738253959416340343959399941243960388436093464308328052434207819021681158613711230110610188497906475894983873322672802021881741351421117988755655383434301718151211111258374130012201020000000000000917
PROSOPE_orp0541999-09-23T17:4533.927821.969029.707150.04871899483677854702864855628483544973870343631383271333835363911419545044688477546784575447644024087407137663576331430422825255322632035183916941587142712981172961790711640532497396332245219187155140114106827456654731332917276129810541346222120001100000000000113315
PROSOPE_orp0541999-09-23T17:5233.927821.969050.625150.04354807271756770615353544743397735223046264325322470266427853093318334103554347638003643369036393382325331492887271124742229211519341734158114681289117311199387787055675244204023292752351621891471271109567735633453331271915139545643010020011100000001211000003313
PROSOPE_orp0541999-09-23T17:5933.927821.969074.651150.0443479297204646653774765399532422669235320781935187319322051214622962488253125572609248624302304220520641977179717111591150213251192111810559599257917436665904984513753252782312161941381311241051008776655238402832231321137977377540103011010011000000001004211
PROSOPE_orp0541999-09-23T18:0633.927821.969090.078150.02067360233292944249822811834152113431110102894395496610361115117212351169125612571235119211141039961938900827795767697684613577520527492461396345306292250219170161123125101679180736868464026271824241513121451452322001201101200000001000000439
PROSOPE_orp0541999-09-23T18:1333.927821.9690110.362150.01724313327632368197116231391111790880473563967263172571986283587989189992787881284878478778474870464064662556650851247641946038432428219121216813612510988947566554852503622272516212010129532535331022002000011000001010000507
PROSOPE_orp0541999-09-23T18:2033.927821.9690130.738150.01389236820981738154413201033826684541542480464492473490540558613618645569639554563563541456408407398342349326313286253268289258233223155153121113887780635547434126281219141016812873753623222000001100000000000000000495
PROSOPE_orp0541999-09-23T18:2733.927821.9690150.459150.012822217187615481309108494181865453147347142243247452751954354655852349652948141343041333732030228923523023019518718114915715814614811998889073663934462639252618151189648486101431111000001101000000000000001423
PROSOPE_orp0541999-09-23T18:3433.927821.9690199.926150.022643953338328032324189015951250104690379675878273475486292492795795692495685676172062453245043237333926627523425720920721018816315213514192968954473839192223222110101198474300101200011000000000000000000000000331
PROSOPE_orp055 1999-09-23T20:4233.947121.96576.852150.0377770146766634158235264451838753416286526342387239525052604293830843315337035173683362337533631337830312696248421711811159814791244119311101031950836769711583533468441314303260177163141138126961068470676349532632222416151210104247264121000111011111000000001216
PROSOPE_orp0551999-09-23T20:3533.947121.96577.044150.03861706666526360586553434616392132862898266724792464251626252899313533553427359137833871388739333601319630232570215819171635154613481237112710899739158246985974914344073522942662121451311341229777676359605250402822171813114657425661031112003220122010000003017
PROSOPE_orp0551999-09-23T20:4933.947121.965711.465150.03998720870556397597253674775392533492958274324182455249525382703295431443273338634953522359335633409324429682579236021201858167315121418129412881242111310629788979088088288298467737066225435214724363863403512601871561181025734322319161195945633212000100110010000000011715
PROSOPE_orp0551999-09-23T20:5633.947121.965716.699150.0438880327820726566295895516144653775324429332763267627582869331834233513376439414101419241223995382335643171289925042164204518061489149814321292116910859388437707126155455484383673242772472341981891551351269378725932341921161413465542542112001130010010000000001114
PROSOPE_orp0551999-09-23T21:0333.947121.965722.004150.047088786843978097062659656934774412636793280306330312989318235193757411841914105424440693951405937313652343430842837274023692245194617331641150413401286111899384973169557451244137529121917416016414394928768615345372724201511181134435622412101101000100000001102513
PROSOPE_orp0551999-09-23T21:1033.947121.965731.728150.0511093328814808473996641569950234199384635103207309432903376373439974168435842994334415641453991369837153470322930852931263823412170201417661668148413821255106289381671159253745440235525319817114513611082827449694819253120211211559301341101001000010021000000003612
PROSOPE_orp0551999-09-23T21:1733.947121.965741.524150.04649835978657234650558265095430837373343299427232712283428593054333437253670370937673742358934803401319630772949283927012379220219961809162114841429129512129888157176535324944153322762402181781471149610377594947363826111214991186642121311000010000000000000003111
PROSOPE_orp0551999-09-23T21:2433.947121.965749.373150.04113716666176153544548444224363830402590244022742164229424012605282531073101319531913085315830532951270325852376230420511936183017001500135811751113104796677568362553346540836032425916616015510610185777454573040301517101175572311124000001110101101101010003710
PROSOPE_orp0551999-09-23T21:3133.947121.965769.957150.035886473599852134710406734522851250720471876172917331767182419492106224022832135223821442148198319231777176215321506137013061166100895184984275372861558349944838034724622820419314211385114717272555933313828181914813382642101002120100100100000000000249
PROSOPE_orp0551999-09-23T21:3833.947121.965780.210150.029095001472541233802325429292291191416761479141312991436153316361810178017951771183118201665169116361555143913991205121510791019923838807775708695597571508418344288262221175176140908288756355485236292624241515108854622243211011020001000000010000288
PROSOPE_orp0551999-09-23T21:4533.947121.965790.378150.0206636443248282524792084178814231262104595088782095095610251088111312141206124711541173110811411054946989870859834760681569551513495461441400312305261200192162124110966657584545422130242019131313735313022302020001000000000000000000357
PROSOPE_orp0551999-09-23T21:5233.947121.965797.965150.01858331829682363210818281564122310478917587857717438359119011042101210631075112810371030981982938865775806740669613644538486474391373377295300256170162130114696669585251264030292617169951056922102220000101110100000000000000266
PROSOPE_orp0551999-09-23T21:5933.947121.9657110.378150.015242758231021071743148711989698177186235825925706226617057087797446817357046807027407047236346415905504994434313803753533282842482001481241231038384644644334631362225202416141115891623121001101000020000001000000000385
PROSOPE_orp0551999-09-23T22:0633.947121.9657129.459150.0138024102086176414621273104383567662153546645145545150252854558756758259154454253245851344536835933732727124425726225922222521918418115313110782757053355540292727231810591058543314112003000003100000000000000000444
PROSOPE_orp0551999-09-23T22:1333.947121.9657149.665150.012442064172614351248101583368758744245541841138242344247245846349551346047843539237333929228723423921720514017716614416913312211011111295696078374541332822162121149116834652002121100010020010000001000000000303
PROSOPE_orp0551999-09-23T22:2033.947121.9657174.777150.0170428752453210616391357116690573665055052853446953257359657764063060959751350241640034632530027222221419816615913911412913112310710710376725966433831202321121513141449422111111001110031000000000010100001100402
PROSOPE_orp0551999-09-23T22:2733.947121.9657200.067150.019193441291722901859152812519198056796145365115505635936166176496095965605574984593873783262842402291611581701511281201361369795108717258574037292314201416111110439330211032100101011000000001000000001000331
PROSOPE_orp056 1999-09-23T23:2533.949521.96805.150150.03792710768886473592352224601385232242854244123702264232424462706301631963397361438373713372335343211304026202234189016681531136812341189110693491977468960356654147140339932931825623019020017315614012710980816256473727292599712673860210210101000000000010000019
PROSOPE_orp0561999-09-23T23:3233.949521.968014.398150.04379819279217326670058455211431636003149289826742653280428423124345636753834384039243922383737313409318228922479218820451745159513941423125411109769128387836486495204913783952932481831741471141129275687256584827332620151495710262653000521000000110020010001017
PROSOPE_orp0561999-09-23T23:3933.949521.968029.902150.04899906389088085741866065647491942493608344431322985308833923553387639834224418741424095397738283877363233573141289027922534229820721892172915661465144012351139987894750733633541476399396283272237191162146119991135649434127271914161278547211310232153310001000010003415
PROSOPE_orp0561999-09-23T23:4633.949521.968049.851150.04192777771896478592952134413377231952861261523732223233524232698299731823280333832873291338031913161287228042510223322022042188816811523141313061247113410308857306315794954464133333132152061741681361076581685448372833231411896102336112221441001000000110000003213
PROSOPE_orp0561999-09-24T00:0033.949521.968074.727150.0363666566126540445834036339728272306194618691595163617241733186119482149219920902047207220351866186117941661160414761365123711631078104887991478971576262654346142536431430821820217416712096115899267665138463432232120101193254340020310100100001100000000229
PROSOPE_orp0561999-09-23T23:5333.949521.968090.142150.03582622659495272471339023337278423511914170415811655159218141824191619842017207920302000192519071814170415661503134413591162106810029108588267536916475855034943863492942711971891431531331109490837965584550273922251719121174834012120000010000010000000003211
PROSOPE_orp0561999-09-24T00:0733.949521.968099.717150.0175430062692228719691660125610439347247526286536786387667947978288828848448228078207928077347357066686495405325094634164293723312822352081751531371201088477675755504133332622172011211275552132440022000001000000000000001417
PROSOPE_orp0561999-09-24T00:1433.949521.9680130.507150.0142724642160179114241172101981470256954450349946947051958555259461260259156454749951147343039735831930026325422623021822620521618818718413310910097818055364526332913121613694101165124333111100010000000000000000000365
PROSOPE_orp0561999-09-24T00:2133.949521.9680149.988150.01224218517971482124610378566785934874504173873704294595434934875264695064714214273823743613052722612362271991661761641251381231271301051008462745361332937292423171310811695533101300010010031010000000001010000373
PROSOPE_orp0561999-09-24T00:2833.949521.9680200.377150.0199734532959233020481635140310028866896836456626255906976757618127317207127016145624764143753382952762242241871931581841571301551379811492825962493535262016159108568411712210102100011011000000000000000001401
PROSOPE_orp057 1999-09-24T02:1733.949821.96193.997150.0401477067287685561375543484138993153276725372371233023452546284330373388349536623775366234893314315326792373203517511522140912311208110310458508217066155714844684033873082752612211661591291401191031009155524944443737252223308616297113354132321133112422011222104319
PROSOPE_orp0571999-09-24T02:2433.949821.961910.040150.0407577597385689062115144457938783196287825002346222922882432267729473123323533053406333031573012271223982129183016191429127811831019106695587172669063357550243535435432525723217915814510810786748275424836382823221512711136578405112024002000000100000001318
PROSOPE_orp0571999-09-24T02:3133.949821.961914.971150.046388609827977496772592452644327369630982877264125842591282529903263344935973697362736563495333931582746251422812037173115621370137812291142990872868699591595559471445351356313234169170138139997283676556244828311721912157147203412101121001011002000000001317
PROSOPE_orp0571999-09-24T02:3833.949821.961929.491150.05143931187258195742464065680471740813588324628942872296830943290357637833978401139553861373536853566338231252885272924802318195518771646145113661213110910069227876916055044844323612802041891511571261339058675529393238171212137466246435202000000211000000010002616
PROSOPE_orp0571999-09-24T02:4533.949821.961949.950150.046998565825472156538579850344173370730602874254625512548284530403352352237173682366134693523338532892966275125442472232821581998175116221462136512571081972933790730620623482429401331273210220195160134129106906145312829202215148681445202020101010210000010000003415
PROSOPE_orp0571999-09-24T02:5233.949821.961969.859150.038356703610453284802406434872935245521321963177816871861183821092262230324302468241323952332210220391890190917471529141313601311117810079699088757857316825414804123873282862371981671331191071009869656048484032221917107111096623142203010111010000000000003214
PROSOPE_orp0571999-09-24T02:5933.949821.961979.802150.0299054544928425937613341287523911972172716051493140914831521161317051819181518191818180316771615149915061408131912621191109910089118197687326916746045344624003452902402271921561509592968366664653383425251719101076334022010211001000002000000001003513
PROSOPE_orp0571999-09-24T03:0633.949821.961990.048150.020903810338829532641223618761565133311131012919968985101510821233124812691354116912201242118912391072105710079678968077917606926395395094674714394063212712291952041501271157565787463484158422821221612121269442301204221100011100010000021004112
PROSOPE_orp0571999-09-24T03:1333.949821.9619109.942150.01574267823101980167614521079937780653619487509506551605632628710702700658729619727679778740681655602548509431429399371361315305262233192153142117105867670643651374027262723261971310733415132330021000100100100000000003411
PROSOPE_orp0571999-09-24T03:2033.949821.9619129.708150.01232215018341564139911649397616605304994573754634704825305475676085845465645044744734414103813503202882602502242102412402152301991541531571101078877475051402224251427193161346104112203212220111010102000000000201002710
PROSOPE_orp0571999-09-24T03:2733.949821.9619149.836150.01337229519801610145011899397426765955034614474624364985075375325965575454854814543903503513472972452261801751671711731471561141251151099896806463323934202222132113965616833321100110000100000000000000000000239
PROSOPE_orp0571999-09-24T03:3433.949821.9619200.454150.017132938250821151714135512279837146155555085554985845736756856496736596045805625104534103863162672492431812101721701641451421281191281091018973676341322923241813127876530230000000001000000000000000000100000368
PROSOPE_orp0571999-09-24T03:4133.949821.9619299.680150.01719301425712123171913961092884751642536539515525534577601624652670622599550517488382377326271220204199167168136128129111126929388736071584643323024242191455393022112020001010110101000000000000000000317
PROSOPE_orp0571999-09-24T03:4833.949821.9619402.237150.02192386832172745219618171399112199278670069564268971165872280080880681071567963359647243439037833826919621019019015715512812912012592828965925557393930243323181419656621130112000000000010100000000000000000261
PROSOPE_orp058 1999-09-24T06:1133.903621.98406.511150.038757363704864675711507942283507297826452348214619842185227925482847293530773159313130172868264824872193198416621441139111071126100498086377474461059150945440835634228027323819018012910193798970637651563137212215161661258148654911322200010000100001000519
PROSOPE_orp0581999-09-24T06:1833.903621.984016.221150.049799132865980347408639053024433383632582874257126412628280431943299337535733761383136723590334531852943275823952199198317581609142713641192111410369508217766156255675134643713783142462111701511471401351129562624737312118139710116389142351005230101010200010002317
PROSOPE_orp0581999-09-24T06:2533.903621.984030.250150.0479193368672798471596197543644443803322429922749272527542798311832653513366337553809359735713542329231573005264624282152198417791608144612871265113097191480572660857848639437234627723418619116811612411087736551413124201717914868432340221230111000000100000003715
PROSOPE_orp0581999-09-24T06:3233.903621.984049.749150.04289773871976396584050044367373931382715241823532184229624212606290630463155314732433139303129912781256624792225206119411704155514231324114710461022947813640648568521422384339272249224183139128132999385526335362824131118107684332202000220010020000000010003213
PROSOPE_orp0581999-09-24T06:3933.903621.984070.182150.03728645160065383476141673507282224172095189418031736174018722020220922702301234323112212225722092015191317221668145713971307118810691056923868826755774693564486479406369309284205192148167138113878369595645282781310101581131523121101101100000000000000003811
PROSOPE_orp0581999-09-24T06:4633.903621.984085.161150.0317457615211444638323246279421941953168615751371136112721382158616681721186518441816171115501521143514331303121611371071963921797744701711651642588552474378383293245236191151133961187172776451474435323725171074663014332112001110100001200000010459
PROSOPE_orp0581999-09-24T06:5333.903621.9840104.907150.02343408735142935247920851617144012091042959901840938967108711191194123411731188112511841106102997088791786084274169767364259857753250551047737232330822122918313513212381916661713934323422291314131198455342431121100002000001001000000427
PROSOPE_orp0581999-09-24T07:0033.903621.9840130.425150.0149027472324198316811407122494481764655052750646653756559064561462966163463563662256054856557053354856853851141541043540640136934425825317713913712086876860634939322726232417151611986413131601110001000110000000000000445
PROSOPE_orp0581999-09-24T07:0733.903621.9840149.896150.01217216418511462132010019376856235684784184434384394954995435295314635094394214153833743393402932302242132052151731761801381191151289889828765585334332627291422141188462423013102200111110000000000000000000443
PROSOPE_orp0581999-09-24T07:1433.903621.9840199.951150.0187332132663211418301477119294578371260259055352058665468273572869765565760157551245141936228025227621020918317716214714414412411511610686728257514027312827201515311122424151221022101010000100010000000000000311
PROSOPE_orp059 1999-09-24T08:2633.891321.96506.568150.0395773357024659959385102461537863158284825972249238423902517282430353207339035493678367734613429321329592581233020151777157414301301115010811000877831717647586502452401338313268217199182151125110941017569625252363116201214105913119563732141012101011001000000519
PROSOPE_orp0591999-09-24T08:3333.891321.965011.602150.04341803673956995640754414725383432792946263124372510245825882895305432423349338034793560336732482983278025792337199617541577138713141206117810249218307377455905234523973763532772462001441351281141018278533749422523241913111555994254333111012110000000000000918
PROSOPE_orp0591999-09-24T08:4033.891321.965016.744150.0459485848083756668786048511344383696322429832717270527862849325733833556371437913852387738883663348532933030270523622103192016531587141113131225107090689278771558154249745537431126223119617915112411797887262443123191921169555349231123210110000010010000000517
PROSOPE_orp0591999-09-24T08:4733.891321.965031.823150.0526297939262844976156642591248324256357532442985303029623094346237333897395040644071390739083775366233233194299726662472220820151812164814701353116411211020934789688581573461421356266268205153165144124979271523949322120141871110128445542112121100010300000000011616
PROSOPE_orp0591999-09-24T08:5433.891321.965041.552150.0524494489026835676456633581048114138358932113000296130383119338436443864395240504025395537893691363035233291294028742593224421241806164515011295123211639909178097296675654894363872892472201991811531139076824239362321299108153112645011411101210010000000000002715
PROSOPE_orp0591999-09-24T09:0133.891321.965050.061150.046548666801673846412573649154062355730132822267125582587270029323195331934633516349033923397314631342873269125942421212419161725163214881284121710999588898106956355514844493743302852322031941511421241067080404930331715914811892311131200300000110100000000003214
PROSOPE_orp0591999-09-24T09:0833.891321.965059.804150.038497037645156905251448540113355285324792236207320832057215023952607265128862872297829952769267925812414225721112007176016371524139012371140103997885978266359751447137639730629323619915715211512698816254464033242215138107542121002001000000010020000000003313
PROSOPE_orp0591999-09-24T09:1533.891321.965069.367150.0426574196889607753554727394131942731243821872069196219802014223124632598262726842680253924812380220022422050190116851531145813081204113510269768958547746545605194474263683052682402101471351231081067488595238402721131461288103012021000000100100000000000003812
PROSOPE_orp0591999-09-24T09:2233.891321.965085.124150.036226300584450324235370830892467205817341593150014281516152316461811194119831979191918101783161715651477144113421345115510441003891770716699689620603491479430362324275245186184138113110109676878565146412524171711852240520102101000001000000000100003211
PROSOPE_orp0591999-09-24T09:2933.891321.965090.024150.028715293485842563682310726212201184116091499130913731289146615301632173518391850183517431615155814811426137112271177110499288777776074567467058857659048142136133228026720317211812310984857862506143293125201914887433440130000100000000000000000003610
PROSOPE_orp0591999-09-24T09:3633.891321.965099.549150.02118375432992950256821651842150513031150106998191799495610591144123511931213119911271121101895710069118858508288087306796255525124894984253923572802251931641641581049862706139605046373323221312111134212201010101110000000101000000001329
PROSOPE_orp0591999-09-24T09:4333.891321.9650109.815150.016652756251621961781152512481066908763692671636685713798872829902860855896852806784744733809763725697665556558519430450420425329306259209167135121102825469483430433233302322149711883532303101000003000000000000000000327
PROSOPE_orp0591999-09-24T09:5033.891321.9650120.205150.0153825662278195616141347112896276668555753050850453260863671273073476472272772870660567161656960660447849146042541139739435635627226119915614111511081645841373333273630141498873104234002201000000000000100000000000325
PROSOPE_orp0591999-09-24T09:5733.891321.9650129.384150.01204220020151683137511471041818666589511449448442417485490569544575584557535522556508484487443412496474445348335351359319299278235198153135119877368496437302622221617141091076165131100000100010000001000000000000364
PROSOPE_orp0591999-09-24T10:0433.891321.9650148.910150.0124621551810141912551052887764562497427432442427455466482479547536498492483476436399354326318292270245217202198191176160144141134115961028596614935413224261612161191761045431331013211102010001000000000000000263
PROSOPE_orp0591999-09-24T10:1133.891321.9650200.071150.01757291224982127171912831084854700598545457498433492592588603606584599558516494405341331324228237180175159149135132131103108103111928359575429401927201710151128513530120111010011001000000100000000000000341
PROSOPE_orp060 1999-09-24T11:2733.884821.94616.719150.037916878663661475682504244413838331428412493251324172466274228263120335634063601352534353485340633603221304128772482219518261565140411881156102789183575669353044841035733327124619215713214011410295718368535629383718241181510988412616341114221300302112100102419
PROSOPE_orp0601999-09-24T11:3433.884821.946116.851150.04260776973456876625955714884428436753146310727702742287430943579369538454186415542084030403740454008382735143364299026162277192916931575142812611167101589372262057550243134129428220415611711010197806957584053342020191214115769541423312110200110100020110101617
PROSOPE_orp0601999-09-24T11:4133.884821.946132.247150.05077891887537902718465555593482042193720342432403150319833873686396942104178438042754322410939583799364436093252295927722598231419941812172515461405121010499838777176215415194043623182382062021621271181056870473943222627181410911106433223330103000110101102011113415
PROSOPE_orp0601999-09-24T11:4833.884821.946150.132150.043907888757266205941548846393782334728202621241423922442253527933050327733763364340233733310320530382799265223882235209119871732155714841345118210801036874786610537514406403314281235188163139126121888951616236322719221615711736514234310220022001000000101003413
PROSOPE_orp0601999-09-24T11:5533.884821.946174.944150.03697690761565209460138043315266222601893170815281455151416141737185519612017209820521938180517511593152714101316125411151029996923794750727705621555545429416341330265239187166126111120948266565456453637333524141184687124503121000000100000000010003211
PROSOPE_orp0601999-09-24T13:1133.884821.946189.966150.018273367299126902303197015731323113896982785082383487091310561011104811161128106493099786084078775668965963559057349547542641239534527926822820115512512711810075565945354240262520201012913411435211021100000100100000000000010079
PROSOPE_orp0601999-09-24T12:0933.884821.9461110.091150.0175430442652227119611605133711309348177006716676777117167908548868578888268238738397808157637907046565945725364784323773843503032702452071661521401211057285656052424335292719252014978943451110203300020000010000001000077
PROSOPE_orp0601999-09-24T12:1633.884821.9461129.964150.0204435163111260721641902158312011064915764695684695712775738794764733783707703611604628610556542480442426386342302277305264269254259248220167208147152130898970696337374632371312137105761025225233321201011111010110100002315
PROSOPE_orp0601999-09-24T12:2333.884821.9461150.250150.016082772232619421629137511589657876826285565545955495706646386686386645995875585884645045384384283893333102892412292212082102041611711701691381171191008774586051302635213014101394475012032131000201110000100001000000303
PROSOPE_orp0601999-09-24T12:3033.884821.9461200.049150.0208937223030251419961718135610479017726926186416726407347678117997997426966946775864854364293592992662491982032051971681731591451121341101059183674638352537251724111710813744823520021122102101130010100000000000331
PROSOPE_orp061 1999-09-24T14:5733.876321.94614.455150.039797252676860535676486842443681320527652587241824092500264829713352349136453745377837333705356035753408330330182863253523772054175515621358122710889249106986645864863973143102672141721401261169889848668584237413324192117139144776884312360030124000000000101918
PROSOPE_orp0611999-09-24T15:0433.876321.946114.160150.0449881007613688363145592493942933721328330382819286629353209347438224117432543484418436541154137384838523639346032112934267523372020188815891490127412169809158257165875044083763342692131931571471269995785960564730382618101799931048021220210000000010000000001317
PROSOPE_orp0611999-09-24T15:1133.876321.946130.049150.0531696368892820875406764591551924575399436913421337734993715416045874958502450795090482246474616431441673904373935053215307927182574225420211781164515681335123510298747756315654684063622782041942061501121019372585151353718232389446373443011102000000000100000002716
PROSOPE_orp0611999-09-24T15:1833.876321.946150.255150.0436380367506650557925101461637403337283726412464240225102595295532123347356337693580363536093429324031002997276825882286219719631794164814501343125011101067904783679572510439370354289253211174176140119948479645340272226171389633132220023100210001010100000003215
PROSOPE_orp0611999-09-24T15:2533.876321.946169.726150.04125722664995762509842933698316726412244204119421803192920122137231123962501246725272391236123312123204518211700153614511411134411641026932874832764727637538544482425298304227200201137119130899473556248373233332319798955420123220002000000000000000003614
PROSOPE_orp0611999-09-24T15:3233.876321.946174.404150.03448611757014879445137243219275622451865162915561601155315921819195120142103212820732006186517631680156814961369122511961068953829786725666638533523488437395336319238214157149122116926653727058333437342025151010128123703323212000000010010000001103213
PROSOPE_orp0611999-09-24T15:3933.876321.946190.058150.0252143683979335528582469213618261574126111811050983100210581182126113041359135213031261118911341090945934876801788742676608615562513445440364355353282266233201185142117104931007864576136364738311418221812510776411111200100001100011000000003712
PROSOPE_orp0611999-09-24T15:4633.876321.9461110.031150.01579273523961997178014311209980848681632598594544595613687722744717724697673721680710698716659650621550515465417376397357318304255221188167133117117101808074544638393813201526101317101048456010220210000100000000000000105011
PROSOPE_orp0611999-09-24T15:5333.876321.9461129.990150.01495257922531929155713781105837740614546486467507503550527558576543519534558537459478431428442375316294271238240232203210167192185183169133131113908567625843352726263317815101165295511200013110000000011000010000004010
PROSOPE_orp0611999-09-24T16:0033.876321.9461150.157150.013162327198116371380115596885166655751747449148746555455956459659053350745448744542440237033227226827228321222918818720315515912512912797100758576544643274132202521141091299380314201211000000100200000000000000439
PROSOPE_orp0611999-09-24T16:1433.876321.9461200.318150.018563242287423591920158613001007827681604615539549615665662724723672720625601587513411379322291254245205187172160167126134134134104931058255624540333231251421181376410761201031211211000000001000000000000000382
PROSOPE_orp0611999-09-24T16:2133.876321.9461350.471150.01823308426692227184615011189982739663583510514502565583607627643624574599531418391374317265269210173164119133101133107947791816157513537344220201210109753331033212111010000001010100000000000000000451
PROSOPE_orp0611999-09-24T16:0733.876321.9461400.718150.02380400135232904247820901676137111989468998548167518348549571032107610469909309418918026756245404864503943333172872402412172001711931721881281241311051088673605844395831372828151491051144330211102010000010000000000100000427
PROSOPE_orp062 1999-09-24T18:4033.873721.931414.391150.050489263866179227284630655194848404835693407301431073110327735984006413643254214426441164191411539713753331030602762238820541808166314911388128610781037972814720654580473436357317307217188191180154122121113808780565945534637211819151418171013108877941624211300221101101624
PROSOPE_orp0621999-09-24T18:4733.873721.931449.762150.04683855279897134646956175059426436563145290627052691283929523212352137413862390740043927382337413651343331232885268023982191209218321726158414481324117810708707727065774593763523172502191841451391229910479744853383230262117151210712542754422112100110000121200114023
PROSOPE_orp0621999-09-24T18:5433.873721.931483.264150.03025533248544429378432552833222218611709150514181343137214671576170218531794189717811711172216301525139412991295110610479389298737496946656075824925094543963963112982532041741421291291201189190815966625038222815211881263553321414111101200003010021103422
PROSOPE_orp0621999-09-24T19:0133.873721.9314149.993150.017882996267222781901163613781121935812733727686697691735812861799807813774717677613599568526525499435410383343298293283280210214191176186143134129106998173706957654048414827241821812141281021243244502201000100001010000002421
PROSOPE_orp0621999-09-24T19:0833.873721.9314198.856150.016772865256821751754150111991000861677610580566591600687712759791775814719626623524455458384324350260257247216234184177179168147128131103126888271557156332635302517122015117856634321012212100000000010000000000002320
PROSOPE_orp0621999-09-24T19:1533.873721.9314300.024150.01863325827822428199216821368107494675865863961462461670975476074777773267861757552250141135834531524925225523518818018917414313212911713211210390665344403826323124152114956476353201010111010000010000000000000003319
PROSOPE_orp0621999-09-24T19:2233.873721.9314348.945150.020723830328226972241171914811227982834715635668667715727836835876799820792708670590553503446387321282249235232201194196165152145118113110918582715842304427331615108151196844113112220011010000000000000000000004918
PROSOPE_orp0621999-09-24T19:2933.873721.9314400.329150.022173829345927992354195316301336102790385375671675377381588690496397289791781676668060255546845437531629323924423619817517212915811911892791087564445145273431211313942310445132100200101000000000000000000101003217
