186 
ALLGEMEINE THEORIE 
— 
TAFEL ZUR BERECHNUNG DER WERTHE VON 
F. 
<p 
B' 
log h' 
B" 
log h" 
B"' 
logé'" 
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log h"" 
+ 90° 
22° 9' 
2.07430 
77° 16' 
— 00 
3ii° 48' 
— 00 
— 00 
89 
22 7 
2.07437 
77 16 
0.60263 
311 48 
8.41408 
6.04423 
88 
22 2 
2.07458 
77 15 
0.90333 
311 49 
9*01591 
6.94713 
87 
21 54 
2.07493 
77 12 
1.07889 
311 50 
9.36770 
7.47507 
86 
21 43 
2.07543 
77 9 
1.20311 
311 52 
9.61702 
7.84942 
85 
21 29 
2.07607 
77 5 
1.29903 
311 54 
9.81013 
8.13956 
84 
21 11 
2.07686 
77 0 
!.377°4 
Sn 57 
9.96763 
8-37637 
83 
20 51 
2.07781 
76 55 
I.44260 
312 0 
0.10050 
8-57635 
82 
20 28 
2.07891 
76 48 
I.49899 
312 3 
0.21530 
8-74933 
81 
20 2 
2.08017 
76 40 
I-54833 
312 8 
0.31627 
8.90167 
80 
19 33 
2.08160 
76 32 
1.59206 
312 12 
0.40629 
9.03768 
79 
19 2 
2.08320 
76 22 
I.6312I 
312 17 
0.48742 
9.16047 
78 
18 28 
2.08498 
76 12 
I.66655 
312 23 
0.56119 
9.27231 
77 
17 54 
2.08693 
76 0 
I.69865 
312 29 
0.62875 
9-37493 
76 
17 14 
2.08906 
75 48 
I.72795 
312 36 
0.69100 
9.46969 
75 
16 34 
2.09138 
75 35 
I-75483 
312 43 
0.74864 
9.55766 
74 
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2.09388 
75 20 
1-77955 
312 50 
0.80226 
9.63968 
73 
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2.09658 
75 5 
1.80237 
312 59 
0.85232 
9.71647 
72 
14 24 
2.09945 
74 49 
1.82347 
313 7 
0.89922 
9.78862 
7i 
13 37 
2.10252 
74 31 
1.84301 
313 17 
0.94327 
9.85659 
70 
12 50 
2.10577 
74 13 
1.86114 
313 26 
0.98476 
9.92082 
69 
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2.10920 
73 53 
1.87798 
313 37 
1.02392 
9.98166 
68 
II 13 
2.11280 
73 32 
1.89362 
313 48 
1.06095 
0.03940 
67 
10 24 
2.11658 
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1.90815 
313 59 
1.09603 
0.09430 
66 
9 34 
2.12052 
72 48 
1.92165 
314 11 
I.12930 
0.14661 J 
65 
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2.12461 
72 24 
1.93420 
314 23 
I.16091 
0.19651 
64 
7 55 
2.12885 
71 58 
1.94584 
314 37 
1.19098 
0.24419 
6 3 
7 5 
2.13322 
71 32 
1.95663 
314 5° 
1.21961 
0,28981 
62 
6 15 
2.13772 
7i 4 
1.96663 
315 5 
1.24689 
0.33350 
6l 
5 26 
2.14232 
7° 35 
1.97587 
315 20 
1.27290 
0.37538 
60 
4 38 
2.14703 
70 4 
1.98440 
315 35 
1.29773 
0.41558 
59 
3 5° 
2.15183 
69 33 
1.99224 
315 51 
I.32144 
0.45419 
58 
3 3 
2.15669 
69 0 
1.99944 
316 8 
1.34409 
0.49130 
57 
2 17 
2.16162 
68 25 
2.00602 
316 26 
1-36574 
0.52700 
56 
1 32 
2.16659 
67 49 
2.01200 
3i6 44 
1.38644 
0.56135 
55 
0 48 
2.17159 
67 12 
2.01743 
317 3 
1.40624 
0.59444 
54 
0 5 
2.17661 
66 33 
2.02232 
317 22 
1.42517 
0.62633 
j 53 
359 23 
2.18164 
65 52 
2.02669 
317 42 
1.44329 
0.65706 
5^ 
358 43 
2.18666 
65 10 
2.03056 
318 3 
1.46062 
0.68669 
1 51 
358 3 
2.19166 
64 26 
2.03396 
318 25 
1.47720 
0.71528 
50 
357 25 
2.19662 
63 4i 
2.03690 
318 47 
1.49306 
0.74287 
i 49 
356 49 
2.20155 
62 54 
2.03941 
319 10 
1.50823 
1 0.76950 
* 48 
356 13 
2.20641 
62 5 
2.04151 
319 34 
1.52274 
0.79520 
47 
355 39 
2.21121 
61 14 
2.04320 
319 58 
1.53661 
0.82002 
1 46 
355 6 
2.21593 
60 22 
2.04451 
320 24 
1.54987 
0.84398 
1 45 
354 34 
2.22057 
59 27 
2-04545 
320 50 
1.56254 
0.86712