292 
Eduard v. Haerdtl, 
Rectascensionen. 
Index i = 
1 
1 1 2 
3 
4 
5 
6 
7 
8 
9 
IO 
I I 
12 
log a 
O • ooooo 
9-72263 
9•11699 
9-15496 
8)717542 
9*793978 
9■17870 
9-71078 
9-38479 
9-53388 
9 + 1954 
9-74091 
log b 
OnOOOOO 
9«71964 
97110693 
8«74239 
77*06675 
9-46108 
87*63316 
6,170745 
9 * 21004 
9•36216 
9 • 5 5 112 
9-5775 1 
log e 
9«345 10 
9-62068 
9 ' 59546 
9»95637 
9*790631 
9*779043 
0*00000 
9^0044I 
97*57194 
91*49958 
97*08055 
9 64706 
log d 
9 ' 63757 
9'°543d 
9'4735° 
9'9 J 438 
9’77552 
9**26131 
0 * ooooo 
9-46378 
9-31726 
9 ' 23556 
9-37374 
9-70495 
log e 
8-81690 
8M98179 
8•67694 
8-77490 
8-88107 
9-16001 
9-31637 
67*82150 
8-80283 
7-98301 
87*89219 
87*72438 
log/ 
7-40266 
9-06797 
9' 2 9954 
8-87877 
8-07505 
97*18108 
9 * 50024 
87*56187 
9**35 I0 9 
9**55244 
9**54123 
8-62537 
log g 
On OOOOO 
9)171968 
9^10702 
8**16x61 
7-17235 
8'91286 
8,105475 
4-75879 
81*35376 
87*51493 
81,71236 
87*75650 
log n 
9^48586 
9-66138 
97+0528 
9-69578 
9-62275 
9»52394 
9' 2 4 I 53 
9**30103 
9-75736 
8-83438 
7-86434 
9•82892 
log s 
0^01083 
9 - 68989 
9+8579 
9-79329 
9-45211 
0**21501 
0-44632 
9-66846 
9-79768 
9-06655 
9-72103 
0-39547 
2 a + b+c 
+ d + e+f 
+0-28085 
+0-55553 
+0-94131 
+0-13946 
6 
u> 
+1 
00 
0 
-1-38830 
+2-63152 
+0-66607 
+0-07823 
+0-08100 
+0-57031 
+ 1 -86851 
9 
-I ‘OOOOO 
-0 52442 
-o*12794 
-0*0I45I 
+0*00149 
+0-08182 
-0-01134 
+0*00001 
-0•02258 
-0-03273 
-0-05157 
-0-05708 
2 + g 
-0-71915 
+0031II 
+0-81337 
+o*12495 
-o-13631 
-1•30648 
+2•62018 
+o-66608 
+0-05565 
+0-04827 
+0-51874 
+1-81143 
n 
-0-30610 
+0-45854 
-0-50732 
+0-49634 
+0-41952 
-0-334I5 
+0-17439 
-0*20000 
+0-57195 
+0-06829 
+0*00732 
+0-67440 
s = 2 + ff-+-n 
-1-02525 
+0-48965 
+o-30605 
+0 62129 
+0-28321 
-1-64063 
+2-79457 
+0-46608 
+0-62760 
+o-11656 
+0 * 52606 
+2-48583 
Declinationen. 
