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

572 
NACHLASS, 
[4-] 
A 0 = o 
X 
Perihelium 
Excentri- 
citätswinkel 
Mittlere 
Länge 
Logarithm 
der H, A, 
Knoten 
Neigung 
0° 
9l"31 
+ 
4"46 
+ 
4 9+ 6 
+ 1421 
6 
— 
11 + 4 
— 
11+4 
1 5 
199. 
60 
9, 
19 
46, 
26 
+ 1457 
2 
— 
37, 
90 
+ 
3, 
70 
30 
—210, 
43 
— 
17, 
70 
126, 
26 
+ 
818 
4 
— 
55, 
42 
5, 
31 
45 
—143, 
61 
— 
19, 
99 
—146, 
63 
— 
123 
6 
— 
60, 
38 
+ 
12, 
66 
00 
_ 
68, 
88 
— 
19, 
81 
112, 
22 
— 
807 
3 
— 
55, 
03 
+ 
16, 
68 
75 
13, 
61 
— 
19, 
16 
— 
52, 
92 
—1072 
1 
— 
44, 
55 
+ 
17, 
41 
90 
21, 
43 
— 
17, 
64 
+ 
L 
35 
— 
989 
3 
— 
33, 
17 
+ 
15, 
64 
105 
+ 
4L 
82 
— 
15, 
57 
+ 
53, 
36 
— 
685 
5 
— 
22, 
94 
+ 
12, 
15 
120 
+ 
51. 
50 
— 
13, 
54 
+ 
78, 
21 
— 
279 
3 
— 
13, 
96 
+ 
7, 
69 
135 
+ 
53, 
61 
— 
11, 
34 
+ 
80, 
23 
+ 
134 
0 
— 
7, 
23 
+ 
3, 
07 
150 
+ 
49, 
70 
— 
06 
+ 
62, 
52 
+ 
476 
1 
— 
2, 
40 
— 
0, 
98 
165 
+ 
41, 
40 
— 
6, 
96 
+ 
30, 
61 
+ 
698 
0 
+ 
1, 
21 
— 
4, 
01 
180 
29, 
90 
— 
4, 
63 
— 
8, 
41 
+ 
766 
5 
+ 
4, 
29 
— 
5, 
88 
195 
+ 
17, 
14 
— 
1, 
80 
— 
47, 
01 
+ 
678 
8 
+ 
7, 
35 
— 
6, 
49 
210 
+ 
5, 
17 
+ 
1, 
40 
— 
77, 
94 
+ 
447 
6 
+ 
4L 
09 
— 
5, 
93 
225 
3; 
22 
+ 
5, 
24 
— 
94, 
39 
+ 
110 
5 
+ 
16, 
19 
— 
4, 
57 
240 
5, 
22 
+ 
9, 
80 
— 
91, 
57 
— 
280 
7 
+ 
22, 
89 
— 
3, 
01 
255 
+ 
2, 
10 
+ 
14, 
47 
— 
67, 
06 
— 
658 
2 
+ 
30, 
97 
— 
1, 
74 
270 
+ 
20, 
79 
+ 
18, 
88 
— 
22, 
91 
— 
939 
6 
+ 
39, 
93 
— 
1, 
13 
285 
+ 
5L 
15 
+ 
22, 
7 0 
+ 
34, 
50 
— 1039 
o 
+ 
48, 
46 
— 
1, 
74 
300 
+ 
88, 
45 
+ 
24, 
90 
+ 
93, 
13 
— 
874 
1 
+ 
53, 
65 
— 
4, 
44 
315 
+ 117, 
47 
+ 
2 5, 
02 
+ 136, 
63 
— 
422 
1 
+ 
51, 
61 
— 
8, 
54 
330 
+ 108 
91 
+ 
22, 
93 
+ 148, 
33 
+ 
240 
0 
+ 
39, 
37 
— 
12, 
90 
345 
+ 
35 
34 
+ 
16, 
58 
+ 118, 
95 
+ 
922 
,1 
+ 
17, 
03 
— 
14, 
48 
A 1 = 22)- — $ 
X 
Perihelium 
Excentricitäts- 
ndnkel 
Mittlere Länge 
Logarithm 
der H. A. 
Länge 
des Knoten 
Neigung der Bahn 
cp 
log V 
9 
log r 
9 
log r 
? 
log r 
? 
log r 
? 
