2^7
TAFELN FUR DIE STÖRUNGEN DER PALLAS.
A 2 — 3% — $
573
X
Perihelium
Excentricitäts-
winkel
Mittlere Länge
Logarithm
der H. A.
Länge des Knoten
Neigung der Bahn
cp
| log r
9
log r
1 l°g r
<P
| log r
9
1 logr
log r
0°
88
°43
24"
2,62379
19 3° 32'
58"
2,15943
64°12'29"
2,75206
19 9° 5 l'
33"
1,55977
340° 46
49"
1,96804
97
°n
14"
1,99998
15
9 7
26
13
2,55539
210
17
18
2,16101
52
38
53
2,73117
87
24
54
2,36067
352
il
58
1,98780
113
48
31
1,99670
30
105
53
35
2,59702
218
26
28
2,18903
4 0
40
5
2,71857
23
12
17
2,64800
350
18
29
1,95982
128
48
8
1,98895
45
112
47
39
2,69637
219
20
52
2,23092
33
1
46
2,71199
352
43
6
2,96225
352
5 5
21
1,91 246
137
2
57
1,97212
60
118
4
27
2,75822
219
21
16
2,26315
29
59
23
2,69749
345
25
50
3,140 5 7
346
55
57
1,88915
138
27
21
1,95457
75
121
1
12
2,77535
219
1
29
2,27275
29
13
5 5
2,67037
345
1
31
3,22400
342
5 0
8
1,88292
136
37
35
1,94443
90
120
51
48
2,76937
217
3
2
2,26862
2 9
30
4 2
2,63293
345
43
22
3,25073
340
9
5 5
1,87250
134
8
0
1,93948
105
118
3
28
2,75833
213
28
30
2,26193
3 0
17
31
2,59125
344
37
29
3,24291
337
40
51
1,84832
131
46
5 5
1,93609
120
114
2
16
2,75234
209
18
39
2,25970
31
45
2
2,55193
340
13
27
3,22807
333
33
15
1,81020
129
28
56
1,92757
135
110
1
20
2,74812
20 5
20
24
2,25924
34
19
46
2,61 867
333
58
44
3,22718
325
52
13
1,77308
126
28
40
1,91076
150
105
38
55
2,74245
201
9
0
2,25594
38
32
50
2,49252
328
49
9
3,24361
314
5 6
0
1,75800
122
16
58
1,88934
165
100
18
43
2,73962
196
16
16
2,25320
44
30
44
2,47454
325
45
41
3,25936
303
46
34
1,77936
116
30
35
1,86949
180
9 4
31
2
2,74518
191
5
26
2,25689
51
25
32
2,46747
323
4 3
18
3,26405
29 6
17
8
1,82831
109
11
5
1,86134
195
8 9
37
37
2,76026
186
20
0
2,26816
58
21
27
2,47158
321
22
16
3,25876
293
2
50
1,87878
101
44
44
1,87018
210
86
12
7
2,77607
182
42
34
2,28035
64
33
34
2,48698
318
8
0
3,24955
292
29
25
1,91523
95
40
31
1,§9048
225
83
31
1
2,78658
179
45
9
2,28849
6 9
40
8
2,51231
314
43
6
3,24087
293
22
14
1,93202
91
3ö
5
1,91394
240
8 0
52
36
2,79235
176
51
38
2,29330
73
21
10
2,54388
311
6
38
3,22728
294
13
13
1,92977
89
8
18
1,93150
255
78
20
56
2,79725
174
3
10
2,29784
75
26
2 5
2,57769
306
22
49
3,20677
29 3
40
10
1,91666
87
2
9
1,93891
270
76
45
50
2,80239
172
5
58
2,30342
76
1
6
2,61257
299
5
58
3,19238
291
37
44
1,90331
84
2 5
34
1,93881
285
76
17
20
2,79936
171
32
12
2,30256
7 5
20
9
2,65226
291
27
46
3,20724
289
34
4
1,90088
81
2
19
1,93820
300
76
3
58
2,78206
171
5 4
10
2,28613
74
13
3
2,69746
288
50
43
3,23796
2 90
34
9
1,91139
77
34
1
1,94871
315
7 5
21
13
2,75679
172
52
5 1
2,25279
73
40
56
2,74175
293
4
39
3,23144
296
52
7
1,91763
76
11
16
1,9 7125
330
75
58
42
2,73438
173
2 5
4
2,21392
73
35
16
2,76945
301
33
0
3,111 44
308
34
49
1,91478
78
23
7
1,99093
345
80
50