PROSOPE_orp0621999-09-24T19:3633.873721.9314449.773150.02119373431362643219317651419116110318437946866457007337558639249128928587757606996185785114594173623132662262412061691651571211311281099786737154553533311417111914117382511251121001000000000000000000000100002716
PROSOPE_orp0621999-09-24T19:4333.873721.9314499.454150.01795323028222279187315061241104887172868558160959163864370078977473975776169464360355148742738137430128325020718618416713411912510089937689735236373333151612141057584651031022000101000000000001000000000002915
PROSOPE_orp0621999-09-24T19:5033.873721.9314599.642150.01643298726652174184214441220997818676584565525561550609678679724711696683629612589532502412339286267226189167179144130116931009191745950495934222326221810115163460311110001000000000000000000000000000002114
PROSOPE_orp0621999-09-24T19:5733.873721.9314699.793150.01400245720801801140512029708716895695194704434715155635745876216216235986025205044384033772992672352131781651361231171098886856465534847442529251414914111069241321110201000000010000000000010000000002013
PROSOPE_orp0621999-09-24T20:0433.873721.9314798.963150.012712304202215651383110491173162256345640943242544048254850856050254551951548944140236830631221420618118813915010810389667765513943443418291815111351211772242131200011110000000110010000010000000013112
PROSOPE_orp0621999-09-24T20:1133.873721.9314899.721150.0105018501600133911449117516064733893833273453513543834174524164554314034193943743632972592542112031781491341001097571676756432740302716291711121251111433132030011120100010000000000010000000000003411
PROSOPE_orp0621999-09-24T20:1833.873721.9314999.442150.09581686152611981002838689531434390328307300335343350369376429396393391352396356279284252226174162153123103937780716635514649202318281115796477538012011200010000100000000000000000000000003310
PROSOPE_orp0621999-09-24T20:2533.873721.93141099.600150.0753133411809828396315534453633172612502252292512802812673133303142822682552692351841681641331029589797383535633404231232319201310382644130203000000001000000000000000000000000000000289
PROSOPE_orp0621999-09-24T20:3233.873721.93141199.920150.09061582136910959037486175054063162632942792972882963403523473073413013033042652512262001841411291299783855868604527333644282222201091311974232140121021000020011011000001000000100000001368
PROSOPE_orp0621999-09-24T20:3933.873721.93141299.150150.0707122910459117546074673913393042862212332592392562822712912872842773062952212211791551701351251077893715659514534263728212514141913179864372342011220000000000000000000000000000000001347
PROSOPE_orp0621999-09-24T20:4633.873721.93141399.580150.076012431078849750660535405349296229238234260235255266294281297285269269281236222226184140147110103936951665646462930311822917157837620430322000000020010010000000000000000002000000266
PROSOPE_orp0621999-09-24T20:5333.873721.93141499.440150.0677110510167746675174043372762352171982021931752082432412452372522342392512331761601651281109678796056493938353328231525201267664543410011110212112010110000010000010000010000000375
PROSOPE_orp0621999-09-24T21:0033.873721.93141598.450150.057710819638156335264323463272692101802132022112452612592572422552672291961881841621571311211066771684548494233372526209116787107300111010110111001000010100000000000010000000010264
PROSOPE_orp0621999-09-24T21:0733.873721.93141800.120150.059710418677886154813743202812332241821961971982272332292292492452682112062072001541501159894846755624749383140262419251412146875954734013301010101010001000000000000000000000000323
PROSOPE_orp0621999-09-24T21:1433.873721.93141999.780150.063711129438316745204453692922412121961801992132412232632342332031942102131691711571501231108973685645384738252133232317211765777313351201120300210000010000010100100000100000000272
PROSOPE_orp0621999-09-24T21:2133.873721.93142142.650150.081415591283102488168954746937132523824923725023126828728228927525625525827120618517817010712287838262474723392819343018181111891164245061210131101011010000000000000000000000000000291
PROSOPE_orp063 1999-09-26T15:1937.396215.61063.867150.035257171688966606232558952054368407735193299313731573332339537854112426745144414445742254115374336303438322930142949256124002124179715141381115810218838166696135604823743893233022402221641381161119978756740392729213216192781012575704513211240110110101100000321
PROSOPE_orp0631999-09-26T15:2637.396215.61068.703150.039637696730668746421566249814350377934663036282828722969309733333697390038633936407837683784367735873322320830852987266024772154183615211311109497184777968256954048141633935626619818911813712311391556152474030311827142526817971053447644120000000000000010001019
PROSOPE_orp0631999-09-26T15:3337.396215.610613.817150.04552826678377398688063035465481141953667336332363248326235113787399841314229413842724226407541163936370935953188306328502531213318661686132411181026870863697624549465374329336233228151133998778656943472331372022201615179972445433011100100100010001000001217
PROSOPE_orp0631999-09-26T15:4037.396215.610629.798150.0507795458993823175276769600549394461396035763314341835243586387644184556490650755326496149974833467344234097385437233423297526522237191917321357119610319147856755684754113713032472271841581219797638251382848241823151412713846690632200311001000011000000002015
PROSOPE_orp0631999-09-26T15:4737.396215.610649.946150.05054952891548390787668366022516045073991370234053355352637874076444547864853493847864620435440833890349332652975262523942148196817731580146112761182109989487175568556844242640930428219820517216614511412094905951502720241516898751163433002000000000000000001001813
PROSOPE_orp0631999-09-26T15:5437.396215.610669.804150.0331959965413486841443615300325842224189917681598155516761676186719942091215021802106211519771868169816111459123911241039878813755692669561575578490492454408340338276239221194146121103906972555054534239291917169109554434041000111000010101000010002211
PROSOPE_orp0631999-09-26T16:0137.396215.610689.812150.0225639833444287324421997164412711033932823732723722735853880822905901923901833820756631609522521495441413410382367357341293300259259247211185137125131108838764555442353529242117151010728633423611002200000000000000100000139
PROSOPE_orp0631999-09-26T16:0837.396215.6106109.960150.0181133502984259221061780149912761014807751682633706642710705772870819758788799684691681630491433428396366311275280273279247206214200183144137121127729666674939282625262422121211814337331410012000100020100000001001000207
PROSOPE_orp0631999-09-26T16:1537.396215.6106129.831150.023504177352328802441202916991400109894182574475572679984889991190891891086685581276273263958153143839134830029529526024521821818118618716113811110195875152354135342726131291011106443031310101000000000000000001000000195
PROSOPE_orp0631999-09-26T16:2237.396215.6106150.108150.018733326290424932200196315461340107291986675874278082687895496096093697995988583576070467862251744340431234928024728023920521521421117516114411610891606649473533222723179410765471230111120210000000000000000000000173
PROSOPE_orp0631999-09-26T16:2937.396215.6106200.465150.022554052350830412722219118781588131410641063944862925100810131042111010921153102110881024971880815719656565506456364324323288273243225234200196189162144146122928157515028352322218161611885331243000001000010000100000000000000171
PROSOPE_orp064 1999-09-26T17:0337.387615.61496.222150.0398774677396692065376101539746484057348933493085307932653371371539734201424141364138397038373531347133593112297029282606244522341889164515021225105889081170564356950241836536628924619115715012611711488749155594338373424292425121013884107541253211110010011000000521
PROSOPE_orp0641999-09-26T17:1037.387615.614911.386150.04632868584317968740166255813489843693974362033923304350537103965424344824538450044004278426339233772370535483303299927682567223518831738147312741118983815802735560540465434375322259216175160128105987881634857574131241625169911566330532023111010210101000000520
PROSOPE_orp0641999-09-26T17:1737.387615.614916.192150.04622864284367844721065665700499843773962358534983406351936654210434343764586457745964540440442774052406437053463334830822866239620961859148912711136972882806627586545413377319262213181127121111787464555145343314211911151591181100411415110100001101101010000219
PROSOPE_orp0641999-09-26T17:2437.387615.614919.658150.047279099857080837484653459955202437839313652347832783568362839804249453046264703462245624484440241513878370334913320301526142392198416731527128711211006860793673581474453364351227234172134121103676847565338243626251218151310881023431523221001000110000000000518
PROSOPE_orp0641999-09-26T17:3137.387615.614929.666150.05175934088268086701862785421460640283555338231053036325334693799422944234495462545114399426241874034392536363374328428262617219317861681139111921072972843722668576477422389321298225160147120988564684955313322262220911131064442443211101000000000000000000817
PROSOPE_orp0641999-09-26T17:3837.387615.614950.261150.05247966892648438780869836078521245853858375634413325350638394096446447215000487549764692447341963994357133483021278324802377209818861734161014661395120911191007862795680587502456397315229222201155145152118959488666341332714186121315783112212321010110010000000000816
PROSOPE_orp0641999-09-26T17:4537.387615.614969.448150.040847609715362995768491942383624298826252456236222392386258628383025311633043348337033213086294826032368209319401662159213851316122911331091943848844776722662533438423346301265228213193162162118126979585766559443418181822105125560425211100110010101000100001115
PROSOPE_orp0641999-09-26T17:5237.387615.614980.054150.034736142556549144102344830952490211718581626151715001486160317521841192720461975205118121823169815051419129111789909558447517436896976596526456095745434574143382942862081761511381191109172804550543448321919118912743338100020121010100000000000001114
PROSOPE_orp0641999-09-26T17:5937.387615.614989.690150.02466447137383175268722261844137112691077913869788877895101810951136118311381166115710499698188437397036706276145645485455204684474454254023833143022501931881541179888797862606045373724253121181176645230140135000011000000000000000513
PROSOPE_orp0641999-09-26T18:0637.387615.6149108.285150.021273809332227132368194415241226103188874366969467172974177885886986988486880775374764557952246345839935334738832832532827627323923821622216813514210810983775345464637322821161118108129611622623020010101000100000000000001012
PROSOPE_orp0641999-09-26T18:1337.387615.6149129.876150.01682292926822289201316581365110696980677062767373872180977779484579684575975372364362459153145836233329327425122722721721421616813717214510710511588717150373027152115128878494430330012200100120001000000000000001011
PROSOPE_orp0641999-09-26T18:2037.387615.6149150.113150.01752307626272232194816561454115297580074371365068774573479379880180481275174972266958856850744037737531527925822924420218917217417017312911811199886354464244302122161210464337312121110011000000001000000000000001110
PROSOPE_orp0641999-09-26T18:2737.387615.6149199.543150.014962715235821251791149012919568497296246075666176146956437067076887156376465715615264823963692992602572322042091881871541261471151041161017566504456293018141818141683610221200011000010000000000000000000000189
PROSOPE_orp0641999-09-26T18:3437.387615.6149300.085150.01727323228652483213117461497119496986579669471070076682283790791484588184377073669862356650041136535928724926025621217116816915014314414011110684666336363926232317101466644312000100000101000100000000100000000088
PROSOPE_orp0641999-09-26T18:4137.387615.6149401.389150.020203710332829972501204118261441127710529398708608798961016104410911068108610491037922823854759659520472416355306264248224186198142144153129101889274514045343425202010775673232112100011200000000010110000000000000111
PROSOPE_orp065 1999-09-26T19:3237.375415.612120.080150.0470291048535805874016374597349594337388234333412331833393417371940464103410741484063387739833995392036933487317627562449212418121516137511921052946865779684615572408367325317282195179146116111917271585238362731252031181517101188103635011312221110010101000002024
PROSOPE_orp0651999-09-26T19:3937.375415.612163.180150.05107927287848033713664585643481940443646330629533145324533893540396443714475435941954122387936823452314428392510239421921977190617271599154613421282110797289679869958355444838633729423220416516613511511410688757449423732262317161211145135362645210301111000001000013323
PROSOPE_orp0651999-09-26T19:4637.375415.612184.881150.035856543567648123980334226572219185116261475124112901387140515561656170017031712157715191484143212931281109710429889528618807797937487467466326376305183983873422672522131641321139190738359646339543738302817131710756644401403150010100000000000002722
PROSOPE_orp0651999-09-26T19:5337.375415.6121134.079150.01679301426332301189516341332118995574369962760863166673576576180870676475369966865058456752548639539531134427926626822520322118518218416714913211811682777154564337362223161921712141012856112323200001100000000000000000002121
PROSOPE_orp0651999-09-26T20:0037.375415.6121299.696150.0213637883299281424892088177414941232103996887483389193899710401082110011021158110196410139267877846695635324363963333363192992722912622542401961791661481501241199370654640393036263220201914115252322102202112000000000000000000002020
PROSOPE_orp0651999-09-26T20:0737.375415.6121349.639150.023824413397134413102263721931853156313761189109611451174121812931410131714851445144714061319123411361071937883713665558518475449374331301323284259233227211195167147128105747064433946303016131177435442120200000000001000000000000000002019
PROSOPE_orp0651999-09-26T20:1437.375415.6121400.005150.02247423237403179281824162066175714241228112810741030103511381175124813791361134713991217126411671074971794801689665488458383404345331302275262259244205203157145132102827660704735383025181519412342150200000110000100000000000000000002418
PROSOPE_orp0651999-09-26T20:2137.375415.6121449.876150.0241741913869350629292568220518141543136612341105108711331132132513281419137614681439129212531186111310318658037036175334564473693203002982542342202222011541381091087968604741381831219139878421021101112000000010000000000000001002217
PROSOPE_orp0651999-09-26T20:2837.375415.6121499.816150.02622475145333901348329002548214317661477144812771322131013231439157316611669159416741512150013971285116010819848297276625985185044314153803073252952662722202041721501311109274716552412425141481210367312201000001000001000000000000000002216
PROSOPE_orp0651999-09-26T20:3537.375415.6121599.750150.01843313230072650217818641638141410981018956849832835895943100111061061106810811023966923844757670562527442392349306308247222220194188188177141120123106937660434622252024151197843533533020101000010002000000000100000002415
PROSOPE_orp0651999-09-26T20:4237.375415.6121699.453150.02370425838073285293524372076170515311289117110361025110911681233128912961292125413111197114210799528308056416125374774103253112892342462141842041621481541411018765585037323229221814117943423120101000000000000000000000000000002014
PROSOPE_orp0651999-09-26T20:4937.375415.6121800.085150.0164228602588224721101696138611859068637587057767387578208539048599359498068427806776655674514163772873092532232131591701291441431021148210068575934292918191716121534612132020101101011000010000000000100000002313
PROSOPE_orp0651999-09-26T20:5637.375415.6121900.183150.017193198269224472010165715161251980877798794702680797820897932924940886904826800733673567493439352324272223217202183179180140131105941059066464734352919191713121098234014211010100000001000011100000000100002512
PROSOPE_orp0651999-09-26T21:0337.375415.61211000.110150.01243230720061721149212961057896715657600530502520525631652682697684662616563604504470424336340270242203184178155146127979972697462434635332816192191073417232350013000000000000100000000000000000002311
PROSOPE_orp0651999-09-26T21:1037.375415.61211099.950150.01248223020361691149712191059881708593595487512535532569649665753639655626569538564458456358318261244197199155138131123109948278636556443531191061576164530200210110000103000000000110000000000000002310
PROSOPE_orp0651999-09-26T21:1737.375415.61211199.840150.012472252199417221508127011028948056516005035185645796216797027537216976366025655675064353863442832422221971841531371251111078265676267484524211816101246473522311003100020100000000000000000000000000289
PROSOPE_orp0651999-09-26T21:2437.375415.61211299.730150.0968174615841236107895274661256244640037238638639939245748648550047943140541737732629522824518916013512113078756175574352383334242317151267735040211200100000000000000000000000000000000100258
PROSOPE_orp0651999-09-26T21:3137.375415.61211399.840150.09231622146912661062935731558511417343365362358384380430419478492475442408398354299248292219184169146117118101797062455741343131231215144910561243210112100000000010000000000000000021000001317
PROSOPE_orp0651999-09-26T21:3837.375415.61211500.230150.0834150513341076102579869855144141436834931934133435038741643840139334332531731728729621219017414710810190867048644644302724271122117875576573013010000011000011001000000000000000001000326
PROSOPE_orp0651999-09-26T21:4537.375415.61211600.520150.09111627144511941022821689571480397372324310351365360442430436435397374392378337318231259184173154135105114967569755550414430383217169646535220421110000100000001100000000000000000000000265
PROSOPE_orp0651999-09-26T21:5237.375415.61211700.170150.0831142513161145102478468252347938434230634630934237539539743940041236737030030927626821715116112812910084816859565066263029293323159754444331330003001000010000000000000000000001000010274
PROSOPE_orp0651999-09-26T21:5937.375415.61211900.430150.0612112197980174058747743534729024423925524926127732233333131830031528426826323017618315613011710289826456535541393127263120211251093571731110001001000000000000000000000000000000000193
PROSOPE_orp0651999-09-26T22:0637.375415.61212100.210150.021043832342130682626218818851513121699210188598698409128949531010105796099686876175170158947444234934626724118818315911614813010078635653443723332012141612116702312000100000001001001000001000000000001000262
PROSOPE_orp0651999-09-26T22:1337.375415.61212148.250150.027654829437539163343276123561949168513951179111810241101108412441300124712251208117610401035894754640560467410346322294225176153158117849684654840393323141210138824121211002000101110100000001000100000010000000241
PROSOPE_orp066 1999-09-27T08:3139.109614.682613.430150.04801885686287786699461705397450539423449311429552948293931733364355239103946381438623850369835923428328629962638230220871814159714531322122810869978957206395954704023913082802201741591361301148574705145403722231522161391177963512201302130200010001000000824
PROSOPE_orp0661999-09-27T08:3839.109614.682639.008150.0487691148549754567295694496441393566298727702553248725132498273529233053303029762975282027642563251522652090197818611614146114301272115310339028677856206045415004373853242671941981381241101239573666647435238282924191369682332540222001100010100000010001423
PROSOPE_orp0661999-09-27T08:4539.109614.6826167.346150.024294521414934503056267822971899153413501164121110981141115813031399146315221460139613701298125411621095991901813734628555505435409384402346341280269264257220203197117112877372655952454730292311119710646400101101101000011000000000000002122
PROSOPE_orp0661999-09-27T08:5239.109614.6826299.769150.0189834823255283523721995167014041219101694391481288194810161053109111271146115210609979628888357386376055054634454013393463092902652312352391881651481541179886776946514032282922138127313333010111000000000000000000000000001921
PROSOPE_orp0661999-09-27T09:0239.109614.6826349.373100.0136523662195187116011334114097579169358458156757758766367078374077877768665360054654346247339834729625426021021019415215715613515312411110089746758623336463124271912129106743002121100200000100000100000000000002120
PROSOPE_orp0661999-09-27T09:0739.109614.6826399.034100.012562388215518551533133911249687876576285765835986346986777557797387516846386265354964803933563642802652392181891851671441581431421069897887960614744333228161316185866443221020000000000000000000000000000001019
PROSOPE_orp0661999-09-27T09:1239.109614.6826448.990100.0133924002147187115401337108595080770961658452053957069871371370474168964762162158053243843633430227524723621219714713714413812612091109868364604938292615181827166131254230001000101010000000100000000001000002518
PROSOPE_orp0661999-09-27T09:1739.109614.6826499.758100.0117922871974173515221378116094979164461853053759761261568566672073667569860959953748043138736628124924120920017816014513010613110794897263523737262422231191310810744543100000010100000010000010000000000002017
PROSOPE_orp0661999-09-27T09:2239.109614.6826599.228100.0961176516631358122210268197245915414844094134534484934995955775585984965394874384073923002712672172161531571471351101169580836853665836422226232218136125115644231000100000100000000000000000000010103016
PROSOPE_orp0661999-09-27T09:2739.109614.6826698.831100.0943159414091224106392077267655751841335938639640348144248752551053449544043344437439130725522020419016211115411313393109789274706362344028292818121415131557867423110100000002000100000000000000000013115
PROSOPE_orp0661999-09-27T09:3239.109614.6826899.288100.077813731208112093977967854446941136332531934536439841443950247347038838239234335530730324620218014814912110893102928069716555373635312224121186971274232311100100100000000100001000000001000002214
PROSOPE_orp0661999-09-27T09:3739.109614.6826988.846100.06281200986902750623564482392358321283285299291344366339358346346350358330297248246244171162143132107109104925765555547484634432933221411108652624443210000210000000000000000001000010000001813
PROSOPE_orp0661999-09-27T09:4239.109614.68261099.030100.0598106398088370358050642033733627926626226626227537334837037432233232329126524919920116515713911312411798719663427148402734272417111381110471320223021201000000000000010000000000000010002412
PROSOPE_orp0661999-09-27T09:4739.109614.68261200.390100.0599102089181966055145239435728922924125926527228231130829734032132430124828524623121716315114812510311888787874626153533943342112181091167116641311111100000000000000110000000100000000002611
PROSOPE_orp0661999-09-27T09:5239.109614.68261399.900100.05531045887749676575508381321283261233265236285286292286332338294323341286253226196187185157136126937992797169545445413425402026139151413663612310200200010000200000000000000000000000001810
PROSOPE_orp0661999-09-27T09:5739.109614.68261498.630100.05741020945782674552471380318258235223216210238232252269287273281256230230234215211180134143107931018065757454554142292627372424171377685444514124100100010100101000000001000000000000179
PROSOPE_orp0661999-09-27T10:0239.109614.68261798.940100.055910359177876415604693793243032372412422202342482913033073272682842602492271972091701431139710384757857505737353834301919141412958542431102210011000000000010001001000000000000000158
PROSOPE_orp0661999-09-27T10:0739.109614.68261998.900100.0500918859754623552434395323276247220227257258320361319349331315288337276257251212207161143107949481655851544043453238212611258993465232440001110000012120201010000001100000000000307
PROSOPE_orp0661999-09-27T10:1239.109614.68262499.200100.040173162955243941132323823119416614914618019819416919621719321919518919917914015712412210495846156565041343233331823221116138649345444224110100010010011010000000100000000000000196
PROSOPE_orp0661999-09-27T10:1739.109614.68262799.830100.046690375459250337931727920316116414516016614017515821324720721318019616317814915212211385668748524747253418361719221012873745012401130000000100000000000000010000000010000000185
PROSOPE_orp0661999-09-27T10:2439.109614.68262998.770100.0440853731614524461390291262226192174196172175220234232224226229250231194204172180161139111112876950544956434229281920171312147865367222334000000001110001100001000100000000000000184
PROSOPE_orp0661999-09-27T10:2939.109614.68263100.860100.037167957753445237231425423218216216615416818017819219919320318321119418619414813212110568796049423630252326181615121781083513472211002000000000000000001010000000000000000000163
PROSOPE_orp0661999-09-27T10:3439.109614.68263200.300100.043280568962350146634432521320418117214017217020220020023120020718120717117214612212511799786954583739333338222526191591287344375053110301100000000010100000000100000010010000252
PROSOPE_orp0661999-09-27T10:3939.109614.68263278.390100.04427747235944924523592772492182041671601461672061761922072152171912031911611291489510185516552474227332725281919151015964284721331111312320201332110110110000001200010000000191
PROSOPE_orp067 1999-09-27T10:5539.110014.70016.854100.0294856765378505045583855345129232424219819171764181017721958201522692393241424982482230323222245207820491906183616831421124611529458117656986355635614833933693132822232201931531069981675744394740211417810171258723153352102200100001000000000000521
PROSOPE_orp0671999-09-27T11:0039.110014.700111.914100.0279750794821446440393626326427182330199918651803171717901989213821632353237624052425229522822236208019911822166114981255116099191279266169960051746141236428527125025421616512810910981535655412526232521111351174543221001020101000100000000000000720
PROSOPE_orp0671999-09-27T11:1039.110014.700117.001100.02794523750584512410837603209288524592154190618091749187420202054227723712440240825872438240022812208197918871652151213471281107810439298928347037025484654173502422642432151731401068667715535382828162514118714324102011210210110100100001000000100518
PROSOPE_orp0671999-09-27T11:0539.110014.700117.034100.02746514249674440403936293291263522252022184316221625173617751944214322352281231523412134216520961929190217591580140712651149103486279674372864154847139428430626823122018316113711210075585838352832252323231613576551421023001000001011000010000000319
PROSOPE_orp0671999-09-27T11:1539.110014.700122.330100.034286470588855775054434338053295289724632153199620272118214822722424254226312555251024042410224122132149201718821595144013001246109896485480273370563455443639136728625722213713210610180566250523632311822171618151110477320121200111010000000000000100517
PROSOPE_orp0671999-09-27T11:2039.110014.700132.200100.0336663485908535649734235367831742647217520881889185318761913204022692285242222322253201319911902190618301666155614421322124811651037963872834749682610568439346306249206174171112941057259453948252924232111111467104331102021200001000010000000000001316
PROSOPE_orp0671999-09-27T11:2539.110014.700142.221100.0296954205031463640663598298726232199197117961607162116261757190019392105209221742124200019411858174316081534148213081264111710289408857476616314735064623713553032532171741401041009268555658443527291991213886113422133001100001000120000000100001715
PROSOPE_orp0671999-09-27T11:3039.110014.700150.022100.0277349574485382034883108263122861917160215681429146114981523158918471911195720832027192418291785157815521375129611791039938929885773683650558568406398334278260209192155166948066684047394039232623171491110863341110211110011100000100000000001414
PROSOPE_orp0671999-09-27T11:3539.110014.700159.921100.028025168470141833696312527482340188417351582143914301482154516851857192019921968198419191803176216001470140312211096962796732705656564511437431374333291251192158139136127909282635550404137352630171512128245102100210101100101011000000000001913
PROSOPE_orp0671999-09-27T11:4039.110014.700165.252100.02906536848454225383533042691244520671813168715471457153915831831189319802113206520931995198619601819167115481340116210689548107196575825335114534264163242522452011571631261309174636743523732262832311461521555523052020000100000010000000000001712
PROSOPE_orp0671999-09-27T11:4539.110014.700168.309100.02870535948754327397035632869249320631658159514051427144314581539172118151759180118351788180317461603145812911154109490780377970163357552449048241936430225123021018115012789876971574039503425312036101313131115412312100000100001001000000000001911
PROSOPE_orp0671999-09-27T11:5039.110014.700170.219100.02603484145694018349328802520207617521390137012511226123312931422152015781659167816761606164514751393120711761029933833722663595550497466459388372320269247202161156113959773515248473233332418191393941182333131000110000000100000100000002210
PROSOPE_orp0671999-09-27T11:5539.110014.700174.926100.020963796334329552526213318121482123710649448808918939451071108512341280130912141232114411011031928847839740701605572538468427411409403353299253248200153162108105797361584932362721162018211378265750203011020010010000000000000010179
PROSOPE_orp0671999-09-27T12:0039.110014.700182.022100.0155228422579211918221549120996183276561059056254955968169171874373271666768961556152653149446039346336936234029928525624122424321015414410511788885558485440183732211371399157616532102221020000000001000000210000238
PROSOPE_orp0671999-09-27T12:0539.110014.700190.032100.0126521992012174315191153931791670565486467455486405506540556547522554505531492461463387368411341358328282251243240210198200174169168106919172695535335028332524141417713744362200113100001000100010000000000000167
PROSOPE_orp0671999-09-27T12:1039.110014.7001110.088100.010261828169614621262109389273358854144142343043244543846649448149345045443541438137736628226623918521118614316415312612211810990961078978563731323226241515131478106438130301210110010000000000000010000000176
PROSOPE_orp0671999-09-27T12:1539.110014.7001130.003100.0103217931658135312209078246295474674394184094093844404764474994894884744454203713843132863012212181861831471171311061101181029088757170533332242418161779119962131330000010000010100010100011000000000185
PROSOPE_orp0671999-09-27T12:2139.110014.7001146.979100.0823144912831120989807646583455372383294284337355330385407433401398375349344304294261249216182158144131126118105109108719370666246455041322925201714148914645644013111000010101110010000000000000000274
PROSOPE_orp0671999-09-27T12:2639.110014.7001170.151100.011232115183315661328110795879063856551050049445949850256556753557557155951747545440539932030224421921016616816112915212010797951148183615735373228231917131179862223130001001001010001100000000000000000143
PROSOPE_orp0671999-09-27T12:3139.110014.7001200.126100.01193206319081643145511539698146826105334474724744735865355885775775465365154564103713303222912302232191641591551461249310486796970606450413322233717301511137816221202210100412020001000000001000000000232
PROSOPE_orp0671999-09-27T12:3639.110014.7001300.152100.010501976174714641288108188872364550645145941646346750450254254249659247349642735936133327726419818916515011913011910588987765566551433733221611171279763412201100101000010000001000000000000000000161
PROSOPE_orp068 1999-09-27T12:4739.112214.70934.945150.04140782077647055648557714932421437233194291226462643273928353148334736773716375337773571354533813121310430252747259724012125190616301480118011068828557927436555804874483733363122641861631369574624751412930292523131711712676332220302001000100000000000001021
PROSOPE_orp0681999-09-27T13:0139.112214.709314.656150.0386972306861624757955155452438983435303727572615264726662879321434783704384839783875377936613538335332512973276923752211177916291404134312211082103292781271556248543335532527925818916414910090897064543232321518201311138995633310212010011010000000000000717
PROSOPE_orp0681999-09-27T12:5439.112214.709314.804150.03824686764566035535948674336368530622782261024242293249225852957311533473504353335403441351932563058300526762548229820441762152714021212109399991580270966451845842137731324920819715711812083744649322837141611201418412653125200002121000000100010000100619