log r 
0° 
249 
+ 3' 
4" 
2,98433 
330° 
38' 
6" 
2,43525 
57° 
37' 
5 8" 
3,05390 
133° 
10' 
51" 
3,49509 
40°ll' 38" 
1,97505 
328 0 25 , 
42" 
1,66696 
1 5 
251 
7 
4 6 
2,96956 
327 
9 
2 
2,47582 
54 
59 
49 
3,01720 
122 
32 
45 
3,59159 
28 
44 
38 
2,04094 
315 
45 
7 
1,41088 
30 
246 
43 
24 
2,92199 
325 
41 
15 
2,48537 
48 
46 
26 
2,97505 
125 
5 
37 
3,59550 
23 
14 
15 
2,07889 
265 
10 
56 
1,26609 
45 
236 
16 
16 
2,88137 
325 
5 
36 
2,48117 
43 
29 
53 
2,95845 
130 
51 
55 
3,49166 
22 
18 
27 
2,10022 
236 
5 
56 
1,42112 
60 
228 
21 
21 
2,88402 
326 
4 
15 
2,47602 
42 
12 
29 
2,95645 
132 
26 
13 
3,34484 
25 
14 
28 
2,10927 
230 
42 
31 
1,52438 
75 
226 
36 
45 
2,89463 
328 
56 
13 
2,46803 
43 
27 
55 
2,95226 
126 
50 
21 
3,23495 
29 
52 
32 
2,10761 
232 
19 
56 
1,57969 
90 
228 
8 
5 
2,89011 
332 
36 
33 
2,45024 
45 
34 
57 
2,94258 
121 
22 
25 
3,211 53 
34 
18 
2 
2,09949 
236 
55 
32 
1,60956 
105 
229 
5 7 
47 
2,87173 
335 
49 
9 
2,42483 
47 
23 
59 
2,93058 
122 
48 
23 
3,23335 
37 
58 
43 
2,09014 
242 
28 
39 
1,61851 
120 
230 
47 
26 
2,85003 
337 
51 
7 
2,39860 
48 
41 
11 
2,92044 
129 
11 
6 
3,24888 
41 
4 
4 
2,08447 
247 
38 
9 
1,61244 
135 
230 
45 
25 
2,83518 
338 
47 
16 
2,37864 
49 
41 
25 
2,91568 
136 
50 
4 
3,24626 
43 
50 
18 
2,08619 
25 1 
51 
21 
1,60210 
150 
230 
52 
57 
2,83011 
339 
34 
30 
2,36931 
50 
45 
34 
2,91607 
142 
44 
25 
3,22733 
46 
44 
23 
2,09499 
255 
8 
28 
1,59495 
165 
231 
49 
28 
2,82947 
340 
54 
11 
2,36785 
52 
10 
45 
2,91875 
145 
21 
67 
3,20935 
50 
7 
36 
2,10723 
257 
41 
4 
1,59315 
180 
233 
16 
55 
2,82702 
342 
56 
28 
2,36728 
53 
45 
17 
2,92166 
145 
25 
35 
3,21267 
54 
0 
20 
2,12078 
260 
0 
30 
1,59882 
195 
234 
23 
46 
2,82102 
345 
10 
48 
2,36459 
55 
9 
9 
2,92339 
145 
66 
26 
3,24423 
58 
13 
38 
2,13540 
262 
52 
25 
1,61265 
210 
234 
26 
8 
2,81678 
346 
57 
50 
2,36080 
56 
6 
23 
2,92597 
149 
15 
19 
3,28854 
62 
38 
56 
2,15033 
266 
25 
11 
1,63045 
225 
233 
3 5 
0 
2,82219 
347 
58 
53 
2,36039 
56 
33 
52 
2,93229 
154 
49 
23 
3,32475 
67 
15 
38 
2,16516 
270 
5 
38 
1,64854 
240 
232 
5 5 
23 
2,84151 
348 
46 
25 
2,36809 
56 
52 
53 
2,94398 
160 
59 
39 
3,34360 
72 
17 
5 
2,18016 
273 
37 
41 
1,66914 
255 
233 
31 
45 
2,86915 
350 
8 
45 
2,38285 
57 
29 
31 
2,96069 
165 
20 
21 
3,34425 
77 
54 
47 
2,19332 
277 
21 
3 
1,69682 
270 
235 
25 
25 
2,89614 
352 
25 
30 
2,39763 
58 
31 
8 
2,97848 
165 
49 
10 
3,34112 
84 
2 
47 
2,19943 
281 
39 
13 
1,73324 
285 
237 
41 
59 
2,91632 
355 
12 
0 
2,40369 
59 
42 
16 
2,99395 
162 
28 
8 
3,36227 
90 
21 
6 
2,19087 
287 
3 
44 
1,77708 
300 
239 
20 
26 
2,93216 
356 
56 
17 
2,39481 
60 
18 
42 
3,00634 
159 
26 
11 
3,42143 
95 
48 
3 
2,15622 
294 
31 
21 
1,82276 
315 
240 
29 
7 
2,95038 
355 
12 
6 
2,37317 
59 
44 
8 
3,01966 
160 
15 
32 
3,48519 
97 
13 
46 
2,08115 
304 
20 
44 
1,85740 
330 
242 
40 
57 
2,97079 
348 
12 
53 
2,35889 
58 
28 
44 
3,03921 
161 
34 
6 
3,50466 
87 
36 
54 
1,97003 
315 
11 
54 
1,86109 
345 
246 
23 
0 
2,98263 
338 
10 
48 
2,38228 
57 
50 
57 
3,05783 
154 
1 
17 
3,47028 
62 
35 
34 
1,91467 
324 
31 
58 
1,80808
	        
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