Full text: [Theoretischer astronomischer Nachlass] (7. Band)

576 
NACHLASS, 
A s — 182},— 5$ 
Perihelium 
Excentricitäts- 
■winkel 
Mittlere Länge 
Logarithm 
der H. A. 
Länge des Knoten 
Neigung der Bahn 
log r 
X 
CO 
log r 
CD 
log r 
9 
log r 
9 
log r 
9 
log r 
Cp 
0° 
9 9,f|0 5 5' 
39" 
1,28193 
318°56' 
21" 
0,80094 
184° 49' 
53" 
1,90534 
92°18' 
51" 
1,83462 
109° 23' 
3" 
0,36384 
246° 
4' 
0" 
9 3 9 
8 
19 
1,30938 
328 
16 
14 
0,81289 
188 
58 
5 
1,89541 
98 
39 
57 
1,83381 
122 
56 
53 
0,36367 
257 
30 
24 
250 
38 
3 
1,30383 
337 
7 
22 
0,79367 
187 
34 
25 
1,90214 
104 
56 
55 
1,83603 
133 
14 
15 
0,30171 
269 
9 
29 
45 
257 
6 
37 
1,26549 
341 
41 
45 
0,75407 
187 
12 
50 
1,90601 
109 
29 
24 
1,83878 
134 
16 
54 
0,20889 
273 
32 
14 
6-0 
255 
23 
13 
1,23542 
340 
32 
31 
0,72446 
187 
31 
35 
1,90483 
111 
25 
56 
1,83838 
125 
25 
8 
0,17206 
268 
36 
35 
7L5 
251 
53 
36 
1,24128 
337 
17 
10 
0,72788 
187 
38 
20 
1,90049 
110 
52 
5 0 
1,83445 
120 
53 
30 
0,21346 
265 
20 
34 
250 
58 
44 
1,24708 
335 
55 
51 
0,74478 
187 
37 
58 
1,89823 
108 
43 
10 
1,82984 
123 
0 
16 
0,24067 
267 
0 
18 
105 
249 
58 
5 
1,24040 
335 
8 9 
27 
0,74911 
187 
5 0 
53 
1,89703 
106 
11 
17 
1,82746 
125 
0 
16 
0,22679 
267 
1 1 
15 
1 20 
248 
16 
29 
1,24018 
334 
9 
29 
0,74181 
188 
1 
27 
1,895 10 
104 
16 
11 
1,82777 
122 
35 
52 
0,20708 
264 
17 
21 
1 3 5 
247 
16 
28 
1,24444 
331 
26 
47 
0,73891 
188 
3 
27 
1,89404 
103 
13 
29 
1,82937 
118 
10 
50 
0,21804 
262 
48 
24 
150 
246 
2 
5 
1,24342 
329 
32 
40 
0,74368 
188 
11 
35 
1,89360 
102 
37 
2 
1,83074 
117 
17 
55 
0,2 112 5 
262 
49 
26 
165 
244 
8 
35 
1,24317 
328 
59 
7 
0,74434 
188 
21 
57 
1,89234 
101 
47 
0 
1,83104 
117 
56 
50 
0,23971 
260 
56 
33 
180 
242 
49 
25 
1,24441 
328 
16 
45 
0,73714 
188 
27 
10 
1,89153 
100 
18 
49 
1,83052 
116 
31 
19 
0,22212 
257 
59 
18 
195 
241 
47 
21 
1,24190 
326 
32 
52 
0,73279 
188 
37 
56 
1,89191 
9 8 
19 
3 
1,83005 
111 
57 
4 
0,21910 
25 6 
53 
54 
210 
24 0 
19 
4 
1,24173 
324 
52 
57 
0,73853 
188 
52 
30 
1,89205 
96 
19 
28 
1,83026 
110 
6 
31 
0,23755 
256 
6 
14 
225 
239 
1 
31 
1,24518 
324 
11 
56 
0,74 546 
188 
58 
38 
1,89241 
94 
5 0 
52 
1,83081 
110 
55 