PROSOPE_orp0681999-09-27T13:0839.112214.709329.564150.044868578821776046872596550964418379533353075277228182875296531563415348634823429325730933029281826802491228821251921183717101564144513381304120810961049883836719616495426363333262187163143121110938865526039332626171218101011495330102120020100002010001000002215
PROSOPE_orp0681999-09-27T13:1539.112214.709349.879150.04025724264605493486142353639305926372290202419841963190621382222249326442746263426972569251723992154205217311615149613271204117410159348417606746305734593753182842222041861511201129894676665453741382935302412101345442432054101100000000010000000002213
PROSOPE_orp0681999-09-27T13:2239.112214.709370.555150.029505508479841903728321827262242198816791667141114931487152717571856197518952001193519131790171516101420128410989969188287796956775785165074114454023292912442161921441521301258596666250453937392424221814131277646122015211110000000000010110001611
PROSOPE_orp0681999-09-27T13:2939.112214.709390.116150.0148026342346201216841511114199482073662756054960764666475473572873170271166661861159756449743943040238534036130128929122723722020318716214211611890826568534347373727212020161810111072852353101200123001001000100100000259
PROSOPE_orp0681999-09-27T13:3639.112214.7093109.770150.014412603230819611729138112709918697056666025785935826646637187216686946346216165254944273913413162832422322442102042121791861841511511331121028179624149404530322632191511201494744240200204001001000000000000000000347
PROSOPE_orp0681999-09-27T13:4339.112214.7093130.152150.013662403201817701463121510188686906205294494204755235536015785636116036195455244704884433943712632972382152192011901921701671741091171179510284676346373328342018121112471055313132002013100010000100000000000000395
PROSOPE_orp0681999-09-27T13:5039.112214.7093150.326150.013552456205517401481127010198047336295354594775075415735606036295686025815815315194724253603492942542092101941801531291341171401291037994697556422938292415102414151535363232001011100010000000000001000000100273
PROSOPE_orp0681999-09-27T13:5739.112214.7093200.242150.015262586233620211724152612739838967156675626076136536577207637737827516967206596185214754593923543173162442122182062211681751341431331201049376715539333427261216139667125202001020001000000100001000000010000231
PROSOPE_orp069 1999-09-28T10:5041.884910.48347.065150.066411247612370114251063195428338712761895408490144974463454848435339565857975829581156325384528949344579451941253985373533463032281522982160191517211537123811481059850703605483422416308245208185164110118978869444746404336242320111415119105553114340110100000010000000421
PROSOPE_orp0691999-09-28T10:5741.884910.483416.786150.06754127111241011892109419756854672066194554350584620461947814950540957495880601161365901584053505355502746694366413137213354312328092304221318771782154714371187105191178558349237839333825420918213110411493556177444745402723242599810848407233120301001111100001000320
PROSOPE_orp0691999-09-28T11:0441.884910.483431.977150.05337100209415845379267025629653584707413737733594340335823614402144074394458045374246393038553675324329162834242023362057182716201440136512051103102791384272565760247043737233729125423016414212811810911610088686566624929282227178811245643133211000000100100001101019
PROSOPE_orp0691999-09-28T11:1141.884910.483449.809150.05207974089788298719564815533459938763527322529452856302031953475359838243904379837523585352232253064282425822387205118921664156713511236108810421004917801712651577488456384336265234210168153154117128981018271596847443931211815673974736212211000000001000000003118
PROSOPE_orp0691999-09-28T11:1841.884910.483460.241150.0650912452120411151410694992284277340622954314998450443334515456948335146512252425140483846914484401336123183293124362133196216121480135212271048102310628949358147056546035134083663382552301851911551481187780726864494137322422189131311276242550000210010010000000003317
PROSOPE_orp0691999-09-28T11:2541.884910.483465.266150.059001120011215110171027996498727741663885580505647044806491749465067546355905477535550894874435739683556316227152416203817831616146913561213108695799587584778580465761057646144133928023020817515911611011490946571503731341592011698856405201421200210000010000014116
PROSOPE_orp0691999-09-28T11:3241.884910.483470.263150.0569910754109191041610085911282926893622152304864444045514506462649144978491945054208397835993183280725602174191517141538139312301155985830805722707738625632539562471413349324252200162129122117987154695036413043231116121113672461213002110020010000001000002515
PROSOPE_orp0691999-09-28T11:3941.884910.483475.053150.037747096696965676134549349504335354832622953277726652745283829503062293527362612252722412142189417331640147413101191108710359608598117516926366316465936045024743813312992442211741471211028875804544484927241815211015126105552322101101000000010000000003111
PROSOPE_orp0691999-09-28T11:4641.884910.483490.308150.02519455540613599299926732123170713761234104410039519531024106511771216121211701179110610049709358347847236476105515305174695034354444163573733213572962651991721751321059591906153453831211820916931064152232512111101010000011100000003410
PROSOPE_orp0691999-09-28T11:5341.884910.4834110.378150.0227341503715324127762237201917051435120110829739619839541116109710931159111810781103103693391382578467063056246245250642338136335832226428825423620619017516012014811778776659433930202615179139868391332110001000100000000000000000349
PROSOPE_orp0691999-09-28T12:0041.884910.4834129.845150.018413226291823642045176913941179990866754689692657712802836822873824839788746719681636591524484379403342303301293251220221179169156150144129122118988776585257373331221417165685552102411020001000000000010000100000308
PROSOPE_orp0691999-09-28T12:0741.884910.4834150.039150.0192535653055271022741961162313801189977864786800758821870872937894986947899861800706663617577466384343326281263268235233220173165173161136135116987794625342463428131521858851051112000211000010010100000000000000257
PROSOPE_orp0691999-09-28T12:1441.884910.4834199.831150.01711321727352309197616211379115991381674971365263969274878376893382779377274369864161450746839938032928524427723221021018816414214514710410297806356495046252924221710994864102200000011000100100000000000000010266
PROSOPE_orp0691999-09-28T12:2141.884910.4834400.641150.02104377234012855236520731749144312261051904905852828916947104110051065107110179778878457727306185834463983733422742622342072281951781561401301098278765755384632353314141981268722203200010000010000000100010000000000301
PROSOPE_orp070 1999-09-28T12:4541.891710.43884.740150.062201168911136103019620861976946846578051124656441544344569485752815561591361176025567954065127484943944055387135523293316828042627220020711828163914161269110495381163655642638431530621918014314512199917264525544392435251217812913477176320310010000001000000000421
PROSOPE_orp0701999-09-28T12:5241.891710.438815.200150.061921157611134104039636863375866673586851774763448543134707487553905668616662346264610957505417504047324430411839193712338631542880247122671927175215621320123810308637076394724173562682291901751421361049173506143412829262426151215645242710221111110000000000000000319
PROSOPE_orp0701999-09-28T12:5941.891710.438829.809150.0528895618993807273056422555947394125361632492977301031043249349737433851387138823667348334083083294327142440219219991866164715001309117011359278547087015955254603753473162702091771271111128568918259516336413819272312106788761211323012000200000000000002017
PROSOPE_orp0701999-09-28T13:0641.891710.438850.282150.054551020394738579781366106055520344063898357833873316337836163847416642464387447844274297408640073628331128692612227318591659145713481132103792389182176367458147045741834532526522315816813411982756081505846563439252414161213911664231400220100200001000000001415
PROSOPE_orp0701999-09-28T13:1341.891710.438864.194150.0429279307747712265615763502744483673323528992777269329112943324533543340334734153303320529562755242922481936170814021247123610569598978007116796496265555064854133452822122251871401111078392615552493034362123171311105366325412100310000000000000000002013
PROSOPE_orp0701999-09-28T13:2041.891710.438874.942150.0336560885421471140743352271122721805149014421261133012921342148716191689167717271672152214521393125111481084953872863776732696634578578535518429423379359327317232220186147116102977475505132353115201023104692562223121112000001000000000000002911
PROSOPE_orp0701999-09-28T13:2741.891710.438889.842150.025614749437936783310275122991930157713081165107310021009105311651210121013231165119311581031104599388976965561553147744745939439235136034332326727324624718618115114510284767172435438233223181451981497311314210100010000001010000000000239
PROSOPE_orp0701999-09-28T13:3441.891710.4388110.429150.0163928402492218518471600126910728827326886056025976306746546927127567186596206115995895504754113383703262833032902702382111991781471501641359610779776356475750374121211218161259555507232002101001000000000000000000297
PROSOPE_orp0701999-09-28T13:4141.891710.4388129.382150.017093125258121441703137010428787396105595324665004805495746175855916065515865285195114313943413152722702252332192051951841921431351101051199894755261374040302033151991711684320032111011000000000000000100010000295
PROSOPE_orp0701999-09-28T13:4841.891710.4388150.247150.018763319292124532102180615301231101388381671573874182181391992698095186880278073568060361150943542034731526327225025021921017916514212712012292787040534230312526248151457768371110101001000100100000000000000000283
PROSOPE_orp0701999-09-28T13:5541.891710.4388200.074150.016752971274022591892163512601063899752723648674670637723754781788819775758784669632606487451419328309267256251226211211174186176151112115111107826757514544472329171591059345121220000100031101000010000000000000271
PROSOPE_orp071 1999-09-29T06:2443.42357.85335.112150.0645512375118871125710244934685277462646357785285495850885069539259006345634563966257591856365202482144884263381537343461315028572500233820261851167815731366122010708196805744954774003542591881721391311259688706754494744333922232212187101269101111312322232032002120000001319
PROSOPE_orp0711999-09-29T06:1743.42357.85335.158150.062291220111581111741046295528678754765785721533550515088516452595939637164616363637961375662519948904489421639603710341032322968256422702054182216081550138712291135909728618544458422334281214193146106116847276645957635233242917251455678128412432300212102210111000013221
PROSOPE_orp0711999-09-29T06:3143.42357.853315.730150.066871241511768110111008791338114711063145486505147114720484450195430585859656096583556855233510849984714416840543672345031402906259623162110183715581430134511901048837700587495420372285252208156175120987981666458594140322221181489465102564100122011110100010000001717
PROSOPE_orp0711999-09-29T06:3843.42357.853325.883150.064601232411492104629525842971025998516445694159379537113887394243074621486450055003513749714964496946494343391436573476324931162813252822292035178615551292116610078236635164853863333572702071861641331249994827050484233282120187135811544432642351110001111200000003715
PROSOPE_orp0711999-09-29T06:4543.42357.853339.909150.0839616350155751445113359117351037484877414623557035249522551805677588962426412655866566342607459085598542148534367398035333296296126712495223419781725166314091319102995278559852846838733326622318616315114111792826354423943353224241720697404424333522010300000000000004013
PROSOPE_orp0711999-09-29T06:5243.42357.853349.880150.07204142141387913286123691132010255885578056881635758365856586560246518667466706366582155375058472444694178380234453199289626462377221321482081186719481637156114291244103578069255145938634026821517715414510612273876750494236322620913991011534241010121110100010000000004611
PROSOPE_orp0711999-09-29T06:5943.42357.853359.632150.035966887636058655273450438093288273223912017190319201845187819302015203819761850171014961511138613511192115910319618518368137948988508057507046886095164493643182862162001441291157875796855513930282825121411159463422132121110101111100000000000389
PROSOPE_orp0711999-09-29T07:0643.42357.853374.806150.023114308383633112767232518301434113793986876477472677186888891597798894387882277369862868558051341142743438535036831335631332325522920719815614612497747858466144353429222023812991356653510231420000100000000000000000407
PROSOPE_orp0711999-09-29T07:1343.42357.853390.087150.01923343131702752242119721721136610859028257417186987738497898638758508006896576186175415244734373893633433443163022922892412602011781601731231231129358666159484137212622221961339545122102101200000001000000100000000475
PROSOPE_orp0711999-09-29T07:2043.42357.8533110.041150.01266242222441858158114141099975829682611589564602607665679724768743731766693669612582514479445378373367339315270266253241204213160144154124116110986455504543323225281591412664531121210001100100000001001101000100333
PROSOPE_orp0711999-09-29T07:2743.42357.8533149.817150.0127523692128177614791293108789472165059455850757653268366372670067367673864563958551143041739334831129124522320320520219315415913813911110786887556374438293217185101076352511100031221011010000010000000000000331
PROSOPE_orp072 1999-09-29T09:4043.39377.83286.797150.0601011748112211057599459227845872556563581454345172518456476062643269957369756674897158679061305832545050334570423340713827346031572973273323802212203718751719144311289958086485885083773662692311951381371039991877669657451374030241289106310987146213210412022010010008121
PROSOPE_orp0721999-09-29T09:4743.39377.832817.325150.064921230611353106879994909780836988614853755043468347024965512855625950634764006459647860345835555253684928454142294053371534533180297925812308207618711721144012021048838636545449400364333213188150128101100896973676469455137342421207113610105810582113100030000020000001520
PROSOPE_orp0721999-09-29T09:5443.39377.832827.466150.0745114241132181172210394916879416773579949644592420642444237447248095323545755645672570058675832575455415211477643323925382035013185288426752408212918581655155111909757846705374894373703402642121771621361309070725060534750472525251816646464613413330001144781238431224619
PROSOPE_orp0721999-09-29T10:0143.39377.832839.919150.0816415752149051378412336106358962753264855626515448054545462150105339571559646081599459605646562253485040468540843689339429382774233622012059183317171593146513191098969908667562515440360325246225196166109118878683717050373222251617131545443266465242200112101100100003718
PROSOPE_orp0721999-09-29T10:0843.39377.832843.022150.090101698615996154381377312014104408594733963335764530050425127547058276128637166546676663062536077564354614789445138963561318629492582230822011971185116951600142613111088940853661597532425356306235224199155133122979591526154423313207131275540225511412101110010001011013117
PROSOPE_orp0721999-09-29T10:1543.39377.832847.160150.07157137081357713153123621133710060868675876537599255705366547056185945613861356026561454495149474345204149391636903424320229752763253623952071195617591586153514331284108694172167958641341536829922320217415613594766469564329292015201011167324143232301211100000110000000287
PROSOPE_orp0721999-09-29T10:2243.39377.832850.183150.0496495029321853982237524688656965041455939943765373038383957417644394309399336093295296727622719257823692190199418631681162215061416136313601336126011631153102589173463555147538433330223820622518515012110395896447483824824131711911767232421023100110101000000000396
PROSOPE_orp0721999-09-29T10:2943.39377.832860.076150.03059555950404307355229262394195416601380119711471063105210991198127112631273133911881135111010749829519137977706806556195816045725555344824604484254023852882241841531581191289590677362413828231918201410812362242241000102010000000000000000335
PROSOPE_orp0721999-09-29T10:3643.39377.832875.004150.022504116366731102666217317821340120195987675872675187182084710109309098808487627397206416245244714024233813623583593373223043272732092171731891431231171067569525030322934192551211117556423652200111020000001100000000000334
PROSOPE_orp0721999-09-29T10:4343.39377.832889.914150.013042518217719111654142911911073879749724641640637614750766745746753659592610574553488429458400368290328310281282229258234173195133142108120926476634749394331162013122210391112532224051001010010000000000001100000473
PROSOPE_orp0721999-09-29T10:5043.39377.8328109.445150.01595291525962184177215391252990845762679598658585616685756801776775821775766701646594545505429397347312299301270241210215214176159120147114106938160605242364422201514101611723132002010010011210001000000001000000262
PROSOPE_orp0721999-09-29T10:5743.39377.8328150.112150.01539288825602280179216081355107396171170661063466860676781383180285085777078077468365057754546742738933731932927427325022821918514213615212110410173655245403637222521176178734724141011200000120000001000000010000371
PROSOPE_orp073 1999-09-29T11:5243.41477.85964.235150.0584511220108371000191718212756466256028520050234851492351395520637869867437784081017870752769196307564450644543422038743623352331842821265223612071185616351543129610939488036385344354103522372031841551231148397707059635156342721222061411912464642333120001000100000000421
PROSOPE_orp0731999-09-29T12:0643.41477.859614.999150.06070113221076598799075827776026603590653145002478349585278571962656882729576377818749672496581614655985215473643514149403938933451315129362587230920501921165313391112942783618523387366275217189146122125927281687063543743403123186108374526402140002121001000001000717
PROSOPE_orp0731999-09-29T11:5943.41477.859615.157150.061031145210901960591218392754867195978544752204848492553715782642669977451768176687447710865206035552451564672432041263877371634563308296526172413216919161722142612001010746609518423350316267210168128120738969705561554944262427196102853755346131003020112000211000619
PROSOPE_orp0731999-09-29T12:1343.41477.859624.857150.0642312197111309957906579656968594152044594404539433932411543114693510755195759564256895633553955245137476045084168392037773578349130162779241121611959176514891224107680763050043936233726719721217815411810680935851524641454027221714156655423232011101001010152221010915
PROSOPE_orp0731999-09-29T12:2043.41477.859639.529150.08383164141632715793147741356612443103439051781171926614662967766950756479748135822179237518704266916286598954544871428037553491317228042474232220291984171816061401122510629156736025344313693092802091901651351129268645440393221212617913985565642112341010110000002000001313
PROSOPE_orp0731999-09-29T12:2743.41477.859644.685150.0542910393987994748716810070276065543046574195401039804050433146734967516150174669419238593563339731152982266123782178205719451795160615951489138013161222112410009527375625004233532912582091741511361058410675495158383425282022149661634101010000103002010001000001011
PROSOPE_orp0731999-09-29T12:3443.41477.859660.184150.02783527747013967342127702296188715471260109510079251004104110971168114611901198114710451001984925871778687703594593528506535460433421424415383332313268195209163143121948266796447464531201714201571267822510421000002100000000000000000119
PROSOPE_orp0731999-09-29T12:4143.41477.859675.271150.0204137783463286325772084173314281109920801728759764724787855897940909844849771776682606570520476468409428376371379374324322296259254226183168127134105786263615648423427211916227125765533411300210121000010000000000000217
PROSOPE_orp0731999-09-29T12:4843.41477.859690.438150.0184934353173268024302058168013671130938848793754786818871873938881842804757699667601557534472406399406376358339332301275288234238203182156149113117885760534046332930121616181013147835221501020000011111000000000000000105
PROSOPE_orp0731999-09-29T12:5543.41477.8596110.009150.012432354215017911517135711009187796795725575705986436707187018247487196977206736275105374934324073422952952512652492232101701861531311151079979736038403631313318151013138566437040101020100000000000010000000000153
PROSOPE_orp0731999-09-29T13:0243.41477.8596150.678150.01242229721211841160113141113954792722627602496590598612686689721723710659692634571528439451390336311281239210223202197172172137151125100889093625554362023192018171517117535322510210101100000000100000000000000101
PROSOPE_orp074 1999-09-29T15:0243.44467.84234.380150.0644412533115061064595338448764666795790529248794711473550925477638273217735832986358611845180627492668258195036440739183610351430502912273024892323194918391637137612021048884721620517415373296275216200164133107102968383746449414420252412171318101014119651332311120203110000122221
PROSOPE_orp0741999-09-29T15:0943.44467.842314.348150.06687128921178510454942383007556624854334936450344664434478350035841659871277789786980507767756971216399569250064362393937103565326230542851262022982066181816821524126110647876905434603703272522122181771261189782787264513333392824211673789677222230110100012001010011620
PROSOPE_orp0741999-09-29T15:1643.44467.842325.002150.06668128791184610511923077306948568050854335393436963616379040704303481853125472559656635578557853555048474342843903361935213202310029102655239023702213205818061506116990170653642437533728223420421912714710095727560595663703634222121241551128521302101111000021110201231219
PROSOPE_orp0741999-09-29T15:2343.44467.842340.090150.06424124691196010845100498428752362685539479844164051396441204263464852635463564558465872579155875391495943983835328828422544231121511879172715351366135011211100954701614497447429374308260216151161145981137988594964434028162515136114645434130222010020000011201000718
PROSOPE_orp0741999-09-29T15:3043.44467.842342.515150.06536127911215911116105249065830168186037521648554410429144844762504455145862629162246081592256895531507345304032353129392785246121911825181016581540135412531140913817651564485430381327251258227160146130999468675957533736292371271015243310412010011010000001000001317
PROSOPE_orp0741999-09-29T15:5143.44467.842346.354150.059371188911421106661024893728419736963775630521449545008522052255880613562966315589355235054475144684207397735663232297226772354221020041815167515851351124610899428146455464744283923603002382231791561128290766554423140232212118176412340030012100011001000001000177
PROSOPE_orp0741999-09-29T15:3743.44467.842346.635150.0623811926117041086710091931984527296624454865230477848014947533457926028633762546009570051155007459544403968357431092872255022722034193517101548142012551147981876798664533498413366335270246200166139121918074595448482926331514101675722224100100011001000000100000710
PROSOPE_orp0741999-09-29T15:4443.44467.842346.721150.06364125141216011584109649833898476886709586655625261519053935725625367056747664264976020558552184854453842843724323329062685247422711911175116611526135311531077950812697538514424383319282207178173160128106878165455835333026181412745361231000211110111000001010000109
PROSOPE_orp0741999-09-29T15:5843.44467.842350.536150.043268521769071136380564851034381390234613168294428153011309231943457343432533030277525082253208920121952177415941530137212661248118811361093110099810158667816785935293603122712221811921321241119788694949372320252220141412125322012100000011010000100000000096
PROSOPE_orp0741999-09-29T16:0543.44467.842359.686150.0325760245489454639333226266218801671134912171119108511351172126012341312129812341243115811311056937870734747685644592571631565538537531545499446407363332278210174142149134958855744833372726171314812584235211010000000111100000000000000105
PROSOPE_orp0741999-09-29T16:1243.44467.842374.997150.0244245234052347130482440205115661340104293486683285686492397210351064105695989179774873567963255347851045542244837139434033130632422220819516316011210810267655348494446322818131471013587136120101000101010000000000000000084
PROSOPE_orp0741999-09-29T16:1943.44467.842390.441150.01485288126212196189316531355118493886673668063868570376779876977680571467060757857250452246841239637132031328525525624723618820318114912711211292678052443227312122171312108798643010501001000000000000000010000000113
PROSOPE_orp0741999-09-29T16:2643.44467.8423110.388150.01235261922201901165014201164958797652599558550551537612584643678687693637620486498504437397383353330324283259222220200198184122121114106929672684543423525212114141611107283625002001120001000000000000000000000142
PROSOPE_orp0741999-09-29T16:3343.44467.8423150.374150.0122623382112179416311305110794670363357761556058759358565669272669168469164064758853144746341137631126626924522923321819219415012811510797999161665241262323201713151264622423421010010010201000000000000000000121
PROSOPE_orp075 1999-09-29T18:0343.43827.84105.156150.060191168310460977186107622682060045301479645724335454248175147593667097141765178908028752871256363595551434583406438063435336732172971275725042180194817431469143712331047857673546454411291271233208153148107104946964767445534536271596167138847777301102120011000010000419
PROSOPE_orp0751999-09-29T17:5643.43827.84105.249150.0604211623106089555876179656960593854664746456243894558477552435917668872767763799677607807732366405812520445714098387435103356314231322768243823081991177716361418124610099047016494854013392582301791921491181031008776776153574643332215217311511910855432321120102101001100021
PROSOPE_orp0751999-09-29T18:1043.43827.841013.851150.0623811854110419935887377897038592153754684455343414391467151855839655470377514752478337387676762915837512045494176394537833611335233062930269223712089180116691378122299279965054944532329325219418716813110772757861515453413229242511155989743451301301101100010000011517
PROSOPE_orp0751999-09-29T18:1743.43827.841024.513150.064121220910869959383447159629952334694408636783437338536513893422446254928526753325437518653355102480545074042358333603302301029322614239221391944195918231642134710918426225104403272912902181651211531399195897764465139322325191621211710522377340352110112200002100001515
PROSOPE_orp0751999-09-29T18:2443.43827.841039.606150.070941367013067125871187710881100708717792670316655604863576764712977128446866188838543813876357036653558085337458839673494315030592712254423742157197217541599136111751083838681604539504411365308239206191139134979374655777806736372516912159564140232120120100112111220001213
PROSOPE_orp0751999-09-29T18:3143.43827.841049.622150.0517410052935986017781693460155094439438153542321933373383351039014119411942323886369134563155308727772511232220731866174016301570153814801460139512871217106395191272561551540932228624622618214413112399806558684641232618141612864865421320203220010100121012000711
PROSOPE_orp0751999-09-29T18:3843.43827.841059.664150.0332261505650503443533752301124391997164914581324125312771334153915331596158114481403144914021315115210891062995926835761720699689659667652658618566486410365315232206165141132109827261665240332028202517191246581242112100001000000100000000000109
PROSOPE_orp0751999-09-29T18:4543.43827.841074.669150.0270250494416377733132733224817551524123410599499239809519841057107311151097105495391283079375367465258750249644942541137236433333732129524723824216514312813497895874494636332418162013141477104549402120010100001101100000000000107
PROSOPE_orp0751999-09-29T18:5243.43827.841090.073150.01752328728842517216818211623137411379777997787837857458588828378678528348177616786365845705384613953863683513383322762562512252161581561211171118874674652483732362124132014131038632042310021000001100000000000000000115
PROSOPE_orp0751999-09-29T18:5943.43827.8410110.034150.01179222919961661141611629868546996355515275335065336105776426786436436326135855755054484623853893753282502892772152232031831571471471161011108164605342333325282629251217765324321222000100000000000010000000000073
PROSOPE_orp0751999-09-29T19:0643.43827.8410149.191150.0134223972193185015271273112192277870859254854954357566569565976275669475068965355655154348746235938332928028026024723622220519215214612513110094816657444445252516131318111267926413001011010010000000000000000000091
PROSOPE_orp076 1999-09-29T21:3243.43197.84184.946150.055991088910187966691168404774567155962546451304727481051035339603363866684689865826286590056525104483743804009369733573069297626822485220919581752165014741345117811279337786555824613723302741921731571331338163747265482552363423241218109887661145322222210201000001000221
PROSOPE_orp0761999-09-29T21:3943.43197.841810.165150.05667108621031795518942841377786725572951635043461948154906516556966082638165786428621557705454505247854497412837523443322129512660243921261910160815441507131512631079902823643569479400323273242186165128122108102825973935858613235332716111310812881177562211000013111000100520
PROSOPE_orp0761999-09-29T21:4643.43197.841815.347150.05717113041041298359039839574026471583750404672441142854647485254195773597960816018576354655101483045094251400636903424325530322769245821221861162815691382123510969849177276294634053382912151821561329991857294685052514129313221112214656457286537710031201002000000819
PROSOPE_orp0761999-09-29T21:5343.43197.841820.228150.05746111851033495748767758770185946529245194337409040444179459149635381575459545774574255165260507747924545428239153720337632412934258223602095199918371579145112621045938758607534433399302262186175125152123807472707048484242233219201315121163658456111133020221000100001218
PROSOPE_orp0761999-09-29T22:0043.43197.841830.168150.0659612585114971028792598000705159225024442939793772367137624031440947255040524751505188508951105193483046424239389436253370328430732807269822812209209621251883164413431089886668542446388312215213185160131127111666163514229192919241823201313755333434124331000010001001101417
PROSOPE_orp0761999-09-29T22:0743.43197.841839.300150.07698147561412012842118051022888347713650657015248478146974840519356696024632366146775652463076010589554835111457241163625337730602869259224552351219620191992169914781170977818626555464357391283223208164152119112816956514649464023271919181512159947423030332020001000000100516
PROSOPE_orp0761999-09-29T22:1443.43197.841840.458150.07443146651380712919118421028790417644662558095330490150725081524159276291665869226937684464566174600155815085462640873671333829902852260923972304208019231841170414901227978866691582480429358321234201178170143117827975564956375226332019171391167334615213120010010010000001415
PROSOPE_orp0761999-09-29T22:2143.43197.841841.356150.079201534214677133351218411008972383407117629058605375536156255702637868477201746473227120684064316193582752314733439938553533313129332768247923362264207819691733153212001012863729575497476402301255246185146129111968268616158423831402816321561683444224322111111020110010002014
PROSOPE_orp0761999-09-29T22:2843.43197.841842.221150.07409144341392712871121231112697698308718363675835554353905595592667386963741375487479733668496394614556555192472641533666337130342861262623812197194319091777156313171165975800651523517393321329212194204131123868363544562694945272716197114758230210201012010001110000001513
PROSOPE_orp0761999-09-29T22:3543.43197.841843.281150.072391396213462128181173010678955382187106620556935411528355135848633669117249729172507163687564286069559252114430399835563354294728042595248722352105194517661618148212871032856724593530467368343288214203163139111827651716855443433281923181211861642010132200000000001000001312
PROSOPE_orp0761999-09-29T22:4243.43197.841844.832150.07664147291407713261124751143710426885279066896648560906071619366717241796381408269838179627573711166375977544449564297388135333313300127512568239823142022180417661470130711149176976265735094563262982261851791299585815555604064424819179111510111081084103502130100010011010011311
PROSOPE_orp0761999-09-29T22:4943.43197.841846.243150.07743149271456413935131391202911070948683247455684865976408682871617961834687058900880984248005762969136250570150894575414837653668334829632699249822902105198917451491126810799217876856215204613633062882221841241181148063556164565236301771111181193553313222112000000003000001210