21
2,69895
179
6
7
2,18227
71
20
58
2,76984
305
42
52
2,76017
324
36
54
1,92915
85
0
2
1,99968
A3
= 521-
— 2$
0°
O
CO
15"
2,79186
38°
26'
i"
2,28335
123°
26'
53"
1,76558
166°18'25"
3,39682
152°
1'
2 6"
1,69362
329°
56'
22"
1,95528
15
300
17
46
2,77921
30
43
17
2,28149
9 8
47
39
1,34808
162
16
16
3,44293
136
13
27
1,74647
319
13
12
1,92068
30
299
6
30
2,77029
24
29
2
2,29817
4
34
35
1,64387
163
1
51
3,43052
135
31
59
1,84261
307
5
29
1,95552
45
292
26
54
2,77773
21
58
57
2,31580
. 4
41
5
1,83428
161
3
55
3,38207
143
39
43
1,88114
304
11
21
2,01653
60
2 89
33
2
2,80293
21
39
1 1
2,33066
7
42
25
1,81442
157
9
29
3,35877
150
40
17
4,86907
306
55
20
2,04601
75
290
25
57
2,82670
23
1
7
2,34406
5
4
35
1,71411
154
43
21
3,36530
153
5
3 4
1,84686
309
5 5
1
2,05029
90
29 3
0
6
2,83598
25
10
55
2,34867
353
19
4
1,59770
1 5 5
8
28
3,38049
153
26
11
1,83897
311
50
4
2,04824
105
205
13
48
2,83402
27
2
39
2,34656
336
11
20
1,52212
157
19
20
3,38866
154
16
25
1,84085
313
9
1
2,04664
120
296
36
49
2,83122
28
22
12
2,34442
319
50
17
1,48416
150
28
17
3,38624
156
5
6
1,84426
314
23
31
2,04729
135
297
54
28
2,83128
29
37
35
2,34517
303
22
16
1,45624
160
38
38
3,38145
1 58
15
24
1,84169
316
0
38
2,04876
150
299
26
17
2,83066
31
7
3 5
2,34485
286
42
7
1,45660
161
30
48
3,38250
159
32
23
1,83355
317
42
57
2,04764
165
300
41
56
2,82833
32
26
19
2,34299
273
53
12
1,48029
162
51
46
3,38575
159
56
44
1,82934
319
4
8
2,04512
180
301
41
15
2,82801
33
32
54
2,34302
264
44
58
1,49649
164
35
47
3,38639
160
3 0
9
1,83204
320
13
19
2,04339
195
302
51
29
2,83058
34
44
28
2,34480
256
13
53
1,49093
166
4
28
3,38503
161
35
34
1,83810
321
20
4
2,04314
210
304
19
24
2,83253
36
11
52
2,34636
246
38
36
1,47014
167
25
4
3,38404
163
12
48
1,84287
322
3 3
9
2,04474
225
305
51
21
2,83349
37
43
2
2,34692
234
30
52
1,43928
168
43
13
3,38319
164
54
23
1,84340
323
56
38
2,04578
240
307
28
58
2,83430
39
17
48
2,34793
218
59
6
1,41813
169
52
21
3,38344
166
19
53
1,84501
325
12
21
2,04560
25 5
309
13
31
2,83282
40
58
51
2,34639
201
9
3
1,4191 7
171
11
10
3,38601
168
19
0
1,85078
326
25
11
2,04765
270
310
36
2
2,82869
42
21
40
2,34251
181
3
6
1,43701
173
16
21
3,38770
171
22
2
1,85102
328
3
51
2,05185
285
311
29
2
2,82785
43
18
5
2,34101
158
14
48
1,61475
175
17
42
3,37884
174
30
18
1,83530
330
17
49
2,05388
300
313
0
24
2,83042
44
30
51
2,34356
144
3 5
3
1,66262
175
13
2
3,36487
175
37
58
1,80384
332
52
7
2,04787
315
315
11
13
2,82337
46
37
14
2,33928
142
34
15
1,77358
173
11
34
3,37252
172
57
0
1,77565
334
40
18
2,03116
330
315
17
31
2,80519
47
21
26
2,31802
140
17
35
1,79068
173
58
31
3,39540
168
4 5
50
1,76547
334
39
4 6
2,01215
345
313
26
47
2,79775
44
16
16
2,29589
128
34
11
1,79715
174
4
17
3,38670
164
20
28
1,73814
333
31
28
1,99281