0 
0,24097 
253 
24 
5 6 
240 
237 
4 6 
6 
1,24469 
323 
26 
3 4 
0,74422 
189 
3 
55 
1,89387 
94 
0 
16 
1,83092 
110 
35 
9 
0,21983 
251 
10 
50 
2 55 
236 
3 
20 
1,24294 
321 
20 
36 
0,74022 
189 
14 
20 
1,89496 
93 
23 
12 
1,83020 
106 
29 
50 
0,20455 
251 
1 
37 
270 
234 
43 
42 
1,24407 
318 
4 5 
10 
0,74383 
189 
19 
37 
1,89562 
92 
20 
17 
1,82906 
103 
54 
22 
0,22190 
250 
2 
17 
285 
233 
48 
27 
1,24346 
317 
28 
59 
0,74927 
189 
24 
39 
1,89 751 
90 
26 
37 
1,82870 
105 
4 8 
11 
0,23700 
247 
20 
6 
300 
232 
16 
35 
1,24352 
317 
6 
47 
0,74250 
189 
38 
14 
1,89974 
87 
58 
19 
1,83037 
107 
44 
30 
0,21670 
246 
53 
58 
315 
230 
37 
7 
1,24663 
315 
28 
16 
0,72772 
189 
44 
33 
1,90164 
85 
54 
33 
1,83385 
104 
9 
10 
0,18713 
248 
18 
40 
330 
229 
3 
12 
1,24548 
312 
41 
17 
0,73181 
189 
42 
13 
1,90510 
85 
29 
50 
1,83672 
97 
17 
23 
0,22209 
245 
58 
53 
345 
227 
28 
36 
1,25199 
313 
1 
59 
0,76522 
189 
52 
3 
1,90794 
87 
36 
42 
1,83672 
99 
11 
47 
0,30706 
241 
5 5 
21 
A 
= 152}- — 
6$ 
0° 
15 1 ( 
15' 
38" 
0,39328 
236° 
5' 
3 4" 
9,64229 
2 7 2° 
39' 
39" 
9,76113 
3 3 6° 5' 
5 4" 
0,81644 
326° 
25' 
41" 
8,99634 
118° 3 9' 
42" 
15 
172 
11 
41 
9,67798 
147 
18 
28 
9,09485 
275 
21 
40 
9,13229 
305 
21 
32 
0,70707 
306 
56 
26 
9,01491 
103 
40 
58 
30 
20 
35 
22 
0,26417 
114 
51 
50 
9,73755 
154 
54 
9 
9,55804 
276 
0 
37 
0,82754 
293 
21 
36 
9,09762 
89 
22 
10 
45 
42 
41 
2 
0,51480 
125 
53 
20 
9,95630 
173 
17 
46 
9,81993 
268 
27 
55 
0,98019 
287 
4 
32 
9,19368 
79 
56 
58 
60 
57 
23 
11 
0,53483 
138 
14 
26 
9,93871 
194 
9 
38 
9,83063 
270 
14 
18 
1,07733 
285 
35 
20 
9,27990 
75 
33 
21 
75 
59 
38 
29 
0,49220 
1 48 
1 
15 
0,04705 
212 
10 
39 
9,85096 
274 
57 
13 
1,12613 
286 
49 
3 5 
9,35168 
74 
38 
16 
90 
59 
1 
4 
0,49730 
152 
50 
14 
0,01624 
210 
48 
17 
9,13438 
280 
5 
47 
1,13910 
289 
42 
34 
9,41019 
75 
5 5 
53 
105 
64 
59 
29 
0,50137 
152 
24 
40 
9,98838 
99 
10 
49 
9,12314 
284 
22 
4 
1,1 2780 
293 
35 
12 
9,45703 
78 
3 7 
29 
120 
70 
43 
8 
0,47722 
151 
18 
39 
9,99329 
82 
18 
44 
9,30323 
287 
12 
16 
1,10517 
298 
5 
32 
9,49387 
82 
13 
31 
135 
73 
55 
42 
0,47528 
154 
18 
42 
0,01354 
50 
20 
33 
9,42212 
288 
57 
7 