PROSOPE_orp0761999-09-29T22:5643.43197.841847.279150.0761615020151051466113968129901195510517935582077651717172267656792686959411957197239311900585338102733664186085530948234422397336463464314029362502239720531888163015011254102391770461959646338033727023418415811710388586842494238392124221275952433310110010101000100100100169
PROSOPE_orp0761999-09-29T23:0343.43197.841850.030150.066061304413263128621275912194111069800878077527204693471487337774285449385955192568936836977177246679260015265470941333884345934523252308328222621232720231670148613211156944824694553531451369289232191175143113958572404442332426241821567223455262202022100100000010000208
PROSOPE_orp0761999-09-29T23:1043.43197.841854.780150.04284798273606371582247114101335928462424223419711974205021422294238024742485246723292282223720752079190718301731147313971331126913121287129612091200106410129358497656495374173102512011361311371231119884594348342822291417971473231130120100010000001000000010227
PROSOPE_orp0761999-09-29T23:1743.43197.841860.116150.035546441603551424508352829232263187616121456136413021382138914461554164316551595165515911548146314131387128911831049102989388085688879784178975871662761248543733728822419917914712011610568776340352129232915151588772224132000010000000100020000000166
PROSOPE_orp0761999-09-29T23:2443.43197.841875.308150.02370443840353575292123751890153512131021858806767713749762826849867817809775722710588603502480438389359351314326279296228267235209207165160119142120848973555639292623302013841358581333231130001100000001000001000000215
PROSOPE_orp0761999-09-29T23:3143.43197.841890.212150.01707312328442478218718831498125710968387996836936906967597598138147546966276035684914724773743603463052792412652232052172152141601541441199676767668384033223018171412846332412412030100000100100000100000000001184
PROSOPE_orp0761999-09-29T23:3843.43197.8418100.265150.0115921241977167314051167988841731590556492497546543542571582580574580544499473454395393325305287279235236223202200162179157130120929569525652542927222622171095724354122312012010011010000000002100000000203
PROSOPE_orp0761999-09-29T23:4543.43197.8418150.683150.011572082181515861368112892475067056348444143549147250756459660257459648253851346137638534030627823220920921818119617116116111212010075646251534237231813151471410674231111110001010001010100010000000000000191
PROSOPE_orp077 1999-09-30T00:0743.40487.81975.119150.057471144211128105339933925685107448649658465572531552795606597565436970751473827117664362665910536449174541426736393507324729492612227620981844172714831320123911009418207596355655074003352282151811341261078066666960515249331922161813410611151213111294626223120121100201201619
PROSOPE_orp0771999-09-30T00:1443.40487.819715.227150.06324118491101610515944885487544639757314973470243364352458147264996560259826054603058655727548652994935470844004103386636023449314128752515215520331799161914311264108083873661749541133629422919613513911997978479667150424433303430162311678455872041202230021000100000917
PROSOPE_orp0771999-09-30T00:2143.40487.819725.049150.0683213171123601144510355921980036948613952514853452743634446481352225557578459625823575056075464534350624823436441973850362334303254292927632332216419461775156812941106762698513408365280272218176155123132114101696650474438443233232821151412564124413114200112000000100001515
PROSOPE_orp0771999-09-30T00:2843.40487.819739.522150.08570168371662016115155101408412569111779860852678627434724477068164879694309610938792908919824976156976638457335116460641903796356133373149282426402486220620491702142212091015749661540495382341274221200162139123110786654424046403424211215101511795912213322200110100010100002213
PROSOPE_orp0771999-09-30T00:3543.40487.819747.328150.0839716706170951713816950167911538213525120981087010114967399551040210968119121263512864123191175811041100489016791169046398561250704730477049274701444741523827345730182640215218431447119793380163854745840732724321020413713710179867156644934262521141516119642965631464043021101112001001411
PROSOPE_orp0771999-09-30T00:4243.40487.819760.276150.03404654558915256452138533264264822031926168515131445149215821619178218111741169816601703151213961405124511791190998977886882837876793792785726677590508502413332287212200141150141122104768775635443293224291820181510147436200001010000100001000000001209
PROSOPE_orp0771999-09-30T00:4943.40487.819775.170150.02072406136773171272823421981154312471050858844757809782841933934933939894900837789734698617589539439454411382406367371313335301269254182211146139125117856670515643463425262720111614111053621943120100100120000000000000000187
PROSOPE_orp0771999-09-30T00:5643.40487.819790.646150.0161630432641240320681766145912671041883800716736663723763800787817823758695631569593536537478430370350341390340281275247263227219152166128117859572775050304834252317171611201457653434110012010100000000000000000000115
PROSOPE_orp0771999-09-30T01:0343.40487.8197110.277150.0138426372336192617111507127598487576164662258462766366478277685484787977180469175167261557749847442941337439133630028529226922920217416515812412211011178706867395034263325162312810353411412103001101000000000000000000183
PROSOPE_orp0771999-09-30T01:1043.40487.8197150.283150.01235224920531707144012221091818756659601566524534577593621681732690712687672622569552522440400348310299261266243206220205219191184140120114116758870674141483031242314766634434211012111120000130010040002000100281
PROSOPE_orp078 1999-09-30T02:3843.40217.81713.745150.063371278312484119891130810498955681807253641358945558529656015770621265846670663264326285584354644980459242123882378333053019272824402233206218431678149513851212109690479564559756245836831523121816612310610587889084586949334125291719188155851599118442222202101000000000721
PROSOPE_orp0781999-09-30T02:4543.40217.81719.099150.0650412456124731181911473103439156786271526247561952605298529255866050640564266494631159865619517448274412417337583524332330142653226820281920171716051459129112471028889782648534529433353307206184154125125789081757570514052352728161499514109101210125623211101120000000000419
PROSOPE_orp0781999-09-30T02:5243.40217.817113.790150.06570128531258011807110291021492697973701859775585532851885418543358136333648163586391601555245400488945854149391736153241304028022435212219631760163114841355123110168847536825874674453602802351751431149398688178618354494627302420111797891289756430210221110111000000217
PROSOPE_orp0781999-09-30T02:5943.40217.817118.588150.061121202311757105919870865076956744589350744884439543554452469352595361565757655657552551795134481546204189401335063396312028642627242220481837168715351324124110258948166255484724193263022121881581371281109187998467505338352824211315159061097661103021110131000010100315
PROSOPE_orp0781999-09-30T03:0643.40217.817128.982150.0704513391125651170510777955284147008607751954804443743544447474251015281538556655511544053415134490348444432383036373325314629052823271123812215205918701784164814031125938661603455348295280247184171124134107104637160593937412514202010167266623322340111110000000013000513
PROSOPE_orp0781999-09-30T03:1343.40217.817139.209150.08654175521744317171163241493413406115601008686558132765076557587799285428837896688438691810774226866621757145316487743804060386836753711350832403133294425632283191117181510117596974962758046539430225622920616012612210210181706258353128291511149711588451044311410130001310000001011
PROSOPE_orp0781999-09-30T03:2043.40217.817147.221150.0417480457618695964605682504442813655323729782712272427672754305630023085295527392532233922722174201419461675165315021327135513181307126912721271118511411070975935758649472423327277213175145154125110748259624250263321222314171111553521110021110000000000000000039
PROSOPE_orp0781999-09-30T03:2743.40217.817160.160150.034676566621254384725406234602697237419811756165415621609164016441778179418341799171915571484146014211349137311981180114510811089114111181138110810351001869776707650535405313271256196175166129113796673664038383135252411141466444234111300200110010010000000047
PROSOPE_orp0781999-09-30T03:3443.40217.817170.278150.0251446164099358229372440206415781282108292188587882988094610139871033103292995083982579570270756461149743645838640741340834735530829429426922416814913112310068868552484739432320201214910115440131312100102010000000000000000045
PROSOPE_orp0781999-09-30T03:4143.40217.817189.882150.012852420211718031569135611149977526946286085275406326296297016826555995975835084944414414023983813373512772482542182262181811641341101129387767451513440202222241917117943232221010011000000001010010000000000083
PROSOPE_orp0781999-09-30T03:4843.40217.8171109.906150.01485282425192187187615761399107893974773662665366270773183880983288287274775472170962565455948247442340640639333629426825126220517716916013013110710066696556455938313428171410108574523311200100000002001100000100000062
PROSOPE_orp0781999-09-30T03:5543.40217.8171149.911150.01185226821001753153012741106855794654570570534542551593671690703712744675663629594534465440361356299256219256231258217174191153152130109979570785946462924281811137968523310111100010111000001000100000000000101
PROSOPE_orp079 1999-09-30T06:1743.40247.82146.777150.060861218111499109191013893278319708862065372496746194434462146685118549155325584540051894875455843884085385935813280308726862412221819911776163015041351126511529548086676445574324143653002191721311211308883778268594742324128181816135789121417131079345353313111002020102620
PROSOPE_orp0791999-09-30T06:2443.40247.821416.071150.0665512889118481064797928420736162745389470441713938392238964113466050145255534254195415527751515091487145064223387935453490316629502576235820011709156813591220108889875063753246641040131224820819115113411790707676725147354131231915171110674413613211222200012300110001219
PROSOPE_orp0791999-09-30T06:3143.40247.821427.132150.0651612479114481008692457839669556524801415437673442344933983505384642614425450248044531466246454836447240573668337231012778265824492230201918031671152714431290115890170161751143134830826319319613915613010596766950524338271820332312169933227341031521010011001100101318
PROSOPE_orp0791999-09-30T06:3843.40247.821435.353150.0722414038134701228111090959182477017596950564494414141494135431246744793503850695111500849844724464245634104373434513033278726512392216619901967176116991569148112741143974769630519475331316264226197182155143107108818172494841292016281223761011255422223102001011102101100717
PROSOPE_orp0791999-09-30T06:4543.40247.821437.872150.07421144491377612727115991055887927712648956365065464545674661476150435252551054175412511847564624442942983953362831932928275124992321209119471837164615921407134212511051889722602535448350296272216198190140116108908373586243382617201419106676347271151100003021201021001516
PROSOPE_orp0791999-09-30T06:5243.40247.821439.859150.074921474314485137391306411389101528723737563215776531452375262530458395915607060176098562753515049483945664303401836593373311531302672264522892146202818931761169815361263113592276060356446439030126721222416014512810967645457502730181918201312831534324030130011300000000010615
PROSOPE_orp0791999-09-30T06:5943.40247.821443.808150.070971397513906131961246011341991885967406643860095479531952835568566559546031596057385320488946704367427339663632344732933059291027102464226421132035172716721531144312641040929720621536454347333259210197168142106868778545440282318181515119954573332201002200310200001010814
PROSOPE_orp0791999-09-30T07:0643.40247.821446.988150.05314103549905918484587351682056964923431038403517346736833814392239893981391936483626336130832922275726282330211419311768172616211563144013801259122611571207103789076067653443837632929520418419415612093101815154473826271892581085692421330000001100100000100000313
PROSOPE_orp0791999-09-30T07:1343.40247.821450.125150.045558840819977327020627053244544401534143033293327892840303630813263317531382956273224702353228821432108194417611621151913531358130212621205115511241023104198183572358550641334134125421420316414312411311072665356533737259191013843534213400002130102100001000001012
PROSOPE_orp0791999-09-30T07:2043.40247.821452.123150.03683695163795645509743653794320826282306206319461913188218412085214921272047197318841746168816801610160114841429132811911174116811391098961103395592486479072359955145133830123020916815915611310495736445433730262217141061136873213022110011000000100010000311
PROSOPE_orp0791999-09-30T07:2743.40247.821455.106150.031626088538047304183348428892393199616641534134913131391143415041566156116031496149313971396134613511322122611501114987997996979908878859870797757666609573456370292270215207165147121126968272594033371823121281779593444003230112010010001000111001110
PROSOPE_orp0791999-09-30T07:3443.40247.821457.291150.030105380473440033536280623311896158912941179105410441073108811881231126013151271126611871143118711551044106095789182581280477877173770564762357853547640135030625522116816212911010889745645403434221413107108443421113012200000110001000000001049
PROSOPE_orp0791999-09-30T07:4143.40247.821460.105150.02848524345113860307724592025163213101122100088990184692397910821089109511331018100095198390082175573966157056952453150649550246947045844939836635328124319816113011510173746941393528152418161386114100421020411000001100000000000000058
PROSOPE_orp0791999-09-30T07:4843.40247.821464.796150.02370437937773280270822481738131011239288647227447228028388759468588908908818367647096865855314984494393824173863903583483873423583263022571901941481461091119469595050312524161891110884353121111000100100001000000000000097
PROSOPE_orp0791999-09-30T07:5543.40247.821470.438150.023514424391032892799231017631444111292277271977571975786389495490491589983879075471264255148747140837834737736232332428727123924222921117715612911492956760544532261625151211587532415312224201002000000000000000000046
PROSOPE_orp0791999-09-30T08:0243.40247.821474.936150.0203337523436301826142053177314161097921839740718712772786887877874869840770705726653621536500404350362349324316330307303316270242210203169140137129779467644838302220221413912126540342320100101200110000010010000000065
PROSOPE_orp0791999-09-30T08:0943.40247.821480.244150.017483355304125972316200116071333106196581870873380673786589594489482879376567765860554150248442235635232829032226426525522924920717315713511110989868253632631232213171016151177022143111011211011100200010000100000094
PROSOPE_orp0791999-09-30T08:1643.40247.821489.907150.011952228198916941437123811209517217116245765475285776216326216356185815405445114224154394163683153142612672182121942032031621451401179610674835772414942222117201091151018463222101000000000100000000000000000073
PROSOPE_orp0791999-09-30T08:2343.40247.8214110.331150.0133823452243179814921328108687974765356056354748560959065870869471067564761959255450351943540436131533029627325919720317818713713511111081816743523534372523201310632651334000021010100011000001000000000000062
PROSOPE_orp0791999-09-30T08:3043.40247.8214149.880150.0908165515101242102288579064651147041236536439740345744145452748748947044644239238238029728124419120317015115216212914310311810384936569534734242715151314125552413204113100010000111000000000100000000071
PROSOPE_orp080 1999-09-30T09:2543.38507.81266.539150.055311078310378100059361861276586697570751784625444843824531492252095425541956875422533149194484432940353641346030692978289426212316211218951699156314301320114110568877066005914774243903102402241571611541089210411892695253403625391315175566433101201121001000000000000721
PROSOPE_orp0801999-09-30T09:3243.38507.812611.654150.0606511363108669850893881727062602850894453421039433825401041544537481349255073500250174822478846644447415837313666327932032907255122862017189316341500130911029468286556094363883312772522411851541321119382797266615437382920251211124865331412311010111010000000000720
PROSOPE_orp0801999-09-30T09:3943.38507.812616.495150.055081073310213100389207832276676569578750424622433543534314464450995258549954845443514348034447432139333677337532072976267224822281199518821709156914031263117798684773461755147342634632426920414313999105857572815645502936202012724254533830010001010000001000000419
PROSOPE_orp0801999-09-30T09:4643.38507.812626.716150.06450118621099597148732760465585490470640833731343233193484369239844200447445594700465746924806486846074354404036173358343731533020288926032291200419671611132610537786764834003552652412091861321321139483608260494029192325101318131812437031044101120100000121310200618
PROSOPE_orp0801999-09-30T09:5343.38507.812639.993150.071191385213026118301056091897855690657584873444241383940396841134548487650615105502850484959465945344309393434263109280925692344216519161953168215361330132611419958586525374283803282642321921641281121139477785948374331453119231516129312315120802110001000000000001617
PROSOPE_orp0801999-09-30T10:0043.38507.812647.060150.0912317735177651705816292148631346811658101798869816374977359738077888237844583898399759674506832631558535717539050534806465547864715437139133652337029712637229819271833167312781183962887732638530428318249254201166148116127796959544633252222151216191381013138447265742001102000210101016
PROSOPE_orp0801999-09-30T10:0743.38507.812649.664150.06645130191278612360114671044293367878674660845562502650475203543457355946570056675314505848674452420239273831339932053125294927502634242923562191202318681784161714351290100689768353053243638131225219820614414983958664576347392428241513191088121098563011222102001031101001611
PROSOPE_orp0801999-09-30T10:1443.38507.812652.993150.048719452904984637798689461295182468638993516337533043419353936543681371135153234306028382695252524882363209919281691155215851482141613561322127812741189110010628727855915063983582902481971751531101211087764715654394030242316131011175395493242631330321211121001104310
PROSOPE_orp0801999-09-30T11:1043.38507.812659.988150.0308856395312448239763271273022811940156414151326130812931296136314101376138213851355131712381249118910871050920857832773743735696695730694652527552475423339257275184147137107888475725944373029301622211111397851042445241021010010000110002000179
PROSOPE_orp0801999-09-30T11:1743.38507.812675.042150.02217417538703208270922021832134810889918077466877116967348359148757958707337376736726115734874624183703653523303542982902902772121962161591661321089086705746424228312624109889552033111022100011112001000000121000088
PROSOPE_orp0801999-09-30T11:2443.38507.812689.979150.01400253021991943167414801208104386273864359459358359969766968470666466154251144945941340136932826627927624723423721218119916714813710611685705449483329312520191312121113852223211101001100000100000000100000000057
PROSOPE_orp0801999-09-30T11:3143.38507.8126110.216150.011632054191116631312111595975967054145345345943948152251857759858859855354953649643938737839928131425228326121521618917918113611110498788763545144333718171619151564362430120300100000000100100000000000000016
PROSOPE_orp0801999-09-30T11:3843.38507.8126150.208150.01074205518331511122210259687366395544734514184424545025125065515405505455264564223844033643082542442272022101801801761611521391141208676817657485634271119177147910541222230100100010000000000000000000000075
PROSOPE_orp0801999-09-30T11:4543.38507.8126174.820150.0106721331781157313851136932815682585531480436504523584611602607706653650624634526505445389374313292267246218214203167157152114127101101102805464573434262123201810743244520120100001100000000200100000000001054
PROSOPE_orp081 1999-09-30T12:0743.39337.81893.604150.0518399849485889480917339667257225116445943533980392741644378479050515225541253905127477644984047370434993273295727422685250922932114191217841579150013591197111493783867352452842338332629622319015513413111310384116747866575138202213141012119775466212100100000000100000421
PROSOPE_orp0811999-09-30T12:2243.39337.818913.527150.05164998592238493749468656052512144653801354633903418341835773980428344504498458244274239405839023733344932422996292226532481227521081895181115001442127911779908427395875454073913232932411941781351077176737059525249353120181310510333202830213421102000111000000617
PROSOPE_orp0811999-09-30T12:1443.39337.818913.796150.052009964912485577719689360255267446040023601338932933389349739044260442943754472445142324055383536573370320329602888262925412295208618991693157313631253120410068546936235594344073322812541911521451169087637077466158453330273116661065522643242102011010000010000519
PROSOPE_orp0811999-09-30T12:2943.39337.818923.870150.06142118901094396558660750166185485470441473727355234603599383742414539464048865072489249514742465042474092374333623226287927732484230820571889167315371410117610328116595244593843192682361711561731171049779656339494226232130211611156772211213111001000000000000000715
PROSOPE_orp0811999-09-30T12:3643.39337.818940.008150.07098138611301012266113459828888375196525572152824822464549045108566459956320628562635953552052654909454242563716339129292785256423682097192817251526148913091179106192970357847244935128322522316414413811310086856658423935232123151614133543204304224000100000010100000713
PROSOPE_orp0811999-09-30T12:4343.39337.818949.670150.0611811654114751095810472958987297585635457065316487748835025522955196003592658755560537948684477414540083556332829002778251423292300214720311856170515621472136912661081912726557517413332276218181145169115997486716152543734292522199779642210110211121100101010001011311
PROSOPE_orp0811999-09-30T12:5043.39337.818960.179150.033436395566048774386353130532466211716971535139714031339141014691562158815561553142614151383133612771217110699895591480681875485078473570269366460448244835331923621316813112310199797980623445312420211288107265322412000000001000010000000000129
PROSOPE_orp0811999-09-30T12:5743.39337.818974.957150.02696492542943728317024281991161313021036907798797844789925100910251036977976902863901795736683591578488452421437433408386356336337335268219222184180156144110967859505636272813182217978584342540001000011011002000000010010127
PROSOPE_orp0811999-09-30T13:0443.39337.818989.670150.019013560314327402509205217351455120110008418238138418519049609529468868527777347026626455965334824584213833893943473383102902562452342101571371501061047360645852272622272112161177864212303200300100001000000000000000095
PROSOPE_orp0811999-09-30T13:1143.39337.8189109.932150.0114220081800149312901069895799651566507438478494496597563531605580558537519480499469442432381368294310295296249250212224177166156131132911006476606049413141292116132191265674003230000011000000000001000000000083
PROSOPE_orp0811999-09-30T13:1843.39337.8189149.849150.013992703244819741744151112279428727236656376185506376917277858017938717117886846055805964595033843703753222742972642202372181691631551291191139891706251484230312623211371283245420310210310001000000000010000000091
PROSOPE_orp082 1999-09-30T15:0343.37417.81835.218150.0530210308962386797683680360455033432538183425327931793267335737203908407142974248410540223661359133413034274926462464232422212093196816841634143712721156107695489067858554846337232928721417518515815012911191957882554534382724121614141515136139414450262220000000000000621
PROSOPE_orp0821999-09-30T15:1043.37417.818315.105150.054091008995238417749765895691479440963557336631503050318233833690403942934475452145404407437841873945365933273206293528792614247220871865172515431276122010689398127165394663753192862292161591481171099381786867594952373127122071287118565552311110111101311201000420
PROSOPE_orp0821999-09-30T15:1743.37417.818324.070150.07307139581266411271992887207479639155784908456342154305425545615081557059196162625460376191587957455178472442114105381635983306299326452392209820331902172414121161914709539451422313281221193159171130131899664724953443441151716161188671423201320020000111200120100419
PROSOPE_orp0821999-09-30T15:2443.37417.818340.502150.0656413053126741204011533105789795849974296561606756815665586461276577716074757434729168396417600957105067460541583707320330392890266123682132193416781533133612129848096745995024674353792732102241841601411151028064526248363917201810998636511221221120150100101131111518
PROSOPE_orp0821999-09-30T15:3143.37417.818344.766150.0607811943115891149111223105021005386507681709764996112611063496743734877307957775072786758613556925079456742673776343530972854284626982428227020641906174114511326110491280866553447645635736525824518418213211993937369415142342021101114104734332100230102121010200000000917
PROSOPE_orp0821999-09-30T15:3843.37417.818349.657150.047799187870282547699723465845749502345334284397739504056415746404780487446464355375034753026286927272473235720571924166616191455143013131246131412681076108698591873762651342533628924619419814715513110999757555513740282111147645764336300203111201001000200000916
PROSOPE_orp0821999-09-30T15:4543.37417.818355.024150.0401675587060653962505675519744403853332532002944286929103085324134563496325130562686251322572267215620321894169415791376126911441123109610129749809448908388166255204483723102312231581491211119186757750504222201218128957443523310023330100000001000010096
PROSOPE_orp0821999-09-30T15:5243.37417.818360.328150.0300156214918418836012874226618371516120010759979711030100910641169114712281207119311741181119511291081109610589818939048618578128097246886506545925824843442912392031891261091129894716058393224211716101277453432010111201100020200000000100085
PROSOPE_orp0821999-09-30T15:5943.37417.818374.902150.0211939013625308625002154165314231099905860729663724744796869885924859940784795684672612563513428414390394352375353358321309267237223206168135128121102826561586442402822221915147135325320033021001111100000201000000010134
PROSOPE_orp0821999-09-30T16:0643.37417.8183110.299150.01522270524432147188015741339108790875578268766563070272980879683585481371776969367260160853347844239538628429830125824923117917215815713212012398876860644344303124242720121914185434011112110011400000100000000000000172
PROSOPE_orp0821999-09-30T16:1343.37417.8183150.277150.0133625622199199316881430122910278627566645916065996616806637387577917757226796395925525334303813653192842572572142201941851321631421271161137469605641362832262919108671053310221101000000100000010000100010000071
PROSOPE_orp083 1999-09-30T18:0543.39337.81896.203150.0538910273994389868106739066295549486643433949384837433993410144884836498951705103475847364322413639133534329429992831265725962411215619871819152713951295120510499827766625745093993433072642211801551501181059781767363465737322817171176158191181354414321023100001000100721
PROSOPE_orp0831999-09-30T18:1243.39337.81896.422150.0548110700100809096831874156597554548484330405637463793377440264499483550005039503948764545442139823686346831282916272326092421225020631834157414701413133011601014905792676533443383322299230204173169160114125101103819472576050422825231811414128121273311101012021200000000920
PROSOPE_orp0831999-09-30T18:1943.39337.818915.616150.0569310925990288437967699761305295455341323843359035843609390442314526499752394974507749154752450342873822364232883020284025782395218519441696154313961239111796081266761047940835828024517915314812897104677963624741513846222420246106541076427301110200000000000000918
PROSOPE_orp0831999-09-30T18:2643.39337.818920.352150.06576121691111198898705769166105750496543283984381236833918421846845049543056805782584455785549539649234458398937433352321129172630236021461910159214851193109392576260749942935934225020921213916310489987455656643293428272924172410136532477262630021111001000200001017
PROSOPE_orp0831999-09-30T18:3343.39337.818925.548150.070801337712278108109747823572486261529348484322404739534190432748285350554356525696563353675358503546714175375934713205303328092487227919931785168115241408123110257595964684153882832441921741511281178677746248443740412629231720131516672224340422110000000210100100916
PROSOPE_orp0831999-09-30T18:4043.39337.818930.960150.0670412936116501063194998289723362635463465043154142410341884657500854155626570755925516528650094693427138223505314428182600232122241952178216751466138412071106909787617505447395334312232194198167141118846664704848565353432126181212118532545014113121200221100201001715
PROSOPE_orp0831999-09-30T18:4743.39337.818935.440150.069721336612373112791032392048007685960795399500146894722499251905755613264106414636659805383505645654199381434593095283626292437220420251801170814981307117111191007781646538514406394366295247198199171142851008066577461605346262614141714754244632104101131010001011000814
PROSOPE_orp0831999-09-30T18:5443.39337.818940.152150.062231224212198119571175010709101968934798671946834637163736727707377508477864586168122737064916006527546174029364733293187316631472854277626152330220418521597143111991029871736676530489427332290238216168153132105767464445045303822191110128893955351153511203010125021100913
PROSOPE_orp0831999-09-30T19:0143.39337.818944.455150.0495497109345867182117402707658975284460443404007404141124480482351485228494445944107383332723148282525062294215819721842175816991554145813321322115310569768257186124694063533042502161701581411151241089352756235413417241520812665836584332130120000001020000001212
PROSOPE_orp0831999-09-30T19:0843.39337.818950.725150.040527788727863905714497841733593294825562256207320231982210223242385240523462298217520051960189217861772159014251335122711371019103095790187788978875968356549042835826623319716214412810896927567644534312918151410998732522110000100000001000000000001011
PROSOPE_orp0831999-09-30T19:1543.39337.818954.850150.035966578622451414409398030542565208817731591151315001509158116541734185118191770174417081593147514391510141113571201105497996387483680480980278373569455152045939131524420319413915211911389817043333624241616226765430210111000001100000121000112011410
PROSOPE_orp0831999-09-30T19:2243.39337.818959.527150.0255947934244367631302576208315731270112210218588468578978659529899979449328877858297746206256125595155194804744094383733633213212682792382061571521481209880725751503040322423141518142955151120110000001110011100000000000149
PROSOPE_orp0831999-09-30T19:2943.39337.818964.729150.0240045113933342629342319196715561229106490079079679581388991092095696388380276471967062652349546542337940039038835527929126826423419314914013011713296886575505531292020191521128107613441210001021010000010001000000001128
PROSOPE_orp0831999-09-30T19:3643.39337.818971.055150.02307430039263413286323441940160612731080945878805780772835941910895871918864759681672631578491488412403378368344335304313250230224178171146154124101991036253545340243119311911151068061123110502000021000000000000000000137
PROSOPE_orp0831999-09-30T19:4343.39337.818975.067150.02030371333632959249621011865147611561063863851714766766795805854848795766798726695642590583496455389389349363309339279293233224194148159101108941078170524547332226252118159776335202200102000000000010000000000000076
PROSOPE_orp0831999-09-30T19:5043.39337.818979.835150.016993241301024732216186115821284101487981871972468075470782177578976978272472063860955351644243936630432531829123726923325619117616814014011998877665565337413230231422131012668516221110110000010000000100000000000105
PROSOPE_orp0831999-09-30T19:5743.39337.818985.379150.0154828252539218318781652138011549338517446356386316896917218157347517576997796786686515025024433803433072692522592292122221991711531261091049791706654514357273321181312146846131212031100000001010000100000001000114
PROSOPE_orp0831999-09-30T20:0443.39337.818990.603150.01570278725292150179214901234108387573370663663663961971872480077574270274371468566161155147943937135533328828022822323420620017414712010910782806860383743372128262719151715793432320124212110100000012000000000000103
PROSOPE_orp0831999-09-30T20:1143.39337.8189110.322150.013772557233720091679143612931008837722639614581576654647692692812730717715687653621552506488429349321278304249254214203196158167135122959289695556424331272618231098128624242011110101100001000010000000000000152
PROSOPE_orp0831999-09-30T20:1843.39337.8189150.509150.0124823152014174614821338109888480163760952754250357161367764770364264863464157355049942737735431324126023323622917817714915213812310985838568514335322517231014810656443303012111001102001000011000000000000121
PROSOPE_orp084 1999-09-30T21:2643.32117.84982.472150.054481050210139982591538261744564065794500844714144413045224653511754425487551353455137478446764438412738433572331931482924258423782122188817041522139812801095969855798625540467370329261230185153123121958689827258625847443622251110146511886863200243220000100111000821
PROSOPE_orp0841999-09-30T21:3343.32117.84989.404150.05608107811026597179214827774026342541247824381402040004090433446994979511252285158482246604511436641283743341531752960272425162334197517491618142212261182978905800741639532453372311265220174103120106907079716067524131432925241815169512101861374333111242110000000000520
PROSOPE_orp0841999-09-30T21:4043.32117.849814.070150.056041099210255996692358205734763025501484544574129407642424303484451715227540951024996468345194220392136173413309728992776237422812065175315221420125911349918817676716205084733583112562221831401251027772565150464935462834241999138713454562412320000011002000011719
PROSOPE_orp0841999-09-30T21:4743.32117.849819.357150.0619612261112271029392858332735761655406453842423942392141094112467650435187544951965059490948334565439940243724353332622922264424542160187716761429133012201030891727669541504432374285263238180156129102949572736456463642272631273014108469121257410731512203000010000011218
PROSOPE_orp0841999-09-30T21:5443.32117.849826.292150.06772132481194810856949784507262610553384612428239673718396540184406460648454914479547524770471746294380401335983402300528452628229721861837170416481460137311489777455214413532602312331571301139782796157475130251816181717131515105432311321433100010000000000000717
PROSOPE_orp0841999-09-30T22:0143.32117.849828.328150.0621811736108069605859376676573547650384136378736033423360436524064438744694622443145014275416040313859350430652751249522632103193918301639152514111380123310689327286024303823082702502091851381201031059071584336423124272528161588814742344141213220203000000000001116
PROSOPE_orp0841999-09-30T22:0843.32117.849834.899150.0640912336115581050295768504750464065649479044654320425045014852528156285679581255015382490944614135379435453127293427992589252622772199199517531665140311971064975798591559436391302285209194207162134101100948352684252414227242613141613111012612148433442510011010030000001115
PROSOPE_orp0841999-09-30T22:1543.32117.849839.225150.0577711167108811007193368502762465235779496547014374460747285086545758705910582656345145459642963779338732722859271826512598244524302258200819211649148111881103956753596499432358339261213182167126119977398616446504732332430181918131014511121410933130412100010000000000914
PROSOPE_orp0841999-09-30T22:2243.32117.849840.806150.05595107671039498629228845475096628584050754673435544624634484353125735566056195358499945604135367933453101274926232587246724572355208419851725161513181200101992479360951237832828727221919116414312811596766854443252362115192013191212891620241661061325213000203201000001313
PROSOPE_orp0841999-09-30T22:2943.32117.849847.693150.036926922644161055468473841943398288524382251211720582173216625292665259625002510234521822129209819151779182516521459136312461209108398594297186688786478268961149637632128521319316015410310490617356635044413340261619131081471236451313312202001121120000011612
PROSOPE_orp0841999-09-30T22:3643.32117.849850.078150.033586226551846773930332826662116178114311234113911081187119312671369136114471526140914451459137913871340135213331316120311511087937918781778741743642651625478438328271196171149119107961058062704538322918232419161178539523212120000000100201100000001211
PROSOPE_orp0841999-09-30T22:4343.32117.849855.343150.030945898530145503846319724722014162013861117110511301117112111641240135614251378137012631247115211761087107410091024988879800742747671663636602615582495479358350271221201144142131115868157514935383220201713179411764811311100401200101200010001001310
PROSOPE_orp0841999-09-30T22:5043.32117.849859.661150.024564706418735453073245419031625133811379848718518959129039939901028995932861809728678634597532508449475457391387359324325331287268257240202159141130113798961577055454237271915188116577644114121010010110000000300000001139
PROSOPE_orp0841999-09-30T22:5743.32117.849865.011150.0236845434136350729312389201916191322111710348638398088369369109521027941993801777761685607578502439496403376363327316317273238212190198175165137132929677586850455639211222191512699449339552320010000010000000000010010138
PROSOPE_orp0841999-09-30T23:0443.32117.849870.262150.020353906343030142677224318461551123811199148198658408589219059089139568577717927066785975805304994524253763723233182912562982342142081661371311221019977707549423622282216151367107460630411111010110002000001000001000117
PROSOPE_orp0841999-09-30T23:1143.32117.849875.129150.01570290826312333200617111501126998785379668371769780681087685489578978977270865460855252944446644439334127426525325022319717216914114811810695756767435946322524141324141912554234301200110000000000011000000100000156
PROSOPE_orp0841999-09-30T23:1843.32117.849879.150150.016823050269724132006168215551281106182277768266470172480282480183978979874668366064959853447841538131532129227224624722719618415314911912611987867756665334412724211817798744224531311102110200001001001000000000105
PROSOPE_orp0841999-09-30T23:2543.32117.849890.651150.012512407210117021556136811079057776816325565554985736566977076597087656486596175665244864174143783423252912482292091851711511321191221171018470576350514532202521121473843443114100201100001101010000001000000094
PROSOPE_orp0841999-09-30T23:3243.32117.8498100.145150.010341930161214011208999821650592513457442400403432476526528527527541510500474446459402376310308250285259217201172170142125117102104956880565135392923201817161212623632241211100010001001010010000100000110183
PROSOPE_orp0841999-09-30T23:3943.32117.8498110.163150.014242550227519451617139512071020829734652552560566613623695708770750696724652638573540494453372356324335256271240208190171171154119120948479806348393538162619129594996442500311020110010001100000010000000092
PROSOPE_orp0841999-09-30T23:4643.32117.8498150.625150.0148227962485216718631554133310229527797385956156596996977777588058008207167206886485855294294083652762812562442252071701711501571191039984796162394639181622191299623131201001201001000000000000000100000100141
PROSOPE_orp085 1999-10-01T00:1743.37067.82575.065150.0602611960118361116010434942783117160602852054864434643344423457949785049522551285088482045654449412037733589332230502807258623082038176116221461133911511071989869741633520535456354302245197165125112947486867275746845462827261611913686765751140211100000210110000821
PROSOPE_orp0851999-10-01T00:2443.37067.825710.044150.061911190511803110851042993508197678059055132470643374153423043184689487249794936472347324389427641103769345133263059261424202232190117161502136513081084992938882761686605504413359284219196156131109120868875706161533831312518111210941010111688764331300100000100110001320
PROSOPE_orp0851999-10-01T00:3143.37067.825715.677150.062131210911641109101027591158253701860045251462141934108423942754497489749154863481246684342427840073753348332263068262823522124184716771512134011121003965848750743609470411364311272223158135123919079796770735041334026292024117167611993162111020201001001000001019
PROSOPE_orp0851999-10-01T00:3843.37067.825720.311150.06131118521161110617974989157627639554384904430040983850399642214482478248974932486748794608447742264244390735703234308526262442214620141632159414021347117597487875263462056342140734325123317316514511311379881038462654532413732263015141148117881174341300402020102001001118
PROSOPE_orp0851999-10-01T00:4543.37067.825726.251150.067011270611784105549322810370115733488742313821342933443538358039264262442145444673476346744791469344084097359433493032280026192343210319821790165214881285113087067865751846434732127625319914815414810510177886262504737372326252015910945167462424210100000000000000917
PROSOPE_orp0851999-10-01T00:5243.37067.825730.215150.06261117931077796448266724062735187419237113417306530203102319734183598391041004217426942284360422541933704336429802723247723272035183016701500135313351233106694872757250139737029925823918416213510810395729061615641364424212118181412786121185684250201121011211000001716
PROSOPE_orp0851999-10-01T00:5943.37067.825735.461150.063601193511030994089387873662355324648398634673258315432443429365539664233430244804508422640444079393736463150279924222226217518991732153213971312118911371008866685590423371319287286214154149113102898363655450585062362623162024734432212234600301020000000100001715
PROSOPE_orp0851999-10-01T01:0643.37067.825738.826150.07629151031517313971133651178410384847574916403589154205174523853105590559657075736552653825058475846364244390735373257290525652285207418881685151913661212113010299327406174984773863492932472011591321269493844748415350473745302920136104647653262110010113000100000001014
PROSOPE_orp0851999-10-01T01:1343.37067.825742.060150.076821558915832154841481813310118901026886857521675062195942603261926456665466556542648461645857551751474986465941813817342032293013270124492295205218721709156914411257106684870761453749839634427625822015712911594748249494863503227181491373766241410113004103010000000001813
PROSOPE_orp0851999-10-01T01:2043.37067.825743.817150.056291081610845104899843916581357060595253254946446944034635478551425264517651544941480043364234401936923383311228702701261125182392231520721949168415491359116710448936966065644464003062632382151571651181088872566242335634292212112585994109105241362931110210000000001512
PROSOPE_orp0851999-10-01T01:2743.37067.825748.934150.037617204700063915711511444783786326327982636246123302439257627182762269225522343233222452168213719931914170815051423122212581148107097593087292579567564558651142933829326617218414913112110288655135333921252310138963652020132132000000100010000100001011
PROSOPE_orp0851999-10-01T01:3443.37067.825754.487150.0308557985395488642553732311424161979175315021420145314161382153416031627156015451542147114861496140213831363114010861035969968106010081008881861806753692595503409353313252220197168138128117908469444634333227181713161191165232200001231000100011100000001710
PROSOPE_orp0851999-10-01T01:4143.37067.825759.819150.02208406536713186260921501706127710398877597476947087568558919569799689819449039079129058547967326756716356185535795775235064754574674043292782141651341221081008459654836332716181510914633473342100110001000000000000000101129
PROSOPE_orp0851999-10-01T01:4843.37067.825764.123150.0200839083421294524732011165212431070863736665685660792774812809898820859824776707705636544538496443432400424407399377388395374379297300231226165146135120997065614055292625252917191071256501433201100000010110000001101000178
PROSOPE_orp0851999-10-01T01:5543.37067.825769.223150.017333294302225892135177014641156878738640647625634636686698723751739722686633592562510487419400306324292309302290281264247266219217192168139156111104967966554643362920201197348234443426300020000000000001001010000217
PROSOPE_orp0851999-10-01T02:0243.37067.825775.796150.018253514319426482216198015051259100981269567062867661273774578983884478273565169361559151547340736332133231632526828924226222321719016715398961001067862524550312524171710169561623422111021010100010000000000000000186
PROSOPE_orp0851999-10-01T02:0943.37067.825779.131150.01768336930562694225419731605133611109368487947267067238608608649138498567297236766476055474374123843953482993352993022452892432091751711381511081181007760564742312829812191613658433110312012100000200000000000000000125
PROSOPE_orp0851999-10-01T02:1643.37067.825791.137150.0130525772243202017381635133911249698377776576837506777768318197457346926086275654975144514374093422983142872482262072191901921591471381291129273755754455548382722141481513583542132200020010220001000000000100010194
PROSOPE_orp0851999-10-01T02:2343.37067.825799.308150.09091761150212691087938803659619535461442415401472506483511489493424421421389367354358324297270218240201213162173168151133100104109697476674243373018232920101315795436423110200200100100000000000000000000203
PROSOPE_orp0851999-10-01T02:3043.37067.8257108.720150.01009204417741430124910748937436245364844204284224554465075385385665604864884894794214093813313312992672662382132071711601321351141091008381626444393126222310101516835154302000102000100101000010000000000000152
PROSOPE_orp0851999-10-01T02:3743.37067.8257152.249150.013802446225818791653140412079948217366105635095485856887297738017197507326496676155675004854253773512942742572222252151851701261281251159971687148424531191018101014663841210020101110211000000000000010001000151
PROSOPE_orp086 1999-10-01T03:0243.34697.81725.621150.0619012091120421120510278945881936759571650554562414040034026411544404566478248654673444142494026385637113419327029702591245422051941171916081462121911831082976822745681559509424430342250226144155129126106104858082775233423632172011989978814533341110111011000000000521
PROSOPE_orp0861999-10-01T03:0943.34697.817210.487150.06134117781159810908101489226784467705644478044253916393340514123434746594640468646164451424640493850364533503155283726042306209618621657149713361197112710048917777476005524864173853122441851711241351059183839268715647513226171968121334101410621725203111240000120000220
PROSOPE_orp0861999-10-01T03:1643.34697.817215.098150.06539123661178410710975785837425626854024539416539863758382739144314446047074815482047054524457443234123376634983263297328162511225620351816154413771184101786478466060554142939234428321920315315710599948376697258443833282019262018167151011586653440020011430211010011519
PROSOPE_orp0861999-10-01T03:2343.34697.817219.424150.065411254811504103259048794668015559477542593726344834353379355439344129430845364672469947474622470244424197380133583190296127342486226320061817162213621199102784069663057247543236432728720215815414212510081696368544734362432222123988455488603421100310001211101101218
PROSOPE_orp0861999-10-01T03:3043.34697.817224.867150.06206118781080497618602734064625362463537603461324432033161327334863813401841584228420743224394445341683833337931652870272225592280208718031523142812841123911816699626499462353335260224202144132118928167626654434125252420201681054536454311022000002101110101011717
PROSOPE_orp0861999-10-01T03:3743.34697.817230.805150.0614611968107979720846874036484527844753907346032233163323332353463365240204222411740934025404139723856348730012722239923802099193016791510133412531170112394985574257048240937229728323017515913812412298807370554139403029222914101258856342414230112002200000110001416
PROSOPE_orp0861999-10-01T03:4443.34697.817234.978150.06217116421058898958863791768825658475142133805352534653478372239244188432142924267412139753929375434473187287225442380226119171734164615201372132812131129102188570363152743833331425824018916914510910688706770626855403424212511101387453362133301110012000000000001515
PROSOPE_orp0861999-10-01T03:5143.34697.817239.964150.071291405113260127191206110701929880296855612354555054508852115261555156385905564252925077477844354134397537383359310729142651259323582287196718531684151014311224110293579468954247839339431725620719417416313894795452454837353830182210696573932574232300014011000000001314
PROSOPE_orp0861999-10-01T03:5843.34697.817243.793150.0527710400102019747936583887627645254924907444041104066426142894673467946074386409837943536321629372832262125282307220422422188207119811837174315711375120610519748167416105394853493513052382001641631259384726342523629302111121010684132311115234012001010000000001813
PROSOPE_orp0861999-10-01T04:0543.34697.817249.727150.04216810876997220673260375354478641603615324530143028311731453249340334063246307027982721251324192300210920251898175616531517149514371331125311921070103492678372459751146637332325023720017015713290947564455635382717251717721687333214320340021110000010000011812
PROSOPE_orp0861999-10-01T04:1243.34697.817253.778150.0392175037005650958335156463938963396296726922525244424212550272128592709262326162486230723042236217019651799177116801465136213301218121311649859899438407517286855514324043203052211891701371211179393784736533439221313967872844131222411012101000001000102211
PROSOPE_orp0861999-10-01T04:1943.34697.817259.721150.03340629857294955430336083113249521651867167915381374146216191671178218491825176416611559158816101499145312751129102497788688484082879481773373661761353251844438436128323018817816616010310682827558403537291811161578235434120112231101001000001000002210
PROSOPE_orp0861999-10-01T04:2643.34697.817264.385150.0301355925013429534972862225918041485122010819841019104810291140118411851289131311911216107811351094997103189878074270666460962957356250052449246445942132228425120915916215111982777573585039282321271378810575352122012001010000100000000000139
PROSOPE_orp0861999-10-01T04:3343.34697.817268.238150.027874977453837693001252019781564129597795485882187788091499310291004977997102391188286679570866759953351550149046742041139042536436235530827322918315911412710383687265523732322012142079671333467110011000010000001000100000248
PROSOPE_orp0861999-10-01T04:4043.34697.817279.061150.01974364033642843246121471738143411319428297347417677578598178398528838218287957136506375885465054844184013793533243182832582522152181951611431381241171088080477158313736302922211410101065046233032030001000000000201000001257
PROSOPE_orp0861999-10-01T04:4743.34697.817289.353150.016613376305626022321193416801244106289184075471371972876081880579972972264762360161153846747142942539438134834628630426128224619819415112212711792839064494846282715202510766108513212101110011000001000000000000000146
PROSOPE_orp0861999-10-01T04:5443.34697.817299.418150.0136924152214195116791396121710148476876515855706305866526876867237497117126185975695415174664413823263073133042222542322041771681431411141129584787557594939402523152091910686523232301000000001000000000000000000165
PROSOPE_orp0861999-10-01T05:0143.34697.8172108.410150.012042168199517061469116610328317366455545105334955635766676446336896586596255895355204924654113323353102952232472032001981561641229510410981806456504955292720171766106252421220211000000000000101201000001000184
PROSOPE_orp0861999-10-01T05:0843.34697.8172119.964150.012892437219919641687151012199768527086155825795796646967257447677387647737406666195755534814243843273503082712792582142162011581401401251249258576247333322272523151116156845534431010001010000010000001000000000143
PROSOPE_orp0861999-10-01T05:1543.34697.8172128.536150.012962453223718291656145811621000833694635562575585556623691702726722729697688615619494487455389376320346290299267236203218155153149123105105967350325234394226221981410210631141111001110000100000100000000000000212
PROSOPE_orp0861999-10-01T05:2243.34697.8172149.554150.01065207418391513135311639157886575725014925325055175115766196316156275806255334914494483683732742732732782202161921931711621411061099683795858453533262819241213139404115332101010000100000000000000100000000161
PROSOPE_orp087 1999-10-01T06:1443.35107.81256.211150.058881169311388106699736855275266323525545924161381936983732387840814251438944194277414939863816350934173237285526302438218120541696158313961287119710869998797996815775634714213723032251981311421261031068972796652523338311210151011977671066862432111412101000000102321
PROSOPE_orp0871999-10-01T06:2143.35107.812510.667150.0618311834117411074399788583723061805358451141593794367737233770402942214329438542594270415439773845356333843052282326572254210319721662149513841267115097091880073462054048142335831526021117415612092101801038691756449473728281611104881255131348611143401211120100100620
PROSOPE_orp0871999-10-01T06:2843.35107.812515.844150.065071249911577104489294804068825632479941443752346834213332350138444025420643954386436644074343424840063720334030222671242322982089190116821477131512131109936799655569457451400336255249186156144110104758665585850462834253617141012121612554462130232010111001000001319
PROSOPE_orp0871999-10-01T06:3543.35107.812520.799150.06606122681136410072895377316621552445933974358233483259327232793812404541124271433843694428460644944121378033213103284426612342210918261631158113031244110495789263755650038837428326824218816413910411510589696040454429233120172017562573831611121100211210010111001518
PROSOPE_orp0871999-10-01T06:4243.35107.812526.740150.06703132001232411247100848692753663455179452541253819365735653750406542824406474046484525455345254420412436863328297526432509224619041775158414261351120612051032820684604499460361304233242193173136137947884755857474233353020201522687376542210012010011001001000001117
PROSOPE_orp0871999-10-01T06:4943.35107.812531.132150.08141161421588814827135461170810089856372236155557050164876488349925222532856635687553953105067490147914382411236673318311028092470224820521975173015511467138412601096878734680584507445378329312247212191174125123967268525647442820301215106653765305442110111000012000000716
PROSOPE_orp0871999-10-01T06:5643.35107.812535.841150.071251431814016136121270211174100108269712961085534511548544872486450125136507249074571446940244012380736413300327129632895275824682286213119931806157014741380120311809888296885494734083992972552191821741231167868794843413826151712148911103145482212201201111011100001001715
PROSOPE_orp0871999-10-01T07:0343.35107.812540.420150.047229276874481427747691460725266449239273580343832783317349436573618348933873046296726312668250624392196207519841859174115941610142314261287117411589919708246965774823773323042612341811401601159398797361413535302018138111048555442201000201001020000000000914
PROSOPE_orp0871999-10-01T07:1043.35107.812544.391150.040797710714066326124554549634260380332962960275826272657267828852932273125532514235322132147207320371971181716921549148413521308129812401169103910389379408407126515194433542962781891841371411141037564536639352816241816575482221301100000001001000000100001313
PROSOPE_orp0871999-10-01T07:1743.35107.812549.810150.0324862865645495941943755306525752211181916251511143914941549168516701709166217071599157514981517144814031235116810209939689779079148118217577126745734974374093352792102121651301341059879824946432920151715611682452434001111100001000010101000001612
PROSOPE_orp0871999-10-01T07:2443.35107.812555.121150.027635061451440113366270422841789152812701099105110829621025116912511293130412501308120911861169115710781021964892822786744753688666620636632555506489436362306252199152139127126821116458403633241911161614972326301120000000000000000000000001911
PROSOPE_orp0871999-10-01T07:3143.35107.812560.138150.0208739423393284523481957154712211030840738725682754698761851862934886817777746725691558573482471431416369353335372327332329291282253268206190175122109101896465563445322691310131169244032721210200000010000000000000000910
PROSOPE_orp0871999-10-01T07:3843.35107.812565.531150.019623658314226922260185814791151950789694648613649668678772838830794781735662628574557473434403399375382349360345312290282227261208183176154134145971116547443537313217211114129111035454133213100000010100000000000000079
PROSOPE_orp0871999-10-01T07:4543.35107.812569.465150.017663442300325392148179414511195918783718636588600651671692733796780719733686613537537479413395407337322333330332283252245244228189175144136111120957270566439283419181614131415106455403201000110001000000000000000000188
PROSOPE_orp0871999-10-01T07:5243.35107.812575.266150.0156327532524224719421614134010609027626396366136195626756627276927166566435845575384894423633653502983123052762462522332041881691381311291051001057646663236262716172211878627122002101212001101000000000000000000147
PROSOPE_orp0871999-10-01T07:5943.35107.812579.298150.0178033962886248921641819143711829588356916786226836627117527987718597887756806806055915134614754333393843203403432822612682082291781681661431121108466827151474334352422211911688752520022101000001000000000000000000146
PROSOPE_orp0871999-10-01T08:0643.35107.812590.408150.01159220019181715144712701144916760705564568527523545612633636633576535553496439438411378367361335281210224217188199187167144140122111110957676683049382723211715129645354213001012101000101000000000000000000145
PROSOPE_orp0871999-10-01T08:1343.35107.8125100.543150.011172086189016251325111710138097246225124835004944755356076115816115575495114994724603833943443093142652812452232161961751451371421281148389727561524037412028151517161381046221111030100200000000000000000000000104
PROSOPE_orp0871999-10-01T08:2043.35107.8125109.567150.0814160513461175947788696534445404353308293347296389402414404418438413340354352308271255255229226207213174179161151131109981055958675551344231281629142212810433153200102001000000000000000000000000100133
PROSOPE_orp0871999-10-01T08:2743.35107.8125119.670150.010231928163613651188970851681565487444429413413407417487527515558512545438423425426376341305294261255238252223147161156124118104897472614456523626251817161297875623211101020100010000000001000000000010142
PROSOPE_orp0871999-10-01T08:3443.35107.8125149.768150.0917176415261297113795581862551143343237936934939246644347051849145846741942440938530229725322719717317817016015613011294956998616570494525281823151820106305222302001010001000000100000110000000101081
PROSOPE_orp088 1999-10-01T09:0543.36347.80396.594150.05351106571011695368630763166915543483641803711349033143479365238623994426140874058399438063591343032943088292927272452223320301847171015601435129312391069982793684660555496447360343288209186137141119879281816865504747292316139498676465132011011011000200100101421
PROSOPE_orp0881999-10-01T09:1243.36347.803916.232150.06269121471123410154944883027164596849744451396136733556365437384002420143644428444245344326433240803940367132603062272825782301202518681684144113451175101692774463659550046241831529125320316113512299102109122102108868069573328271317781243562561230321100023750521013520
PROSOPE_orp0881999-10-01T09:1943.36347.803926.767150.062541181310800947782797011609049494201370033283132295830123221350537203842399541384119419243214404412236163203284925402420217218771666159413731297116810778527786585524473542842422021751701531281081008080887662565645202717131381097634331433411000010122120011001219
PROSOPE_orp0881999-10-01T09:2643.36347.803936.910150.067271285212303114801019389197630655956194688426938783814389938914176449147134752461045244355418739673764353130692845237122081997189715801505129612261104107697279373464546845434634428821722717314711511110672765853523741282416211512764036021131120102001011311001003718
PROSOPE_orp0881999-10-01T09:3343.36347.803940.207150.05068965691778682784670486379541946234069375934443421342535813628379736533533341731352898275626402548253622862085200319481819173416171454138613271267122811471102933875629474402301277264199172173146124868880665540433139191611811578364314011110102001100010000004317
PROSOPE_orp0881999-10-01T09:4043.36347.803945.123150.0335264225841536646514185361929902549226320001893182618361858198921522065200818461782166417411727168815961487141113171228116611821056105110389799278498117826895374363773282692291971771461431281069371726749342731179121168744745621111111414121100000000005216
PROSOPE_orp0881999-10-01T09:4743.36347.803949.764150.02766523446824228370930482610207317381469135512081161120911801341140114441352128613521257122812491232127311711067103210009279629148188487787207076797345955564392912732672011591441401091059970726239303630191914911713684534223011130203023000000000104515
PROSOPE_orp0881999-10-01T09:5443.36347.803959.622150.021794068355528912451204416231255108490181269468869278383083985892594986580773971664661858455252943142640242739535833938933634638231933029423116715612510686706253565338332520141091096353340311301100000000000000000000003614
PROSOPE_orp0881999-10-01T10:0143.36347.803976.292150.0154829122661229819861724141111949588157906706886896897727718477837727426636285555224895474713863833413313342953062862352412192011741631461291208590705558493926272020241212131412410542011334010021001100000000000000014813
PROSOPE_orp0881999-10-01T10:0843.36347.803990.340150.012342150204617331544135711179907946976055995425575666016516656296385905135124754974404274043983593343152742762782272151861701461481371081038984675651413230252226101498115442512420010110010122000001000001001102612
PROSOPE_orp0881999-10-01T10:1543.36347.803998.998150.011642250188115891445116510368007085605314954574794955125986086025695345405615535274764844544203723613313333092922332122311981601501321071049871725650375140312016168677435422222200002100110000100000100010000438
PROSOPE_orp0881999-10-01T10:2243.36347.8039109.722150.096018831654134111459578536675644774403803894074094854824915225665055264834614574254203593202952712652812602252151811741771241129286818874565637323021242013148776012554201010010000010010000000000000010297
PROSOPE_orp0881999-10-01T10:2943.36347.8039148.967150.011482108187015881342118710118206335845275124875325265505916336596516546016005875675075004373873413393082912552462212111901851561229192958164624936433024271581791164615413110200100002000020000000020000000396
PROSOPE_orp089 1999-10-01T12:1243.36817.86206.683150.0539110269948782887486660959624860407435993267315330022978328535043781383439623974392838263517338232333020277625052441229721641900174616511416135712511097997867767634520435409321296233189160153144104816161745744313530231913188135416331407311011000000000000000821
PROSOPE_orp0891999-10-01T12:1943.36817.86207.165150.05437102729574852175986703572748264110360233962989298232253313356537764003394640823997375334123204306228732698257824362261209020081823159014261363118211419678497036465314894483533212492211951591218479746859645847343720181399575324303201300001011010000000001019
PROSOPE_orp0891999-10-01T12:2643.36817.862016.931150.05918115131026992528115709462015096441439063555325931483393346639014238431844074398440142813976378835153437315629372908270624672238196516921515141313051129978852675598514424321326240217196145121927476785659555133252113201410141395835150213131010101001002000011717
PROSOPE_orp0891999-10-01T12:3343.36817.862026.287150.073541385312709116651017588907638644654354703446241114132414245514875519054395611558454385348525450424826439639623503329630462726248522952076191118091670154212991078839628517459352320264219187143126145102102827051455231394239321814111286361643201201000101000001100001715
PROSOPE_orp0891999-10-01T12:4043.36817.862039.303150.0663112838119171095210260940184087494657758815678542356835970641471857859836987248527810075436699596351824560395935773431317730962913273725492277207819121610141011718867756054684073373162562351691561361191029475685357463832313219121071298136231311010210000000000000001213
PROSOPE_orp0891999-10-01T12:4743.36817.862046.470150.0459287968239731164735779509943093807341131192885295230023084340434693641363434973082271124942402217320291832162914661403118311151085972956901894849806639636543451364319259210188164136119796575736240413327381917158564106987320102300000001000000000001111
PROSOPE_orp0891999-10-01T12:5443.36817.862060.066150.0279652584670394632522756217317291448130111139869539911012113511941222118211581092991977879773779748665576575521488497421427450409368400332307270257239189159141132999673775951443422252415131413985964212222111110100001000000000000199