1,08480 
303 
1 
1 
9,52186 
86 
25 
1 
150 
79 
32 
3 
0,49351 
160 
58 
56 
0,01896 
38 
12 
44 
9,65175 
290 
54 
40 
1,07561 
308 
13 
11 
9,54176 
91 
1 
5 
165 
85 
9 
16 
0,49493 
168 
16 
11 
0,00106 
42 
1 
2 
9,77158 
294 
27 
13 
1,07715 
313 
34 
24 
9,55436 
9 5 
51 
57 
180 
87 
25 
6 
0,49684 
173 
19 
23 
9,97275 
45 
19 
11 
9,78035 
299 
58 
1 
1,08263 
319 
1 
19 
9,55974 
100 
52 
1 
195 
90 
9 
6 
0,51206 
175 
40 
44 
9,96052 
40 
9 
50 
9,74386 
306 
44 
55 
1,08606 
324 
29 
12 
9,55832 
105 
56 
15 
210 
94 
29 
26 
0,51025 
178 
20 
11 
9,97810 
32 
6 
5 
9,74585 
313 
33 
14 
1,08512 
329 
54 
27 
9,54994 
110 
59 
45 
225 
9 7 
16 
12 
0,49676 
183 
48 
15 
0,00687 
32 
48 
27 
9,74055 
319 
8 
36 
1,08176 
335 
12 
42 
9,53437 
115 
5 8 
25 
240 
100 
38 
5 
0,49881 
191 
2 
45 
0,02147 
39 
13 
21 
9,62818 
322 
49 
4 5 
1,08153 
340 
18 
15 
9,51106 
120 
46 
17 
255 
107 
2 
33 
0,49845 
197 
3 
3 2 
0,01276 
37 
5 
25 
9,31826 
324 
57 
35 
1,09065 
345 
5 
4 
9,47959 
126 
17 
48 
270 
112 
33 
2 
0,48833 
199 
7 
0 
9,99387 
330 
3 
52 
8,98326 
326 
49 
12 
1,10963 
349 
21 
10 
9,43868 
129 
23 
7 
285 
1 16 
17 
45 
0,49979 
197 
47 
5 
9,99536 
280 
28 
14 
9,10421 
329 
40 
5 
1,13018 
352 
52 
4 
9,38717 
132 
49 
24 
300 
121 
51 
58 
0,51939 
198 
18 
30 
0,02544 
225 
48 
42 
9,33370 
333 
51 
38 
1,13910 
355 
9 
55 
9,32329 
135 
1 5 
44 
315 
126 
3 
7 
0,51413 
204 
15 
14 
0,04877 
218 
36 
23 
9,70050 
338 
51 
11 
1,12366 
3 55 
27 
40 
9,24538 
136 
9 
43 
330 
126 
47 
7 
0,51687 
214 
40 
45 
0,02539 
232 
44 
4 
9,88376 
343 
20 
35 
1,07208 
352 
12 
55 
9,15389 
134 
37 
2 
345 
133 
57 
17 
0,52016 
227 
3 
0 
9,91813 
252 
20 
6 
9,91117 
344 
41 
8 
0,97158 
343 
9 
49 
9,05882 
129 
15 
33 
0,58899 
0,62125 
0,58945 
0,51401 
0,47116 
0,49137 
0,50411 
0,49163 
0,49070 
0,50688 
0,50987 
0,50216 
0,5 07 52 
0,51633 
0,50953 
0,50148 
0,50755 
0,50765 
0,49295 
0,48981 
0,50160 
0,49508 
0,48010 
0,51790 
9,37795 
9,35444 
9,38982 
9,46103 
9,53905 
9,61014 
9,67076 
9,72080 
9,76114 
9,79285 
9,81654 
9,83283 
9,84222 
9,84484 
9,84074 
9,82993 
9,81207 
9,78667 
9,75325 
9,71086 
9,65861 
9,59566 
9,52267 
9,44434
	        
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