PROSOPE_orp0891999-10-01T13:0143.36817.862075.149150.0146427542436206117481515124310038746806456065435946096516696697256577096876896796646276065485324303663522982872672452322262132031741471331071097587735462442726351820107137684430312123001011000000000000000000001147
PROSOPE_orp0891999-10-01T13:0843.36817.862089.876150.01413250621861843159913211103958771665620535512539583608654715709702754661642674628614583532503442412382349333293231262253208206172152161143141968383644750403726322417141411976305131111000100000200000000000001000175
PROSOPE_orp0891999-10-01T13:1543.36817.8620110.057150.01102206218491687137811471010807729597504448450497529574618614642625644614566577538494469441346332311326282279257238204180161144139120110115787266484130301421191712614310683221222000100000000001000000000000000193
PROSOPE_orp0891999-10-01T13:2243.36817.8620151.291150.01620305027522342208416971479124710049338157597307477818748931003101010261012922892895849701598551522494414371319345271281244231189191163167134141108117998946485441382641212111109264613101120001000000000000000000000000181
PROSOPE_orp090 1999-10-01T15:0443.35517.84626.025150.05794113021030193388285749365205389473741303784362034773687391242664769487352625198501048314654453241433769346931632877281826592425231722501923170715251327125610428407516174874313603262432291891691289888657780706559403831251612755817410114110110100000000000000521
PROSOPE_orp0901999-10-01T15:1143.35517.846215.159150.06046118061086897408544771867265613494941903889367936503856404544654830510353545300531651684917473743663931351333063000295328512638246722171968182215761305117210248577235825264133473012492081511291409674746472584241274023241814121446152540331020001221000000000101220
PROSOPE_orp0901999-10-01T15:1843.35517.846225.070150.0758614522135541183810395910677366565564450434611432442334422476452565821612764986769680867636542631057735037461540724047383435543250302927712442221519881784153112759677226094573853552732381771781341261029480654550514233252816915101264633122023021000000001010101002319
PROSOPE_orp0901999-10-01T15:2543.35517.846227.760150.07628142501328811725102408808773862645524486944384137408642454507507456325909613863386482626560925813544449444370415739603833360433962988265023342190207718601626137010247636435454083923352732182031221621141137770705848373426252420147122411613201120000001020200000000218
PROSOPE_orp0901999-10-01T15:3243.35517.846239.785150.077251462713662121051103397988733744964425732528849594906506154155823611862336190610361225936567254795069437440623486301127542381223119341698163913601346124710309377675904774393302642722401731501411231188766706846443836302114231710127420133300300020001000013000001207
PROSOPE_orp0901999-10-01T15:3943.35517.846246.741150.0586711177101399165847575686873614054264947462243904516491551556000651172317813807877917456665159625206438938193305297327552630250522882085199517301579150413101165964837676497417363296245206208177140131132107848173544431242219991179563201100010111100010000101000146
PROSOPE_orp0901999-10-01T15:4643.35517.846260.041150.03747717363785352470537593077244320251767152614301282133413131450163816161617150615381440139213651186120211911033942967895863754688621618537555586589541470370310258204171149119115987970704953383027251723139114434051010012001000011000000000000185
PROSOPE_orp0901999-10-01T15:5343.35517.846274.986150.021444183373932462859239919711675129911081022915918863942936104110271005103289790685077875269268158356052544846941438635233730426328726121719116615013912711284828374624852383634251519101412953533143101001011000000000000000000174
PROSOPE_orp0901999-10-01T16:0043.35517.846290.381150.011182088192615931327112193984465654151544043045751555261761660565564959856856758053348745340341334830628926223824022018916117713411712712197709253544433503522232218101181192112201200200000010100000000010000000223
PROSOPE_orp0901999-10-01T16:0743.35517.8462110.290150.01269250222802027174014621179951789707635533576571557610653698707684743647695664563536529481428369316340277280275258218188180150141157125107938267515146383227321819241967875644222000001000000000000000100000000152
PROSOPE_orp0901999-10-01T16:1443.35517.8462150.978150.016383091282825882169182215851296112494985080083186586997697010751109110510291073102289983989674565360351148042039338936133827928726222919919015214914612510084777551494033212121181189451054200101101000110100000000000010000181
PROSOPE_orp091 1999-10-01T17:5143.35307.81825.292150.06131120051109110222921483507365627456374863466643134391472947405482602563626620647662256002575750634759431439233625332331373041282326132434210419351743154413581231104889378659953349341932229423621014813111896999379666359523733292619181669105510553914201011010001000000721
PROSOPE_orp0911999-10-01T17:5843.35307.81829.735150.06431122821173210626966086747784664357605067475044224484458649955331579860006162618358815614534051224597444340073644343732603100283327202421217618631648152313301191102783876361750546236729625118321316611610284928773615850494028281817715111015747783422021001300000100100920
PROSOPE_orp0911999-10-01T18:0543.35307.818215.712150.074581405812798111289905863175266455546247764390416940654278453151275566581661976207635363645914570253264743426338633668347033443100271625142260199418811608138911159567706244724173492792371821701571121171048855666248423434302129262116129544727234423232252002100010001515
PROSOPE_orp0911999-10-01T18:1243.35307.818219.726150.07749147241328911803102418891764164595678485145324205422344234725522055365889619662626277618760195876528447194249389137733663341031072778254721281972184316891488121496182761350143940935630925623016416814112496938353525235423935242315131311863666215172300010121200010102614
PROSOPE_orp0911999-10-01T18:1943.35307.818224.643150.074331386812832112599883851173536324529046504269390139614136442647045133553857295779570156805542516848734421390034973335311327972586229320241963180116801569143111709166455484723612872162381841761521111128870614657634630372830252189471065403433243110100100020101111513
PROSOPE_orp0911999-10-01T18:2643.35307.818229.757150.071191368012336111929628850472536229524244924250409739324051428146995026519954055543542653895128496546214123364633122967269624662184202618801741154914441349125211058957115805023753232932311961741411439699856953514535303430222917125104362341012211022100100001001001812
PROSOPE_orp0911999-10-01T18:3343.35307.818234.821150.075091405012899115701019387487677634153804762448540544031420244755003548957105998605359985796551851764679420936293187287725632339222318811814159613871356129611541006815678578412366340264239223170156153991138972566453575755343326141014511744433200431204113000200100001311
PROSOPE_orp0911999-10-01T18:4043.35307.818239.937150.07471144611358612277112771013589847693668659765603535953955630606668137349820583318426844376926902593653424625396334793226297627332514234921041961168614851348115397083165652842341233531627621718417113113511083695759404740413131221589561034341110320100112100000100002010
PROSOPE_orp0911999-10-01T18:4743.35307.818245.600150.062981181911134100789173852076756566593754154985488048885176553463427008759481668287781372196380538646863910337829342618241423162332202220451825156013851296111296782065953041738229026019819416513213010175635241404540323121111591074511243012321102010000000000000209
PROSOPE_orp0911999-10-01T18:5443.35307.818250.065150.048679234832675476745620554634669419937493426330033413440364339884468461848244822441439963564313628392653222420901899164116081410131212241143105810129198577196575645434133462612241881691321091291048976595144362423141718714484213110212011000000000010000100118
PROSOPE_orp0911999-10-01T19:0143.35307.818255.506150.0368268936137529949054157355629172462207719781801177917191877207621372259228522592128201418691665175315991558140714501295110610239699309068497887947296186415134233532672442041561511231171049883684242282318131615655104141003101100001010000000000100177
PROSOPE_orp0911999-10-01T19:0843.35307.818259.776150.03779682061745380462141763486287624372130182716751661171918151982205321852288218921361860184116701732158215871437127811351075967940859804757671685664603521468377314261247213167166144126104100988262664437292730810115486212020111000000000000000000000186
PROSOPE_orp0911999-10-01T19:1543.35307.818264.528150.027325266480841333451287423121823144512261010933938982968987106810631037103398290681585878073969564557656751646842441234237834932927329027624421319417112314093978971646347272432161614958538831211111011000010000000000010000145
PROSOPE_orp0911999-10-01T19:2243.35307.818270.290150.0225241473786327529422467193715331213103397882682977179691884493484984879976568768865257048650748840140140735033331329225623221218416215014012910599928063453739442526191918135978645234113101001010100010000001000000134
PROSOPE_orp0911999-10-01T19:2943.35307.8182110.545150.01409246022952031177615281243103183571161856262662466664970370976976877569270063862262454349642939936435132631227926222721419015413112112711311282465054383034382322111413117793121243003211011100000100110000000001132
PROSOPE_orp0911999-10-01T19:3643.35307.8182150.131150.0117020901843156413331140938789630556538465485484487516557584631625580638590567526451456387334316291247233224212217177165152133113959986734459384533171621916141562424200012100020101000000000000000000000131
PROSOPE_orp092 1999-10-01T21:0843.34607.79905.503150.0571311265108511009297088850786765465824519548094372429544244647504953905501559051705088473044684288400937903531332729872822262723812069190216931559141813431190107285283767455452245238631926018715615411010795746986725654564531231418121095811841353122111110110000000000721
PROSOPE_orp0921999-10-01T21:1543.34607.799010.111150.0611511707110951007495288379769963585411468843724020402639924283463047325000491950244705455743524284401538523605329431312807256322902038175016501474134212281100101190576763159253144938332626219318813087827871777661634929262726131414910155233142120121022000100010001520
PROSOPE_orp0921999-10-01T21:2243.34607.799014.499150.07134132611241911173985186537466622754414722437139804024419843564738514751775400524752955038505948984478415436633495332131962917260422522206178517281483135612061064838685558491399302283213165153130119928774606549523433302626221681578835465552121000010100000000001719
PROSOPE_orp0921999-10-01T21:2943.34607.799019.423150.073301400312902114751013589737801667756915057460242854213433945174942526454895728565354575445542151544865442339403766355933053069273824972244206518461697159813901229896767608526435327315250226178156121120107848568515443353343241916149103845524445041502010010000001101418
PROSOPE_orp0921999-10-01T21:3643.34607.799024.917150.067751311512055106979573833773046383548847494308409340244169441547795178523054655519521950975066479345824034354932162908270323442125197217651638159715001390122910248046825594063433442662221991671411139889815464525628363128212529161197645641213220010001000000000001817
PROSOPE_orp0921999-10-01T21:4343.34607.799031.336150.070711350512673116021062597768753772067306064574155555477576762276867755179558166808778267201673159385312484043523899343531402856279324692244220918941760162915481286114096684869162262253143334435529529027522817914615614611914397879988603439242120231481346515062410020000301100001916
PROSOPE_orp0921999-10-01T21:5043.34607.799033.980150.0606111887111841052698079237861976616691608459015551578760796379720178848396871283768248759466505982529347234014361834003196288825622447221919171807169617161469125310968837236805865354303783652652601851941441157982745669764441322823211516128184623286641271120011011100001015
PROSOPE_orp0921999-10-01T21:5743.34607.799037.375150.0546010433100049465891183587979708665595892574656735575588064467097774682668740858780987256654258085094462440313676325130242806268425442287208619851765167014101224108190077165958956450543535330428022720917112811190707166515634392618181011141274075212235203200001011010001514
PROSOPE_orp0921999-10-01T22:0443.34607.799040.242150.047699065870480577511687563435498503344614267408341914392474654405796617664646288603552694679426836453257285125332388223021402128205219881852171315741388126510328986866185185014373652912612462041651461101101015159565243412927251111545778436211125120100200100100001213
PROSOPE_orp0921999-10-01T22:1143.34607.799044.923150.044158299793871806489601353574534410235723447335833673574375442014670508450374845451139993640320029032756252822432038202018401841169815661513137712471159107797281068863654748739836529124219619616513913384856458585852301616818121243743423222033001000300000000011512
PROSOPE_orp0921999-10-01T22:1843.34607.799049.459150.03914744569146318562449334274366131232624257322592220231823962667281328952911274925882278212920091993185816571609141613481190102794689181778277473872166156348740834631022324619714411111310072616851374340331821915516573552001010100000101000000100000911
PROSOPE_orp0921999-10-01T22:2543.34607.799055.706150.0329960835592484041693417275321791836142612261152119611931214125113671356143014651426132112601253118511101036104995093189679668560161959955858257653245943538629525923319318316011810196696457504023292529151695117662312300010100110000010000100002110
PROSOPE_orp0921999-10-01T22:3243.34607.799060.524150.024734628425536183132258721171621132211831048941834881908963948991101992093886879473276170861460251551649547341037533534128429427824921818818117614712310610578547053503034292119171514691044321120101112200010000010100000100199
PROSOPE_orp0921999-10-01T22:3943.34607.799064.525150.0201037773509299525742232180514691235104391981476683483378983289689285180776972070268160054554547045942837138232334330327723221922619015717211810791102857369574736303323201911111124960221110001010000000000000000000000178
PROSOPE_orp0921999-10-01T22:4643.34607.799070.342150.013282575226820281749147812901003925753643622578580595620684697697789693624639624578558584493448409310344281291237270233223170182156173131117116989062584548464431342522228129104756420421000010000010000000000100000207
PROSOPE_orp0921999-10-01T22:5343.34607.799080.193150.01150220619851633148212041059849714592567506486473546497595589592638589582557505602532538459395370290249220230208189194181163142109998182707551544938242236191912137769103233012101000100000000000000000000000136
PROSOPE_orp0921999-10-01T23:0043.34607.799090.040150.0114921081927166913751158974772679555513446452475478514556557606611580543577553532502471391375322302287267226235198207176182143114122958783795557564332332725241714161110745341500100010000100000000000000000000125
PROSOPE_orp0921999-10-01T23:0743.34607.7990109.997150.01265226320801774153012701113921787685589532575577588603595668669737677670618622571552436454347315269315252244227202180177157135114111929170645241442626221117111561067031122201101100000010100010010000000010154
PROSOPE_orp0921999-10-01T23:1443.34607.7990150.244150.010831968174214571218109289673864950848945349048148951053657556458960057051650743945240034931329929124524221620918517418317012811310095886461594936353425241720137121071073121110200100002000000100010001100010123
PROSOPE_orp0921999-10-01T23:2143.34607.7990299.817150.01219231721641817162113941109886766642573550529496524600612663715647661667568535526474443370305307246236208184189174168143126101110937681655438303439321520109921353512220110100010000010011000000000000000182
PROSOPE_orp0921999-10-01T23:2843.34607.7990350.916150.010041815168514131218101783370653848544842743543944147846251149254248552648943942136629828422820817313315213113612811090102867058574448362829221117181361062531311210000200000000000000000000000000000181
PROSOPE_orp093 1999-10-01T23:5843.34497.79554.523150.0530010518100059164857173956296543345893969357632463246332733313552366838013717362535033374327330332877270925882355229821641841172114881435129411891077993891757691579521488438378302247203157129120959576866858534941352826231211995367576232110020201000001000001421
PROSOPE_orp0931999-10-02T00:0743.34497.79558.369150.05661109691033397538758775066155548467639983705334332583390346737263778388938733798380436633669333331363022276625372428212319331808160814941326120310791023934755727652566513429408314270207162122111112103708668756443462925203020107114533453114100200002101101000001619
PROSOPE_orp0931999-10-02T00:1443.34497.795514.461150.063411159210970981489147745663455954613398438393528339734193526383041144243449543704396417642074054381136263254309827752484231020101731152213591203111999189373765557947543234327022520517115312910696816680565459512937231913991175944662246110001002000000000001017
PROSOPE_orp0931999-10-02T00:2143.34497.795524.941150.064161226511157101898854768369055749499942903853342534823599379039724317442746084537456745514467433841283799329830812820260722692038182017331549136614201299108497072558649040332732528822516816313810910888686868655238333332322016161246664250411201000230121110000001915
PROSOPE_orp0931999-10-02T00:2843.34497.795539.627150.05664108041068210239985893738254742663005540515447404665492551075716620462436252613857385268469143793770354631852796249424472259219520321822176016031528133611961082866695559454400365297237216192159116127112778075595262453318171712129114454132212223211010110100000001913
PROSOPE_orp0931999-10-02T00:3543.34497.795545.225150.04240805376777222655359475353445538723405311127822742291530663433364436733557343432242992285727002446230120831856170016951548162316301534135012911230102290585368961644938738830726122117514812512712387846349523832263620211189846443640311011000020001000000001512
PROSOPE_orp0931999-10-02T00:4243.34497.795552.518150.032336163580951574480373931472699213218021707146414831508142015671689173117341610158614961450134013611344117111091077102995477677474672466777465165159451947938729027222918516815711013578102647158534434302314211512108551220303000031101101000000000001611
PROSOPE_orp0931999-10-02T00:4943.34497.795559.747150.026124760421236773027261721461726132610811008911884873857959100610591079105510079468838697627327055875875445254774684344324013943683233252822382341831591561391141029068825138432928348251120167117524315440100000001101000000001000209
PROSOPE_orp0931999-10-02T00:5643.34497.795574.920150.017993241290325142201191615381273102989177872868371675474681885284185582275873466468063456249741140338737335432931528927924824620719219017016111812397847462544944302522291313131878333326001222000000000011000000000000237
PROSOPE_orp0931999-10-02T01:0343.34497.795589.703150.014392864239621601867161013781200979828741685676722719773835833804801782709713651634592565502472411401327325313269240234275211230181183165112110931018665534439332718211021131311126551402130101000100220001000000100000105
PROSOPE_orp0931999-10-02T01:1043.34497.7955110.407150.012042146194616621339117899584068659256150249749253057959960863264963955751949749146146139340938036035931631323522621120917815915114612398949074634848453436292123131291111111261410300000110000000000000000000000183
PROSOPE_orp0931999-10-02T01:1743.34497.7955149.867150.014722709241221241855154713201035886776701695623671706771772870872885869825810763731660624568503426383351357331302268245241220187191155152114104107667465554538292127211014910375411322110010100000000000001000001000191
PROSOPE_orp094 1999-10-02T03:1343.36657.82325.124150.054981075210718956188527891673857014877420937893449333533753438360538613938386738283694354833773272320529562747251322842189204719431854163114541308118611459477816805825474203903622712571801631309294101777578484445333225172217121278135763442311210210000000000000421
PROSOPE_orp0941999-10-02T03:2043.36657.823210.091150.0556210998106839809898978376794579246704087377435173200333032683599375640263848393837773569341332173063282626902499231921251931174517521515138313291167104889077769461055745340833031221218114112910310883814858625157403821261416812545711954710051221020000001000001020
PROSOPE_orp0941999-10-02T03:2743.36657.823215.056150.056151063610509976487487631658853234762398836133273305833223288352836033874377237103745359233963339302728582773248524532185200318551702153914381243120710359438276605785174844183192842361551441211109392758184535848373810151116107645117665112432220010001000000001419
PROSOPE_orp0941999-10-02T03:3443.36657.823220.020150.05612110961042595458472742463515382447838003474322630443061324534503697371037793726364834343431330930962855265724572325214418451832163814561317123711341028848775698598549450427335325240191171130105917257467360414935293319194118451044553135311001210000000000001918
PROSOPE_orp0941999-10-02T03:4143.36657.823224.850150.06657128971203010574940881047015595850974347385535713578354036863947424145844707480147664865475448624488411137803455308627612521234619751772165914791379115910229037796445654824143602952742171701501429988797954695845413129232318151289324543245032202012022100010103417
PROSOPE_orp0941999-10-02T03:4843.36657.823229.856150.06714126321168810460940282327070599750054339405936553656364438214011432245054700455348524726461745624502385736153310281825672492212919961778160415411380129811369398036645984684184203212952532141721461471078912883757346472643343129212413106124665720300001101100010000013816
PROSOPE_orp0941999-10-02T03:5543.36657.823234.739150.0658112672116191074596718372731862745391456442323930378939354165458047604848470047544712461945004338396536733291299027382460222120721740171616141462135513111189105187370659446643034131625121718317013712910610094756555463838252626191614712785652222221020120001000100012615
PROSOPE_orp0941999-10-02T04:0243.36657.823239.714150.0682213205124211108610149877877856784564150594556428641624404451249195046529151424988472946294211401038153539317627652592236820591924177415781570134612911207104693774458648642242033229725221316714514911386727959675945463324152318131347836504112112001100010000000002514
PROSOPE_orp0941999-10-02T04:0943.36657.823244.849150.0717013911132021222511296100948966764965105587516848194563479552105325562458775755552553134755449341163872364332593105271524392308217019751849163515571424135012229998547075754464603583242692251951591661211057970505746363238191618116867532683422001111020001000010002713
PROSOPE_orp0941999-10-02T04:1643.36657.823248.476150.0590811788116621100110526960085797283647055255074463444864540457247214877478347044499428037043500320730132756248522592107192419551931184217721553157513741139103989573859051043337629824321119018313311011574806459493947201722151213131410210651077673253111010100001000002512
PROSOPE_orp0941999-10-02T04:2343.36657.823249.934150.0520010267104319817947986157798649055454809427839613852387636933960393038553579341031363036273726572474225520371807173215691459149014081255121011781092105296485572157955142538431929222319516713010910789796360463841292025201116126311765353122042100100101000000001811
PROSOPE_orp0941999-10-02T04:3043.36657.823254.966150.04293831077496854646454524677409532662722251421862239226822312390246525032382226322222212212720902021184315881494133012441106106510591050988920903766721684644533457463375311263253172160135133101857963634049322320191512146763762031100120001000001100020002810
PROSOPE_orp0941999-10-02T04:3743.36657.823259.993150.030885797514244803730309624322044157613661190108310361111116612081258134813391306130813211319126712311036104596491484775273067559558456260755150452047244834826925121317418712511390767851384130311421182413625511612041200100100011110210000101259
PROSOPE_orp0941999-10-02T04:4443.36657.823265.095150.0306554715102419935952867247418761470123911461079974994103311251154119811841217117211351111111710409478827997216446025735475345534774834944514474213773292702402081781871321039264604154453331241613141613118215352300000000100000000000000000278
PROSOPE_orp0941999-10-02T04:5143.36657.823269.962150.0217742563830326327732280184814931191100186578477175780284383294692788384275875870364760952652444443441939841839732535232128226127925820719518615612613310480595250464029202419168858495612210200020011001010000000000010307
PROSOPE_orp0941999-10-02T04:5843.36657.823280.126150.0176333292942266922301957162013581083915789740687725706782777820781748792758670701622678553487404401364363314318318280249260227211163184135119931099870686940442930262116191651052541341211102000010001000010001000000296
PROSOPE_orp0941999-10-02T05:0543.36657.8232109.877150.011132085181015161287113089780064151647943743946144052852554854659157753250452044940942233034429726028729321719119115816514511411097886961616134342925162191075722421401021121000000010000000000000001000225
PROSOPE_orp0941999-10-02T05:1243.36657.8232149.911150.012672381220218771619143111249668236976155615535716067017147557458067627056806606165634804143783463272522442232201941941681531571241129292726758586134302128199106553422012203110100010010000000000110100010234
PROSOPE_orp0941999-10-02T05:1943.36657.8232200.269150.010221977176315031225108394377564356546946944439644350056356657757455053953848639539831733128725023522020215917113213913513610781776663565047462527211217101025652142000000111300001000000100000000000000273
PROSOPE_orp0941999-10-02T05:2643.36657.8232300.527150.0131225162292210517821507118795180567060756155550657960961067168369571364062356453746841535034527826025219618517915714314212312197946178535454432617241813131256534533310020001001001000000000000000000000352
PROSOPE_orp0941999-10-02T05:3343.36657.8232410.162150.0103321341871157013711165987823652607505521504465464574559587548582589563528476449375355323252207174167153158132971128093896565734531363031152315101061667314112120110000100000000000000000100000000281
PROSOPE_orp095 1999-10-02T06:0043.35817.80805.336150.0613112333119721084198938489732761055129441338993544338933983440366539143975389839373699353633363220299827062527239220651942179716581436126011881007885830753607560503468417372327238187148135951179885798250564444302216513812684689348420301001130000000120001520
PROSOPE_orp0951999-10-02T06:0743.35817.808015.342150.06395127151183210666942582127076573749914245386636053435355035414021426444084478451045114459451843813993370933153132268524662306197217471618143812061106979823716600554510391342302259224176148134101107888363495545293622261912101384984731343011120010000001010111318
PROSOPE_orp0951999-10-02T06:1443.35817.808025.829150.06578126021157310326915380456835572648734102388534823448355835813928426844914467461147844680479545714427402536063233292227122375217018611679148513311216112710127586885664854163523312942372121701371271291007969736059603941393226212110125529243424100000101030111000001916
PROSOPE_orp0951999-10-02T06:2143.35817.808029.861150.063891232211370101699136789168705617493342944002350235263568365040294207431745304580449245854434457440593770331631042730251523481999178515951413130612321150987879725627500412356303264204185144150125100998179677154412426222126162018510393120131032100000100000000001815
PROSOPE_orp0951999-10-02T06:2843.35817.808035.108150.06434126101140810429941179677008596351024496395337053776384439334320468947764778471546074376431841123657340430122745259923902017183316481505141413401281117210488787696025364544093353162712031781561311339671666455596233321517221891025374220122031011200021423000002514
PROSOPE_orp0951999-10-02T06:3543.35817.808040.155150.06637131311210411064997690637751677856974856452542154172408244224709492050835138500146834449412538713463340729882857274824272216214318901686144714051338120710769427916565364413933462962322292001421351191027265566237374223351611714385442231101120030000010001000002712
PROSOPE_orp0951999-10-02T06:4243.35817.808045.371150.07065137201330412847121751082093638176700260095414508750124965522553515544551255625175493244584173393836913400341933323388328129822792244621581948176015301351123711049347536295664353913813102792311721541351259389816061443632201191011781572321200001101000000120110002011
PROSOPE_orp0951999-10-02T06:4943.35817.808049.470150.0529010366100939379874077736993593751404483412936793707367039144013431240874081378635693191303327502545254522752334203519321759173815371487136112001150104596888979566355149539134531625123217114912112099917955554333362718151166728435301101111120010000000000002510
PROSOPE_orp0951999-10-02T06:5643.35817.808054.722150.040707634719763895889518746813811314426832522223321922138217624142334225422022075210219941950182218321693147314161248116910261041985973896875833748703724629504504398316241221176133120118104919972604844312418197974645922312010010211000000000000000239
PROSOPE_orp0951999-10-02T07:0343.35817.808059.693150.0344064345795510743623674311625442096175316021534144214001473154315941662163816471641156315661510145613971196117210099619239028478367637467406435865544974303963552932481841771471511229586746052512632261318121268952344032100101011001000011000000258
PROSOPE_orp0951999-10-02T07:1043.35817.808065.099150.0237645954034338327402261174514301123952934769758773866920935101410381024100096091186780681270561959254750648243945440336742236937235230328524221819717815315396858374513840292217151251014546410321111010000010100000000000000267
PROSOPE_orp0951999-10-02T07:1743.35817.808070.128150.01994359231882782234518491530129696983477166968668473874686087790889984579873174667762755552046538539336837832534330931931523624324317319415114913012184786558494536252521118101295442110431002110020000000000200010010266
PROSOPE_orp0951999-10-02T07:2443.35817.808074.834150.018103633314626922305186115701236996868779671702707739777808858885894792740738688616574525460381359381367329310329309311275240227202199139131124114106776054472931413618161998763235022211110010110000000001000000000324
PROSOPE_orp0951999-10-02T07:3143.35817.808089.816150.011632236196116981556132411289718636956005665735646106426526336286375405374745044554304093863343082832742362272141952111901801441541199910090896442515330262315811129137236121220200000101000000000000000000000273
PROSOPE_orp0951999-10-02T07:3843.35817.8080109.776150.0113421071848160013511068939792644541507406439442446492552549569513535503474470397403402349280283271277260221247240180149162128105978678696170462929311920151517121153486212441111100000000001000000000000000262
PROSOPE_orp0951999-10-02T07:4543.35817.8080149.943150.0857163513691147109282773161150742339137034735635137545440947044943941742239936735231529624821923318618017516416515814813486948674565445403524242115139649447011321011030100100000000000000000000000231
PROSOPE_orp096 1999-10-02T08:5443.36997.80347.225150.0611411770111671060896548364746863445303451140993703361937153887423243684540460243504196400738553611345632513039282825552301204018801759150614561269117810528978137625785384764683973302451681701241151058983848767524840532914241911965114185123422332211250200200100101821
PROSOPE_orp0961999-10-02T09:0143.36997.803412.512150.06217119661133210605931683497029601352474459397637203713361838184091427144454583462345654316440743053973376735053114289225532333208218461650141812861175108388581170361452144442637130125317314211410594817674866167485945262419174633896655512210122011000000000001320
PROSOPE_orp0961999-10-02T09:0843.36997.803417.487150.07251133871238911009978786247475623953704665408237273734379639134217469247695088503252155323535352204962449240953596330730882774243821941945175016541435115796985368360750944739033932725422618014915111398967864784855483225272431181185364204112020001110443113132021719
PROSOPE_orp0961999-10-02T09:1543.36997.803426.434150.071811374012640113191001486427632636953734817436340534029405641834620493249835177516251674879484746614363391036383201291525562372214118791719157015031400127210808867586625644533653303352572692121731441461169999888068445541372819302420155454602123111000022211000100214218
PROSOPE_orp0961999-10-02T09:2243.36997.803432.122150.072991406613044116931052890988184687359585093493146254571473250015237567955795743539653304942465744224133373133633051279924342248206218431625146413651294116410289397666185004694023312562562181551591411189382655953564144252426211011998512510220000221100211102110103917
PROSOPE_orp0961999-10-02T09:2943.36997.803434.629150.07701148471391912784113381017087757496654457825218490549035083527456755981617461725893549851284736440440433683350332722987266624192263199417841627151113241253115391782259751343540838933628323817718713611610910975665754414323283415912549257103011313111000010010000003816
PROSOPE_orp0961999-10-02T09:3643.36997.803440.147150.067381342312604117061066593808354719562745492514147964600461349515256562056505635532550104613413738573479342831793054296128682574236621791939174714791395119210909377625774994263763393032622231691591461161049492605445483322241227117556040331002001010010000000000003215
PROSOPE_orp0961999-10-02T09:4343.36997.803444.874150.057641149910698100489085832372546239531947804382412140434123421144574455462444914148401336813361289427652589240623702239202418951788158114191364125510879829288026555574943753553072312212091621381281118077735853442436262512161112654633313011010001001000000000003810
PROSOPE_orp0961999-10-02T09:5043.36997.803450.028150.0462587268317752868125974519843333769312628152605251525672632283428532775285727362748254424442337219420501865169114761256120011721055103810068888448377257125905264223552962402132071811281389683766954483443272013141099745562131200101010100001000000000469
PROSOPE_orp0961999-10-02T09:5743.36997.803454.994150.034896418564847073847326526052158177614581363124811791206118113731397151616081555165116071629165115931431133212101077103394186179775272872366062264555748944039231825922117917914612411810087725351512827261212151382437711112001101321000010110001000358
PROSOPE_orp0961999-10-02T10:0443.36997.803459.898150.0286255114831397232922677216116701438119910319389099629991038110511931127109310381022973848878868752647633613606524549482503463454429452413412338314259237226204148130967769604839464026271520131194114114122521001000000000000000000000447
PROSOPE_orp0961999-10-02T10:1143.36997.803465.035150.0255247984262352229052332195915141249105696688385885784394899710201063943888857834788773677639563522490441410424408385398382350334306279246219202185161138140113955968603836392019171612106227983214410252002100101000100101000346
PROSOPE_orp0961999-10-02T10:1843.36997.803470.109150.0219241953670324225702060169413811101939811712686665723763852856843803839729681688604545502430405408357330313310316266299236219187172174139134128889282634440492324192212937944671122312131000010000100000010000000385
PROSOPE_orp0961999-10-02T10:2543.36997.803474.291150.02143418838003205270322461794151311621017958781731715729810888863903891830784688667618580537495464410406371357388328317287293248203194155175153139116988267614155353324201414104417542140212033001011000110000000000001354
PROSOPE_orp0961999-10-02T10:3243.36997.803489.836150.01450288927072357202517391487115998786671668363961860570368368765360359852754649348545740139435436629429327628329125224124419816515612511610481727751473830382728181115479247220032131100101111100000010001000000423
PROSOPE_orp0961999-10-02T10:3943.36997.8034109.693150.0116421081850154914081252989787658564503484442479468525534568599569559585518491460459427417363354367295307274220231240177175135129115916783616057613038374015209891013656530210002001000011001000000000010000392
PROSOPE_orp0961999-10-02T10:4643.36997.8034149.900150.01090203117561591132411219177356395765024554904884865315785915965855556065315115214514543753443093012292122092201791701311261101018981727457563930212024201016147456331301000000000000010100000000000100000291
PROSOPE_orp097 1999-10-02T11:5043.35397.79817.074150.060131183811085103529370852174426188550147724486405139484198435048435196528053085366491246434356404338753576341032243046290326732329223019631803165015631320119310519077746876025284774383653162192061651711421391221191018463605653462818517111089464543221021100001000000000321
PROSOPE_orp0971999-10-02T12:0443.35397.798116.997150.069791364512281109419547854373186302547446514217397739354086424046104977532754445403546352565090491748624513409639713620332830202719236220531657152413661200106082774260753842537129226722317214811311297897065504860594044172114134878644112022110000011101111001002117
PROSOPE_orp0971999-10-02T11:5743.35397.798117.160150.06613127671149510390923280667017617452234534419237963760396341044633495551285236523552055162509548214724440041793859359733492957265422021978171215021341113798179367456450042436631626420619513913910488847268588578726741222623169553644631323120114222302211101101919
PROSOPE_orp0971999-10-02T12:1143.35397.798124.728150.0691313590122901088096428629738963125315462742564095387641924344465551075145536452645293508549784861444140983744326830022810244622202044185616871495143013231105927725585452405302272254236167166121127114847357564337463523192214101510137352210113140101001122231001012415
PROSOPE_orp0971999-10-02T12:1843.35397.798141.853150.060411148410722986791338216734563035443472144603864401542524299481551265023513248344495415037293449305828792620240722982209206519321802167415991326119010929828157515975174333803473092502251931631411391217385625646403531201718163992333710200124211000000010110102713
PROSOPE_orp0971999-10-02T12:2543.35397.798147.775150.040708048728964915705497841963479308925132300202420051944214123302316239023502350221421652115199519381821170015921489136412521153113210279659898558227877126185344393763242962842221801481251241209665774936253325282592095236034020020100100100000000000002211
PROSOPE_orp0971999-10-02T12:3243.35397.798159.846150.024224730415736043124246520631644135211151033940886874946963101610691103100210271004949893899816764718658565521535482462394422343358344317285245249211201142125104868374696041313422231623910124107611721501211001100000000000000000219
PROSOPE_orp0971999-10-02T12:3943.35397.798174.923150.0190236493247278724211981168914041130950945760735776810799885885904919836881827833759757668648537498491486445401427368373304281277223201169163155142123997177716140373338252923229117721341240301030000000000000000000000167
PROSOPE_orp0971999-10-02T12:4643.35397.798189.983150.01419266523372002172314821220101681774864058757962564566373672673374671074568864769263661857446544540139537331531131324026523218614916315911311785968051604241342421271812131010575110212310111211000200100000100000000195
PROSOPE_orp0971999-10-02T12:5343.35397.7981109.979150.0120421742053175514831315103888078163461254753550854460265166773874674666868864761956149849842737636232432331226726526821219818115013811410272100795342502329192419231581081054204111010000200100000000000000000000203
PROSOPE_orp0971999-10-02T13:0043.35397.7981149.624150.01058199617761559122010419147576365314834174154474465345655585745855615104895074244824233233052732933132692482102092081821621551199195948379625046403430201911915455335110022110000001000000000000000000000181
PROSOPE_orp098 1999-10-02T15:1043.34137.79634.974150.06385123881139110250906779896986569849664423393837973704392540904569479149424871485746804568442840913863357431742990289927342581242521262151188317361624147613691219101884269661848143035930827621515116412911896957871636231343720111811757291366553041211012101000000000221
PROSOPE_orp0981999-10-02T15:1743.34137.796314.497150.068621329012286107479459807971475906500343934029374336343875402643604724505652015257513351574892464143583994359934723377303629272623231221571969171215701398119310938697486165574473873252482291601351321036768676057434642222621181914848676412803000000001000000000001620
PROSOPE_orp0981999-10-02T15:2443.34137.796324.685150.075651467913695124401115910067882875046494582453744914504951365518611866446865716071206877647059285597498743893920344031872933267223671998186217821599150013581237102380264050741736033927820220315213210110510077574948484643434028172078116925733011101000011101110000014119
PROSOPE_orp0981999-10-02T15:3143.34137.796339.782150.060921160910697991288188135743765245898517449914651474349245296571561926564672062395973503146154083367731092770256023022262205318691784158214381305112910259188277066455074433733153302561911671701451311157966615242452743171617155874533421111210211010000002000003618
PROSOPE_orp0981999-10-02T15:3843.34137.796344.497150.0473887258118725367166173558548554230375434353203314731483359346636383765374934913238285427092459226421271976180215471439131512561072102492590287783074867760650244838732426321621219613411213410381594057413438241315111456763310212001002000000001000000004217
PROSOPE_orp0981999-10-02T15:4543.34137.796350.416150.033826414576750124252349828962381179516381420134213321317132214101440151815151438140213141271114811231057101695283176870659962155852146851649847541742734832324225221918516811512483778858584225312214121716881210147213010000100020000001100000003816
PROSOPE_orp0981999-10-02T15:5243.34137.796359.327150.030565675522543963794311625802031162213461173113210861011111712271223119312251154110810241056919845777692610544486482468447425398375364331295295257248210182173159124120837966604938282523141720101311612116644201111100001000000000000000004115
PROSOPE_orp0981999-10-02T15:5943.34137.796374.845150.02170408938543237293524202093173014571206104697697593199610121082107710531068981941876846751766675625595544492460419417383344342331268237229224186137129122979674685156483241273015241291211642542101210111001010000001000010000494
PROSOPE_orp0981999-10-02T16:0643.34137.796389.902150.015162836252521601894156413311088907747781695651645650711766767811787820723727711705683614546530455382369343292264239253243207182155153147135108105767958374039382430141511511374061210143120001101100000001000100000543
PROSOPE_orp0981999-10-02T16:1343.34137.7963109.691150.015543015270023552007166514811208996854783697718715685811852868924916940942897831765685673586558476456450436401367363268236243243190170163155132114108827861484350372325202117912116243200103001110100000000000000001100392
PROSOPE_orp0981999-10-02T16:2043.34137.7963150.618150.012902512212418571628136611611023849709633561587578652666748796806758769716706649645655519522428395370341317311242249213197207158144131112108119921006769423727351519129161012244301310310010012000000000000000000000301
PROSOPE_orp099 1999-10-02T17:5143.37777.77005.947150.0628412280113131009389177945685059305098437141663884388539524128485449485113533850964958471043674160377634543134293028202723253024302125204118541671163214181264113710378296946245254693603332752222091711281069698916358716045382926201056672463434041011200003001000000321
PROSOPE_orp0991999-10-02T17:5843.37777.770010.276150.063241234211343101978933805567725887494843434067379439133956408946494902506450265211494547494419413736723404315530652811262323842313204520101748167614121352124011259168536465995274273463232812101681861319883936369525045784029272012146111448841125231100012121021000100620
PROSOPE_orp0991999-10-02T18:0543.37777.770015.250150.0652912544113271002388887511644755414671413438673508357136013829417446244892508750374988485547294309396937563477327131793051271624732240204518611653145113271191105495677262552942937033930423919814413011010310386746668574431262827211719611456641113201040101000000000001419
PROSOPE_orp0991999-10-02T18:1243.37777.770020.418150.0706013605123381075091248123692956844901431740733827383138374115463151225284560555455589543053575201480941944003373837003494335730392641234620121813165615721366110087168251044339928227524721219015313812810085685959394336332525262422241913765333263234100000200010111002118
PROSOPE_orp0991999-10-02T18:1943.37777.770025.366150.0714113981126761104199688450735561575357458443414007403041044348464651135383553057425737575956105635526346964101385636943497313629392534224120131818176715811402114689773860743940130928623816915812313487886777374138363121143324181817711962311201320001000102102000012617
PROSOPE_orp0991999-10-02T18:2643.37777.770030.576150.0745014271132611161110038850473316105500944434073386436353747398745104865499454615267532652375261512546994315370634723129283724522245204119011630157615131382125510378836505504313692952642101941591551269879695644554035423125172213111487773522222201102000111112001102516
PROSOPE_orp0991999-10-02T18:3343.37777.770035.314150.07133136031225610800955683187240595252184597419937903790400243134722521055475750590860195916573154104912440437103373315826672402217619041735165615241349133911371069835678556411364320255234238162152153151113826769576666635129211211128139471320023020100200000101110001815
PROSOPE_orp0991999-10-02T18:4043.37777.770040.272150.073211404213187120041107798658837755666865999546052825243551857876583733377648122812379977451684361145369450540873664332132553158309629762768241422271889151012809947935955334173523273022452021651211471261078073596051522737292113591067755211111200111000022010001002214
PROSOPE_orp0991999-10-02T18:4743.37777.770045.440150.0651012210118101100010139934184847558671160595566523854405578612769007520778678737227674661175514481441783549304226932478224521562035190616961505148812521188113092779361857345738535031530222817718614712711685846753533738251320161011425452421101210110110001011200001513
PROSOPE_orp0991999-10-02T18:5443.37777.770049.937150.049499408894184717791738167725998525546324461408741914413449749725088508449284585398935753215286927202624231619831815158914611292131411441109108610821044930890784636554452409371254254192158127121108789162584141413030181813109775267240100210100000000010000002112
PROSOPE_orp0991999-10-02T19:0143.37777.770055.075150.04462833678177121648656864848400933682880251423202290221122972447254925002377233021251976189418401802175516541422130311601103105810279779709658598567656666095164193373102292031681561211211287977843944332734211315101176332320010411011010000001010000002211
PROSOPE_orp0991999-10-02T19:0843.37777.770059.992150.037116887619452714369359130532387194216391504129813591270133414701476147615751597151514611379132712591263116910359748588077076856156166385855615135234583933432742511901741491199110963666445533135301820817936433211111100000000000010000000000236
PROSOPE_orp0991999-10-02T19:1543.37777.770064.649150.031476058540644003615286923191869150512561063989975952101410051141115211971118117510411099991948854821783719638622560495514478459480461456434357356286273230202149138116847280565242272623191310968118721111221100010000010000010000010275
PROSOPE_orp0991999-10-02T19:2243.37777.770074.668150.021394136365531452570205416631321107491282076875370571481683884987191681676677571769158354449142041636535137033133526627229923421718218017313013711810175545554524340212218151488710457242101021001000000000000000000001294
PROSOPE_orp0991999-10-02T19:2943.37777.770089.998150.01687311526012354210418191545126910568487767086916727168198397847737788017095815705635734794614133303333342862552832822572172282021841731591119610473756254514837291919191318235108221231020310112010000000000000000000223
PROSOPE_orp0991999-10-02T19:3643.37777.7700109.644150.0111921111815151912911072823652523514447413386402460417505466486509465463413460377379332341291302288279268232193191173162174145126110908385776064453138261822171411957358325602021100010100010000000000000100192
PROSOPE_orp0991999-10-02T19:4343.37777.7700150.479150.0995182217141389124510168196816145164694544354044374645245285155595384704914284024183163332652742802232172261851791851471271201151099480775429363026311818171055352600420200300000001000001000000000000000201
PROSOPE_orp100 1999-10-02T20:5543.38277.79705.538150.0598511624110921008292498101709359835274467440113711384838163897433144004618465245194225406538893670360432733108284327372474221320081890170415811457130712631168100291675964750248537532125219117014214011685767153655246294933251813215138178571341210212220100210100000421
PROSOPE_orp1001999-10-02T21:0243.38277.79709.937150.06259118841111510145926681777042596351294456399036933617365538544269454846034802451943594297418739663804352932033136284727562460225020621754162714281272119410839158067245735454533903112222281451341291068290595051484341514025212313118867634416133010000010010000000920
PROSOPE_orp1001999-10-02T21:0943.38277.797014.747150.061861201210792992887707851677157114824422639983599352436203760405542464365447044014350423743374075392335953345313730072705244922381932171715571397132211241071927752705585496431325264228185181138120867571646354624937262018211615865436316130212112010000000000011719
PROSOPE_orp1001999-10-02T21:1643.38277.797019.869150.0624411870108849789860874926565552948474134364634993527345836384000422745344382438645144367441343084166391337033479338331492909258822441960165215411373116611059408015905204393663302662451611751399484686466484759452435202719241417610464370232411301100000001200102218
PROSOPE_orp1001999-10-02T21:2343.38277.797023.625150.0683413084119311064494428213703660665108433640483739370438864031425545794711470647724873487549284814463143443889353533763062279724842154201818371635157614571231990823643514423383329275235191155155148122959385496754403728242223202116116355432131211110010000000001002017
PROSOPE_orp1001999-10-02T21:3043.38277.797028.746150.067821301611845106189418824372746209539647714276402039734024432447394924503953315284517351404921484745894172376532562926274525202221195818441697165215141393130810997886875434613793192902712041711321501121107673475239413427282517131610101524443131132111101000002010002316
PROSOPE_orp1001999-10-02T21:3743.38277.797034.153150.0678513326123161088397518542751563935580491646314195414243614732509558625903605260406086584354915300483342183699332629642622244622711967191217031640154614001163926770552512409335308277236209165162129116797763595146433636332113161011106533405411222101110000110000002815
PROSOPE_orp1001999-10-02T21:4443.38277.797038.935150.074081463613653125401135499268798741564375677519449445008516056946339679571137651767474737059660361045511499642983879351631192940266225102243207918991657152313831153924781680625532483435404323303219250170165139109918776685241402626191615151712124745225131300010010000000103314
PROSOPE_orp1001999-10-02T21:5143.38277.797043.857150.063771250911940107411009889587812677959125236500245984634486353305927650768417233713569626585598053864756412935703172283528292727261124542138191517231543132711048587075694634003543062772081771341161278787704233333732241914611116685340251204000000000000000000002613
PROSOPE_orp1001999-10-02T21:5843.38277.797049.068150.057241088010525996292438570764565865846507548604433459847835239569661416147642359155753531848084216367032382825256523442188214919101708162413871306107910358947336555374183802992632392211501231021028878644545322729271215121077241680110000122010000000100000003812
PROSOPE_orp1001999-10-02T22:0543.38277.797053.995150.053121039510138980292498460749366555633488245054165414442894377493950535164498045454236394536343478316029042495218219041677149812651221107110129569388857316836405244583663372762032021351341089582706642404122322217126565833210120200113001000000000000002511
PROSOPE_orp1001999-10-02T22:1243.38277.797059.197150.0361669756420557747654181328326292184192516651531153615761675178818121928190819471908188918781830173316201502142612051102915859755723692688661629652582533466390337260209179166134108121877674624144203625261816911741162133101000000011000000001000002410
PROSOPE_orp1001999-10-02T22:1943.38277.797063.629150.034726496595149494211343527342207176714171221120711151069113411751241125113331252119911621040102910429748168167366186225825295024534703903903983443203432412381991681361211056995746539443235281619151471086334631520101001000030030000100011309
PROSOPE_orp1001999-10-02T22:2643.38277.797069.033150.0291955754990426535072975243118431525123810811011969926940100111111072110611081107965895837771705657511488450460412414383384340315314258242216195190187126120104818161433945371625191471411310791152210001000001101000100110000000328
PROSOPE_orp1001999-10-02T22:3343.38277.797073.734150.0246146644274368930712542213616451340108999788689384983697489310111024998884815850750754706619524497422413388370337333307287257254201188156184158134124767871695350482326382010151310158361231120100110001000000000000000000347
PROSOPE_orp1001999-10-02T22:4043.38277.797088.658150.01588302426852297203717681440122496486078866165669965971676576979973073473869465563163355150447841037134229928326126027519819015416214014210383836368493836492425179111184823310201000000001002010000000000000000256
PROSOPE_orp1001999-10-02T22:4743.38277.797098.321150.01448285725252104183915111258105590073167262961259168273274178087381778380973473666966162256748842636134032428027825926823420318616615213711086879069534648413831212118165101044657222201010110011000010000000000010265
PROSOPE_orp1001999-10-02T22:5443.38277.7970110.122150.013132540224719391642137111519347906506025775736335466256997317117397606966795976305775214944394243593273113092612322122011881741491441121027784675051374628222513181116711324423421310100001000100000010000000000274
PROSOPE_orp1001999-10-02T23:0143.38277.7970150.395150.01150216219481592137811149528456745835394884365255315935996015765976015725495485035224013693402953062622472562302772402101581521481091198884816241403735302223151713527534542002011000000000000000000000000000163
PROSOPE_orp1001999-10-02T23:0843.38277.7970200.475150.01388267923562115179314961274104787572366760357658857559567371775471074469371262856350148543537333829526625222523523019919017314214812111094888377604731313115139171212135441211210120001101000000100000010000000272
PROSOPE_orp1001999-10-02T23:1543.38277.7970300.068150.012042288204317801460122310778527256845665015414675305776306186556256156205885644734143593473182932562112011781611411311129810873746273425040322226201917139116403260200010001000000000000100001000001000251
PROSOPE_orp101 1999-10-03T00:0143.37527.78434.966150.064191250512221114731052192978279685859625084466642294188411343414656484850255053486545694438435140843858355433503067287326312360215819081702163214991379118010659588527086696155184533913032471981361398568887190806160386830322616711159712575423321210100111000000000321
PROSOPE_orp1011999-10-03T00:0843.37527.784314.476150.06346122811169510714988686837399620554064620412938253790384439864253439845354594462145744566443243304149367635603351310928402531232620591732159014641270119211089388086625995374413983252532101681321211078991112817478483945333322181316127613733632413201102121010010101519
PROSOPE_orp1011999-10-03T00:1543.37527.784325.868150.068721320512057109359638856171896220515645884178382537893948407943834761487047894797490348014864477646744318397835453189282726692333212319041699165114561272113891172463350039232633625920620813612111697907353555242403135332222252219610541832432222111000001102110001817
PROSOPE_orp1011999-10-03T00:2243.37527.784339.889150.07835153051457513381121461096794788308703563056009561956156096630172527783809081918330794974446759603253534933440940793676353132512996274224262128199218971665144212261001789637524472376337324220209159150138100767254455042423633382027151478539744872122300010001100000002115
PROSOPE_orp1011999-10-03T00:2943.37527.784344.229150.060931156911270104219862886277276580576851344633436244344676475450975426539754335190492743843902347231872734258024222318229621962065198517831592141112051102106290477366148441533329923518717515414411011882766749434139332417151613611113552448343050311000000000000102013
PROSOPE_orp1011999-10-03T00:3643.37527.784349.800150.049719856926088198120705662505352454838123601338132323375356739023855371037093361312728662646244721832044183817311601139213431227109610389809258748357966976666085274153582752432171751481091009097646157364434232218127571186515231140015210110000000000001711
PROSOPE_orp1011999-10-03T00:4343.37527.784360.084150.03150610354894769400732982633213117121463126912431137112211161190130112981314135512651192115310901093100591179377266365256056253451146246344541842633630528226520820016212212199101816955423842302124141512566462022231010000110010000100101000159
PROSOPE_orp1011999-10-03T00:5043.37527.784374.839150.02151420137883380284923701994154312821069941830821799835879839940856868861812765771720652580538524539471506398425442368334273270216204166150162137115103756767485240343229211926106610533222621011110001000000000000000000187
PROSOPE_orp1011999-10-03T00:5743.37527.784390.125150.0162132352996255422761929160013101136892822811711725740801874801776755716753672599575527522500438403410355379304271309256246224196157168139112908899746643423727261420251477665441310322000001100000000000000010100195
PROSOPE_orp1011999-10-03T01:0443.37527.7843110.055150.0190638013332290725322092187015181288107410039568839169241099110811541121103910419679568567717016125214984523963653492953112532322031991831651601661201101069571634453363932261610147481011594424021100100000000000100000010000273
PROSOPE_orp1011999-10-03T01:1143.37527.7843149.914150.0139726202361206317401529121110508687346955936236116796997607798048418517648077156956336095594583933503333152612412232402391941791351321611041029478505334362619191323111087555032211020100000000000000000000000000201
PROSOPE_orp102 1999-10-03T02:5843.37457.78136.172150.06272126731207811211102219103790565235546468242423888377438373912415343884515459244974268411339703702355232653062288027192448218919401823172214701317119110789258447035675505144304033592422051501281061069197707655486036312530221412151557131311136103022130000100110001000421
PROSOPE_orp1021999-10-03T03:0543.37457.78139.290150.06390125261213511223101448803757663365409461541383859363437823818408244644479452944074313411840133847349933713106288526682428221420251769161014601350123010689388277006715875024463913452771971631211309499908784646661565138212313131413111277111210874302202010000000010001420
PROSOPE_orp1021999-10-03T03:1243.37457.781314.635150.05936114621059995308596753863105404460938963721331232183365347237264076425943194445443643044180415837543391316630302657244521991886172814801353115910519388348096295714774373533323152171911701321058791928467685344433227302022141184182964811111000000000000200001819
PROSOPE_orp1021999-10-03T03:1943.37457.781319.918150.070861334212249109519873842073076091514745193901385736683700384842954572476249735022506051355380520448484502417338803503326629142606226619271759141011971061913731681562465420347306316247202153137130951048478655645312619212121181212146534332423132312010111002101003718
PROSOPE_orp1021999-10-03T03:2643.37457.781325.097150.064861244911836104329151817868175850490442843974360634903600378740554295448546584586468346794820470744504098370232523070275325472167199417001562135212511026962780688584468418370303272232178163121101101888864573844373135262518141310712700322202200110000202011000004017
PROSOPE_orp1021999-10-03T03:3343.37457.781329.989150.069051362512631113001010289447889656455344964441241314045427945044662488551085205506148934713451042724091376833482997270424622254199517341658147813571317114610638567296654804223643002432311971721531251148468655040465137393031171991268954753111320200001010000000203316
PROSOPE_orp1021999-10-03T03:4043.37457.781335.373150.0744614554135931195910741914680756739584250314624438643214522474151685507566855305281530048414693433640483738337130772750257821941998172414961391132513041191109092371661952638938833927124319715014711811486826172536248363722191919107139894123163111140000010010000003015
PROSOPE_orp1021999-10-03T03:4743.37457.781340.078150.08231163511528513815125811108396728347703660615632520353395297560758756279638563836214597254415147456944764170364633553008270123562301195219221643160514991312129610738597365884834103713302842401911931611241329574785670464043281722231416510944124111323024010100110110002914
PROSOPE_orp1021999-10-03T03:5443.37457.781342.114150.065051260211924110481015986497519651257554925452442004133425342344531473548604763465442373921354933513054284926482463230221052059187817751632143013601224114910209157326225054293652922302252021621431161098870713548393327241111111416455433323314122021001000000000003413
PROSOPE_orp1021999-10-03T04:0143.37457.781344.837150.062231249611991109411009991628024683059625199475643814290432743994707478148004671432040853718340832233007270326302412219520161984184217841661143713291203115110458867376234984163973192642051571571421291128485785154462324222124111571183143414320241232010100002000002812
PROSOPE_orp1021999-10-03T04:0843.37457.781349.574150.0519310098964190928473726965485595495343033932368936023546366537323669363033513269295728082569241822792118185917871558145412941317114810941101968906861852724759655578392366280247228187141116939979655047413725232515109514334634741210001010000001000000001911
PROSOPE_orp1021999-10-03T04:1543.37457.781354.764150.040107825762467816371552149464062356231252959263525692492252626042622262625912375235723572185221819871871167614841284112111021033104110649329508458257226856505535204393752932532051981831371289710476605739423121171519111310781352220023000001000100000000011810
PROSOPE_orp1021999-10-03T04:2243.37457.781359.860150.03047580751844496388232682763231018331514144012331251127113301463162617321585158315341558150314961257123311051051914866841810754717655649638619551558507458413360296241182144128112113977971524839292924135149125714310012020110001000111001100000239
PROSOPE_orp1021999-10-03T04:2943.37457.781364.875150.02825533746884041344727872190180614921286111795998593999910901190117311891191115211551037100892888276666262455354350445241744840441734939838036235030724820919616415012488895863445236352423121413119123511522021100000000000001100000000158
PROSOPE_orp1021999-10-03T04:3643.37457.781369.931150.021544330377131702787217318281375112697189478768974276080688991193390887480971272765659756649241939237136635233830028130024628125620620319615213612111289797255314030231317209107712236554417110030101000000000000100000197
PROSOPE_orp1021999-10-03T04:4343.37457.781374.870150.02193434738483293279522631825147211929878907928047697918128388899058568328007367216495915245144164323663613233262902602652462322191801671471301201051096960555735212929201613116985454121311012001101000000000000000000196
PROSOPE_orp1021999-10-03T04:5043.37457.781379.802150.01937363133272741237619461622131610218547076736186286626737297707577066616696105895505054484073893763663392903123022692422651851641631391261271388589674941414438301418111095548121000103012001000100000000000000000205
PROSOPE_orp1021999-10-03T04:5743.37457.781389.556150.0177234263167271524132021165413671152938846732718753753729780810748783707646649596544515518491418387367320285310263262241239203166132155151118789981624640492630212015231499723432102100000201201000000000000000000194
PROSOPE_orp1021999-10-03T05:0443.37457.7813110.032150.01023198616821424121810599357206065425074374224614274965255535875485514914804814354124153493212722532772392581761821791391391061121149683665662413822281717168119758623234200111000001100000000000000000000193
PROSOPE_orp1021999-10-03T05:1143.37457.7813149.718150.012252312209517471558128010708957396315285144774715005475706326566436146125685775175004233693283122722462052122011921801651661211421409073685649483026221527207613678131232021000011021000000000010000000000202
PROSOPE_orp1021999-10-03T05:1843.37457.7813199.943150.0116221501876166214961241102382471064256751252250154062465264463363167361753852949646042236435829025824621419419318917318312913312495105966654464439282523191112611655232202100000001000000000000001000000000171
PROSOPE_orp103 1999-10-03T05:5443.37617.77525.031150.06139120041177810668949383227227580249534282372035323388335233643620388939233936388337793702346932863111295727232590244422751974184016701477135912101088103185079566150553345541139631225119517313412711393818482595938504221271710128131071661152246332221300111000100101821
PROSOPE_orp1031999-10-03T06:0143.37617.77529.799150.062091214911628106459703800669235853476240863715336932803280362136863767399140624006388235993602339231713023282126522457218620441803163615391337122611059548547976596255365034393833212691941531341191011121069083937858502526172317218379141083863120310110011000001000720
PROSOPE_orp1031999-10-03T06:0843.37617.775214.842150.06389119381143399908858766765955555462139763589337932183370344737594070422545064259439943664267397037813470322029732642247021621982166514831308115810088908066625955175174313742962732281711381219186648572355248303325191791416374443041411320211012021100000001719
PROSOPE_orp1031999-10-03T06:1543.37617.775219.958150.064151240411439103169045787366925610469540893777335433973543372138804226439046144458478345594629459141253850339432122913265323242060173315151408113710809007386305324984173883073122452051671401291078370626647402036272713171817101072352321110001000010102000110002118
PROSOPE_orp1031999-10-03T06:2243.37617.775224.613150.062341218011071992189877643653356084678414936493370340233183620388541914244451745654658462646024523438138773558328329842645232721631885153313831261114199482269654745142641929329223720517013211987788057614935342933221722141110931134010003200000100000000100001813
PROSOPE_orp1031999-10-03T06:2943.37617.775229.899150.06269119121082197628913774266245624501642523833364035653681379442134307447043934405445042564120400338213446315426812537217519361727145413431249114810948878356915575004313492782352091891721361007988846156335033302517191510913974412232011110001101100000000003112
PROSOPE_orp1031999-10-03T06:3643.37617.775235.024150.06616125021144810402916279957142593253194696413939203922395942314413472947454643454044134045397737673523323129802638237520901954168315261382115310771007973891745705488412340302256231190196138130977488616248363439312719201278953310213100000000000010300000002011
PROSOPE_orp1031999-10-03T06:4343.37617.775241.920150.07269144211374312629113161015487937337617754435012477043804557464250285370538153935068476243683964383035563532325929652700252722392091187616171534131912791195986903714589503444368336303249201186139115126103816250533137193022208109654332414100201100110000000000001910
PROSOPE_orp1031999-10-03T06:5043.37617.775244.998150.0583912072114261060598508934773967955800496145744200412241054252440446954617442342353974362033173058290227622706248123832145197919291781159414171285110410949819057346235254113613272902332151741401191111087766525551341622111688574321213112102101000000000001000179
PROSOPE_orp1031999-10-03T06:5743.37617.775250.150150.054271084710471981592738337747264675590501846144244410841434223432244174262409137923533327031062738257724592244199517731651158213231378124711911130105610259418097736425444814063212732282011891421251209363626039323128171612139462411000110010100000000021000000218
PROSOPE_orp1031999-10-03T07:0443.37617.775255.241150.041528112773673166856598854494672393935463146289728542866293730133070293228182684241925002456225121451996182015931431132312671270121111551100102910139318177276766055495144023212842571911721651491179874524630252414283664764210002110202100101100000100000167
PROSOPE_orp1031999-10-03T07:1143.37617.775260.141150.03442649759615191454340033311278524001932181915561516151716731686189417701911180217671701158615441419136812301161990971897912754750741700664636604503530493429336282239203186134120112997870633940362622302510765561221332000311001000000000000000156
PROSOPE_orp1031999-10-03T07:1843.37617.775264.830150.0306358335025407433692730235017781508123611111057106299910871154126412851310131512551207119011661072102992386178068965365362156558857855753252150544738839131823223519516015310992866049362932252215121471045241222010011100012100000000000000175
PROSOPE_orp1031999-10-03T07:2543.37617.775274.953150.024714798407335072786218018381356112610098278047517877708509459459789719257728287857146155384885114183984294083853663653393212552602252281751681441551119172656043422625192212129953203220300011010101000000000000000000134
PROSOPE_orp1031999-10-03T07:3243.37617.775290.021150.01652302726962487204317371475115996282469763461562065270672274772868365757160554355448646342135533629130628727825524125023120817914813813211397907246524432293218241411995532532210200002010000000000000000000000153
PROSOPE_orp1031999-10-03T07:3943.37617.7752110.321150.01145218619001692141711801031865680613523483484518507525594596614620576570515501491533456460368328328302264216204210179162169119144119118971009066544338333027161217131878545212000100100000010000000010000000000202
PROSOPE_orp1031999-10-03T07:4643.37617.7752150.089150.0955178215631338117393881271856446243541537839843745455053154656053152453846942540637131627024924523321018018615716514511610510591786957556535352517199201194955433030011100000000200000000100000000000241
PROSOPE_orp104 1999-10-03T08:5343.36757.74175.123150.05984123051187010844989089347574621252994512420337263702373639714253440444464510441042214077386037143523338730342887269524832224201917611589149514021244110193782573659553249337834133024421016012612311311111788967558414444253315141179791312669253433400021000030011002021
PROSOPE_orp1041999-10-03T09:0043.36757.741714.828150.0624612010112481010689227967673356994843404937573456347634833585400842004307438845194501428242604221397534993299293127092479223920361675147612971157101992281076060150148942440533327719720214713012311094849194718761433533231418111495135533312111021100131111010011020
PROSOPE_orp1041999-10-03T09:0743.36757.741719.583150.0670912860118471061694238035699157975021428738653553335834963686410443244524473448814862486549324737465640773835349932952948265022811988172914671222103510028556585825444554093283162622311721501281141069490666857574345292727272214758623846522400011002154761203202419
PROSOPE_orp1041999-10-03T09:1443.36757.741725.270150.0693713147121461054094268088692057845070431337973532350335143671413343194548472548184774485648644849453942373786349531932909258523782169191816511473125910438867756005244764313933272782411941571491581179285667862545642242826151510583641262231011000103112030100002218
PROSOPE_orp1041999-10-03T09:2143.36757.741729.998150.06816132041201610777958381607119589651344424408538163742374039614299456148464961505648464596469244624289384334312989288225712290203617471579141213091204106283376867050546743529727324720521216412510695806373586545363215182324144947131140111101210000300320010002817
PROSOPE_orp1041999-10-03T09:2843.36757.741735.327150.0727514269131011197710606935382136984592752544831439444924589487153165585574057515701534251054758461740873841347530983044279724742187206318761629145513121158105285677460952547937635529427522219215513211193877667644537263021181498525314412111000100000001000101002316
PROSOPE_orp1041999-10-03T09:3543.36757.741740.096150.0811615434144971338712122104909277788168655955549551445032524255016002626163186487617658345222488546084232378636753627354333563101288226122262199816211412125710789608336336024824023633473212561891631431131108887685548432629211714145923242601410010221000021000000002615
PROSOPE_orp1041999-10-03T09:4243.36757.741744.942150.0751414587137811298512138108379520815670036315577652695301530155055962634263216273593256614913465843104051374637143829364735033368302926982315206217201495128911529958687446255324874464003493242422301671681181099076586142341622161296345261020001110310000100010000002114
PROSOPE_orp1041999-10-03T09:4943.36757.741754.963150.05136103049746912887877905702361805414483044954186410440584296423543054139382133523227288627142640243622302059179215931419137612451203105610901029958935863798717575562446338345299234202189159145128107919164494539351913187109736230302000001200000000000100002412
PROSOPE_orp1041999-10-03T09:5643.36757.741759.880150.038927732728666436113537047664069351730872823258125172529258226942600253323512208207518811861181016711562138413041136102910719899489429148678508037616745715804753903292732321981611391089711291714758403222171910139710989222122001001100000000000000002311
PROSOPE_orp1041999-10-03T10:0343.36757.741764.823150.0324663675940528746223983331127892354197717821563152916101550161118241704171816271515151414541423136112221158108592594689789090286981980875068064649145242937831130924020516212811811185758371384733242716201216865311503010002001000000000000000001710
PROSOPE_orp1041999-10-03T10:1043.36757.741770.107150.0248745754064344228732359192915241269102197385986281485810189201050101611369959849228798208207337206126125254784564784724173934133733333502992522121921511381261096362615150293420192171296564120433323101111000011100000000000249
PROSOPE_orp1041999-10-03T10:1743.36757.741774.782150.02121417635742934251219701636132111039238337107447247578088478879049108658577877416866865775254664444014023933774013683383623503013022762111981821491501229389624651433121262510181386962122512100000000100000001000001000228
PROSOPE_orp1041999-10-03T10:2443.36757.741779.890150.018003449304325792181178114651158976785774704630647664719822832808821733739658638630563457416429362314360330305295335294256222241208192178179165123948661554653343521252117159745423342002100000100021100001000000000227
PROSOPE_orp1041999-10-03T10:3143.36757.741784.865150.01494283725402176186815611234106093172367561560766160768074273678175373567662558958052250342237234628933133027426824922819019317615816113811889957762493841453321171699871240433111131001000000121100000200000000246
PROSOPE_orp1041999-10-03T10:3843.36757.741789.914150.0146026512414200718791572128310679027857306516386245956837087537087166996055845785134864694724043723163292813012662172222221951771591501451379110193833938484536321920176106999213000410000000100000000000000002000235
PROSOPE_orp1041999-10-03T10:4543.36757.741799.787150.0120821981913161814451194100182670163459954250052257956360559559152550344644742739340039735833031030227424923522422420718416314816714610911610689794257464125271720121351194211411200111110100010010000000000000000224
PROSOPE_orp1041999-10-03T10:5243.36757.7417110.033150.091216311457116196978969956246043134132331430032638037540440437337935333832030529827127325022125122021819717114013913210888106757160635850283631271617161185442507300211100010010110000010000000000000273
PROSOPE_orp1041999-10-03T10:5943.36757.7417130.045150.0105519091717140312501043854646611514425373385384413410452510472490485447451432406306353310279244269261223210210165154140108100107858569595239362932172116131489545552201002010000000000000000000000000100232
PROSOPE_orp1041999-10-03T11:0643.36757.7417149.665150.0904158714231206976894711598520471377370363373361451433424491449455430404359403366315294254232228221212185183191152156116841109365685840452935332124159788532401022300210100001100001000000000000000231
PROSOPE_orp105 1999-10-03T12:1843.43317.71946.988150.059111159710759991688647975686057965077422440183723363537703903420545524642459246704623441941404005370733853213310629362821261923592201203918591721154813981217102589268363254042338432127222621216414410011182777670604856452716132112131410365463221220000001001010000001821
PROSOPE_orp1051999-10-03T12:3243.43317.719417.337150.06254119841084495718282714462765101447338983440330231143180342936674035423943644319420941844165396438923525316329772697245423281964191616431504142312871101971751631537487433321298272219181155138106987860617649584644212621181312434445362231401101001120002010201917
PROSOPE_orp1051999-10-03T12:2543.43317.719417.425150.06249121911094795658651739963755315467740763563343934253518371740164232453345224553453243744181393638113562340630312784258324012090186117111611138712191204968836743602552481369336294249199158150100978072646471585234192316168126144643272002211101100012000010002319
PROSOPE_orp1051999-10-03T12:3943.43317.719426.276150.0640412073111379851879274516368526243643801346931943310335734163744406940264268432744534159415941213811338629982695229121111949174915871404145012911225104385777365057344037432127426223417413011311186716063524365495626311517691167662134343101211001100001200001915
PROSOPE_orp1051999-10-03T12:4643.43317.719439.767150.056651092410278956786677642692459705082449842103882386939984070434145734783475845614273408037723426340832242813261923382267205517741670150213291190108598796183867865755444344437631127221818915813610592897160513641332827118109230320003221101001000000000000002413
PROSOPE_orp1051999-10-03T12:5343.43317.719445.045150.05025982892158540799171116594578748314361403937693719387840204477483548444600422439123402323529142710253923742195211320491735172015451386129711601035887856794647586482406367342240217223168144129102795960494645253412111319611700132002030001010000110000000001911
PROSOPE_orp1051999-10-03T13:0043.43317.719459.931150.025774892427036973137251020511613134011201027888895866960950107410731072103496495689087972874067661256155151350146443842637338237435030725622319722816015714011195617951395843332022292311811775542300000010000000000000000101000299
PROSOPE_orp1051999-10-03T13:0743.43317.719474.772150.0212341323701308026862137185614271187994896804783732778912865941985954882869784736697664648614508469430388383401321319309288253244206172171156155113107106677050493836232111211113866453122131010010001001000100000000000307
PROSOPE_orp1051999-10-03T13:1443.43317.719489.905150.013512685239820621740145612711058830748645610585637618602693696694727637676641635559557555500438413397335350296309252260222193216186144146106118112877875635237302225132411910956853143300110000200000020000000000000285
PROSOPE_orp1051999-10-03T13:2143.43317.7194109.772150.012122191198017061486118810388656845905385474894815365555625706106095965636115714995044764213963513662982832632442412291931581361361271201061058865504839343234201618179136220302231020002020001000000000000000000213
PROSOPE_orp1051999-10-03T13:2843.43317.7194150.210150.013532409225119711625145112289638237396365926036096326527347878387668097607706636756095915024654344013463523112652422662432021801711601391259489828155504637261928101316114455330211010101000100000000000000000000221
PROSOPE_orp106 1999-10-03T15:0743.37597.73544.638150.058071155710733977890208113722759945210461043123935395441584485503755495861617560225807552053124951452940123675341631423094291127102463235521901923169115141327118995883169555153944234530325720417114312688868691686557464134303320159141211178545537111453122001211100011620
PROSOPE_orp1061999-10-03T15:1443.37597.735414.079150.06241118151126510083882178286828578549734341409437723909400343064828515554785787583157625468520950634590428238063453338432873074286626972453218720001699145613311130917765590549459382323270191187132122908073615366555235253121151013895652742210110001010000000000001015
PROSOPE_orp1061999-10-03T15:2143.37597.735419.485150.068601331412015106029195780766165770482142743892357636453695398143224752499652605288546753495137515546904311397637873383334130912782238021791902172015811406119110168326485034583392942802261841761281209979745452495841293323232113191175573130234111010110111302100001614
PROSOPE_orp1061999-10-03T15:2843.37597.735429.820150.074921465313487122091080293198050670958685042473443804293444247095131569760196181624063366292614557645311489641883916357532893191279124952201193018451693155412581040821635477402315303277207175153152137967481775749514850382219261913895714414310110000110100100210002513
PROSOPE_orp1061999-10-03T15:3543.37597.735438.930150.08282162211523114046130151159810135875575896768633558395956605564537236792684528897886186068230773472616424549448804486396635413264293428102499220219761724146812661053854693530493433391326307255202189156117102867273685748302528171614165123251131320100130101001020000002212
PROSOPE_orp1061999-10-03T15:4243.37597.735444.697150.0711813829124801153110525931283717223636954635262491150665280580864816970721574697395691564055851527545994090358931782911261826922330220320881823160013911285111592278263254143842533826025921119414814813012311798967248483539281613712573431303000000010001000000000002111
PROSOPE_orp1061999-10-03T15:4943.37597.735450.291150.058741155610816100119214830076386427574651094786448844964771495754195766571455205067457141403609334230162633240421381912170415381390130212801135107010501012967928767659563454404334328291225208149172158118104768157586535322118118111233342410210201520002111000010002210
PROSOPE_orp1061999-10-03T15:5643.37597.735455.127150.046369158868179417296646855034809405435893251310030633142317232623496339633353059286626152517242923502143189917651425138012291138104710729999518769358477387575835324423743332742532041721631391131061107258754927262522121412634126120111102011000002000110000169
PROSOPE_orp1061999-10-03T16:0343.37597.735459.908150.03784739065475768494141553448294423772085182217491654172117821868181619321947188418361805176716591577145813281249113210331031910881807830828749693678602541543422385319273250196161143133969380665642422721251713101312475411211201202110000000000000000218
PROSOPE_orp1061999-10-03T16:1043.37597.735465.059150.03682687361195212432834802927222918651599144312911229123212571412147815221485154514371336130112791194103097094281884574166365557453953850853750550350242238531828324520117815212112110188786340363730342220149854107573314101000301020000000100000327
PROSOPE_orp1061999-10-03T16:1743.37597.735470.762150.0309357885117429137312810231918041424118010439459619409721155112011221150107710651033951974884768747650585522503465423458446411385327349335304293257221195170149122123921037862594933393328168861073431343022100020100000000000010000166
PROSOPE_orp1061999-10-03T16:2443.37597.735489.664150.01673318629922578216119971543130810378878517317166736777437358047417827706316366575915225194254453743733582993163082952662562322261851701571239894878765754136322923341316146594642320120111201000000000000001000000125
PROSOPE_orp1061999-10-03T16:3143.37597.7354110.349150.01181223419611669137811601009815790619525518507522532553631633635653655616541590529520509470404372348341295287228229211178183157142124120111947076654950343828281718105861063321101000030030010000000000000000000244
PROSOPE_orp1061999-10-03T16:3843.37597.7354150.293150.01325237820461808146112731063884770613555505535548531582685637656680674627633576568524466446374348375371313298259233220190160156149116125102898856664443414325242819211010113108233113021010000101000000000000000000143
PROSOPE_orp1061999-10-03T16:4543.37597.7354200.135150.0130526242354205017611495125510078426976046115645796676757247117536927246556636495895454944283603612922762782462111891851811741391111051018477646651493629322420171213384560233013002100110010000100000100000000212
PROSOPE_orp1061999-10-03T16:5243.37597.7354403.560150.01263236920631859154713491112941834674626631558581628715743733731767753705650687583513477400374352285264273233211169168161136121971178881585549373125222115151368567642321100100111000000001000010000000000171
PROSOPE_orp107 1999-10-03T18:0443.36877.74585.459150.0642912572117681055295258478739962545450479043874060418742934674508953425787575556985323503947164320410837043323313429842780267624672303218219651786163114501362114110298577976165584564073212762581951471161071008794788169584640342016139955810145881320200201100100000000020
PROSOPE_orp1071999-10-03T18:1143.36877.745815.602150.0648912484113891022290768100708858775119446340513810369639344058468648775045534650844988460043694143384434503232306528502718255523062086194317651631146414071265109793173575358046143832832425421017216413911878727372834963363425211420151779111348325214200121210100101001319
PROSOPE_orp1071999-10-03T18:1843.36877.745820.443150.072471387912539111189761860873936225539946644264404339864180446748085279554058565982582059075700566551884651436240163879356332522973266124772105204717911648139012699807565685054423673532702191651601381411088672686543524322292115121510271910129432140432200011011210200101918
PROSOPE_orp1071999-10-03T18:2543.36877.745824.673150.07418139801291911273992186347331627455024720421838304015415143544897538055975739592657155769566854265063474842883968360433363185281325552235199418501700151713171072901754554435409365308265195159147138128867261504656484939341618151715971544952020243011001000000100001417
PROSOPE_orp1071999-10-03T18:3243.36877.745829.654150.07131134971228510951983284647356620253604633434940374058421045664860551055385831568956155441525650404576423137673381301827322554230220011822163715931345131611309617216005004003172742482011361381109694675253544562696983482420129853933312001211100000001110100002516
PROSOPE_orp1071999-10-03T18:3943.36877.745834.324150.071611382712558111699873867975756331552048204459421543224505473152885704599760436172617658345680538748704399399736043220288526392407208919851715159014931400118210367775935544254073552592292181371261141069676706478788189846439201619798394213322212021040100011000003115
PROSOPE_orp1071999-10-03T18:4643.36877.745839.894150.07424142361340712433113779881879876946656600555025138520154595803653171027377765675476941679461145464461742063822347533773264306728152509235519681852157212711050872681589481413333295243263173160151123118887370604947383631192315810761541612100000000100100000000102014
PROSOPE_orp1071999-10-03T18:5343.36877.745842.687150.0710113438125541169610614954487857469661059185560535554445687614068357509807182877981765472106511587950884434395437583554342832643176287626702411217117881553139011549488066846055124764184152612402081711501551089483787466473936211814181214724652340013201200013120220001713
PROSOPE_orp1071999-10-03T19:0043.36877.745849.882150.0520810320948190698479745066895917521645734196402940684110434948085083509548884474405035603197277424092125182116861390130811751085101093185373771261556849538836830124221819215611192786567604648394230192014101211635131130211301001000000100010101001812
PROSOPE_orp1071999-10-03T19:0743.36877.745856.061150.05081984993858729810674996851572650194422392738143745384439894252427242263955346329952758251424102135205819451718151013841233113811571101103010511029981949839737651554480411375254240225186167135115868068703538362730221715105632512110101001000000000000001101611
PROSOPE_orp1071999-10-03T19:1443.36877.745859.636150.04246816175807005638757605088430937413210289127212633262426032941292828272662247322392058192419471767167114141326115210619698278848097697527536685855514774173402872652061821691531089192796173554539262617191311769514110010011101000000000000000002010
PROSOPE_orp1071999-10-03T19:2143.36877.745864.814150.031826238536945113665303324951897157313911130104410061057108311481234129412691199121411771168106610899419418938057456936596185695445635305245174815044323462992672331801671291141177658555230313232172015211145252420121000100122100101001100000179
PROSOPE_orp1071999-10-03T19:2843.36877.745870.082150.02535471941713598304724012000151112601005865894827805859902918972977927937924838811761710659560514444464388433390380360331331334280242229203183162140122110918162604546332920231691386666363430130000001011000000000000000168
PROSOPE_orp1071999-10-03T19:3543.36877.745876.105150.02102386334052958235119491657133110519327857206967496867028408258828448487537487056655875084944043933813533283683303172772812422192281731531471271249498805855494035303221111567897116322010100000000000000100000000000257
PROSOPE_orp1071999-10-03T19:4243.36877.745880.093150.0193535933335282124662020174613171066884772747725693769800845859884845812724683652625594450452393384375344346294303278280255231201170158126128116125878471545838272419191713510893411322311120010001010000000000000000176
PROSOPE_orp1071999-10-03T19:4943.36877.745884.871150.0166331502841261922281849157413051053905749708649688706771753779768701743682581610571539492394385357380356302305271288272226199192181159137116981167175605241413630141116149124107412140020101111012000100000100000000225
PROSOPE_orp1071999-10-03T19:5643.36877.745889.855150.0149727962493217219381653136311471032864726707718630748731790735786720634587546513503481436393350337322266267244222233213206173162149128110991007366514147382623202314149991354103120200000010000000000000000000000224
PROSOPE_orp1071999-10-03T20:0343.36877.745899.779150.0114821141717153112651106926796628568524479460466455506550535547505466434467443393376365316294274252228218200171169166157154126125114103846563565241472320248131315956813422001011010001000000001100000000000193
PROSOPE_orp1071999-10-03T20:1043.36877.7458110.072150.0113521061774153912261125976740609515430416439419437460481546565498521502495463421400375367310305324284267241201202160142149123111105937081555847263518211523151210682275322440100000010000000000000000000000182
PROSOPE_orp1071999-10-03T20:1743.36877.7458150.346150.095918911642137611891020795670557509480468423430421475478508534545534481483452432422335311281255222212197199192154142129139909692697951404737261819281811967466202103111112010000000000000000000000000201
PROSOPE_orp108 1999-10-03T21:5943.36297.72929.968150.06802131931236011260999389357723652456284669447040783894396140234527470049895046484146384531435841843939363632743135278225382274201818161675146614541233128410371020868781698596504447370310297239178189152134129127104849080626950604131222221241811121399117384541334020312320000924
PROSOPE_orp1081999-10-03T22:0643.36297.729224.551150.0762014676134141178410374886377196521564048774434412040114067434945814849507651435220506749995164517948974333402838843500317529362524228920241862166415251391121010258156325314343662992692401941721711221221279093757451474439353931232412161416810846344115320221211212201415823
PROSOPE_orp1081999-10-03T22:1343.36297.729247.430150.08134155631411012570112839551840771346108526048124441441345624818525857166017601259555942536450445051446840743621307229222704227720541910173715671403128312001033869682596524456431362329292218200171157145120104817164695456453728292315121813141012847041241233100211441511344522
PROSOPE_orp1081999-10-03T22:2043.36297.729270.714150.024874715409235433059251219521687135910909909259059189659941027118511361163113310439929328798378067085865425574944734534194634203763643122862842392152421811471511067384756555605743263821211615171312121074857332152220031130010000000002321
PROSOPE_orp1081999-10-03T22:2743.36297.7292199.504150.0157230372780245121721896158712971098102679378973879578783293093510001026103091096193487377672065456652348138241139531734629726827722721218117115614712310196707053433038291813121013131094321220100110100001100000000000000002620
PROSOPE_orp1081999-10-03T22:3443.36297.7292299.903150.015763044286424602244187616371326111795785083580882384795410381030104010411098995104589588377668362154647842539237231630229227126224222620017714313313487838074573839353124111210139137118533030010000100000201000000000000001819
PROSOPE_orp1081999-10-03T22:4143.36297.7292347.476150.01369277724982263193016891393117210268648077227046907688568579009359111005852843866798672591529471375401382300303266245223235174170161138137102105837658513641283419222011111388651120030102000000000100000000000000002818
PROSOPE_orp1081999-10-03T22:4843.36297.7292399.126150.013152500233820481842160813371122972846728650688679721826883913927915942934884804736703548512433409398352317252287238223191184183139145122959279686750242727252220131112345541232200100000002010000000000000000002617
PROSOPE_orp1081999-10-03T22:5543.36297.7292450.022150.0118222362002178616851372117299884771165062359062064273677786884282090184978575769567156351443637035730227328822920518716914713913495130112948178663935333632241814171016127464152012121000100010000100000000000002016
PROSOPE_orp1081999-10-03T23:0243.36297.7292499.651150.01175233221051927159313811235981842797709647635635709794760855866899853846862737735673599521464407359319337257237243198191182159167161130137109108786853414336333127241820141191071823341010101000000000100000000000002315
PROSOPE_orp1081999-10-03T23:0943.36297.7292599.920150.093818101646146612911096964798689572574459497502553603650668673670700662633564534479449380358296269245230187201160140134120100103100916648464151352518171918111168685510202200111000000000000000000000000002014
PROSOPE_orp1081999-10-03T23:1643.36297.7292699.982150.092416631594138412111046895729627540514507484446521594604599659637615644588547545467489365344309267225187166160141116122123959693676062575237342717221819147145621344112121100100000000000000000000000001613
PROSOPE_orp1081999-10-03T23:2343.36297.7292800.284150.076214101283117310178557506805564924224284164194655105145345595786105415164834324073913372952282311921941681271291111051057885766163544336233019201411168773343120131011200000000000000100000000000001712
PROSOPE_orp1081999-10-03T23:3043.36297.7292899.586150.0118121871914150512779918687555925014744203944294754984905695495475725585014724363813863873112542491931591691391331191039192817562684342342624281715111110434732223101100001010010000000100000000000001111
PROSOPE_orp1081999-10-03T23:3743.36297.7292998.384150.080815611415119910808817486805344694093733773664534514715214904824694734354523844113503222912492071611491581421109691938070665442353831281517149997433213112101010102020000000000000000000000001610
PROSOPE_orp1081999-10-03T23:4443.36297.72921200.320150.09191732156313001088917743604535418385379388350415400476536486458514496447421415363360326286233214169162145132127851208771785052595537342619171615912765134132201011010110000001010100000000000000169
PROSOPE_orp1081999-10-03T23:5143.36297.72921400.260150.0713142212461080873810656593521404377326304330397418405494512466487458436385365325300284241198194188149135132111801017458445656393230252120128136171041842100000020010000000100000000000000101000298
PROSOPE_orp1081999-10-03T23:5843.36297.72921499.730150.0840154513701154103289276860755745943738637942042146349151056048549052650151945238037936327327622220920915314311511591887677776549603336242825171911115159555212220121200000100000000000001100000000157
PROSOPE_orp1081999-10-04T00:0543.36297.72921600.550150.0625124611119288207155535244073613313072982982923473723534263874113863703643083202652382101871771461301361329010379636562524930292820191610131277684011312022200010000020000000000000000000000266
PROSOPE_orp1081999-10-04T00:1243.36297.72921799.820150.07601502138611869578306525444764193553683593013603904294434514844494163994193793192892662272281881691481181101118469736460505138392618311516151386646632221010011010000000000000000000000010000165
PROSOPE_orp1081999-10-04T00:1943.36297.72922000.300150.0684130712329678807256015164543943423453363163263753914144304233923763793343402952652272322132191641441131068286726857425347363426291921141713103732420421101000200000000010000000000000000000174
PROSOPE_orp1081999-10-04T00:2643.36297.72922100.180150.0577114896785964561848441234727724924724424725529130330433031130930029125726824819818716512811412910910077835673393231272741231915131312131093830531240001011100001000001000000000000000000203
PROSOPE_orp1081999-10-04T00:3343.36297.72922199.990150.071413761228101588473662453442136829929226830430432134138538037636535732730729828525521017315314013012311287757262524136383421262615141211111134645341301000101002000100000000001000000000000212
PROSOPE_orp1081999-10-04T00:4043.36297.72922244.250150.07701539128911289668276645714734133403423323043323624154103993803663533403163242462051911911491401249288756461414832302323312027151213710762211612011011100100000000000000000000000000000211