Index i = 
1 
2 
3 
4 
5 
6 
7 
8 
9 
IO 
11 
12 
log a 
97*58935 
91*46336 
7■62012 
9-51056 
9-60503 
9-82750 
9•60892 
81*95832 
9**36376 
9**54660 
9+57669 
8•x1696 
log b 
9-59202 
9-46578 
77*50474 
9**04098 
97*13645 
9**35908 
9*112169 
6-46062 
97*19343 
9+37877 
9+41138 
7-92083 
log C 
9-60479 
9-44094 
9-11447 
97*05269 
9**22377 
9**41434 
9-81895 
8-64030 
9 • 18859 
8-72744 
9**15417 
8**80259 
log d 
97*59758 
97*36569 
8-93265 
9•16963 
9-36289 
9-61985 
9-82806 
87*79997 
91*22517 
9+33105 
9,7,42241 
8**73186 
log e 
9-92873 
9-69334 
9,136981 
9-90837 
9-89847 
9-86594 
Owooooo 
9-45941 
9-38484 
9-04259 
8+85550 
9+58331 
log/ 
8•20947 
97*82643 
9**70485 
9-56680 
8 - 79602 
OnOOOOO 
97192504 
97*41354 
97,70904 
9*188821 
9*196748 
9+83307 
log g 
9-58935 
9•46041 
7**61015 
87*51721 
87*60196 
8*180058 
87*48497 
4**00633 
8-33273 
8-52765 
8-56951 
7+13255 
log n 
7 08619 
97*73940 
87*16537 
9-66138 
9•52076 
9**65906 
97*86289 
97*73747 
8-44792 
9+4989 
9-93989 
0 ooooo 
log s 
0 10160 
97*59281 
9**73486 
0-26793 
o-16874 
97*26517 
97*99787 
97*79758 
97,79264 
9**9x330 
0**05461 
97*20761 
y a + b + c 
+d+e+f 
+0-87389 
-0-13145 
-0-52437 
+1-42760 
+1•18310 
+°'335 I 3 
-0-23528 
-o-08110 
-0'66991 
-I 41493 
-2-04183 
-I'15993 
9 
+0-38846 
+0-28867 
-0•00408 
-0*03290 
-0-03999 
-0-06318 
-0-03055 
io * ooooo 
+0*02151 
+0-03370 
+0*03711 
-0-00136 
' Z+g 
+1•26235 
+o*15722 
-0-52845 
+1-39470 
+1•14311 
+0-27195 
-0-26583 
-o-08110 
-0-64840 
-1-38123 
-2’00472 
-I•16129 
n 
+0*00122 
-0-54879 
-0.01463 
+0-45854 
+0-33171 
-0-45610 
~o.72927 
-0-54635 
+0-02805 
+0■56220 
+0-87074 
+1•ooooo 
s == - 2 —]— cj — {— n 
+1-26357 
-0-39157 
-0-54308 
+1-85324 
+1-47482 
-o-18415 
-0-99510 
-0-62745 
-0-62035 
-0-81903 
-1-13398 
-0-16129) 
Mit Beibehaltung der Gaussischen Symbole lassen sich die Schluss-Bedingungsgleichungen so schreiben: 
\aa\x i + [ab]x 2 + [ ac]x s + [ ad]x 4 + [ ae\x b -+- \af]x % + [ ag]x 7 = [an] 
[ab]x l + [bb]x t + \bc]x 3 + \bd]x k -+- [be]x & + \bf]x 6 + \bg\x 7 = [bn\ ect. 
Die Bedeutung der folgenden Zahlen ist also unmittelbar ersichtlich. 
+4-56261 
—1-36455+! 
+0-30033 x 3 
+ 2-74787 x i 
—0-02238 *5 
—0-00124 X 3 
—1-79112 ;C 7 = +0-05396 
—1-36455 
+2-21552 
+0-01763 
—0-63430 
+0-16774 
+0.22389 
+ 1-50796 =—0-04546 
+0-30033 
+0-01763 
-4-4-53834 
+0.06194 
—0-60973 
+o-17192 
+0-14380 =—1-06313 
+2-74787 
—0-63430 
+0-06194 
•4-3-89375 
—0-30221 
+0-04928 
—0-92300 =+0-29122 
—0-02238 
+o-16774 
—0-60973 
—0*30221 
+4-24816 
- 4 - 0-35477 
+0-39841 =+0-18962 
—O’00124 
+0-22389 
--ho* 17192 
4-0*04928 
+0-35477 
+5 • 29002 
—0-25571 =—0-18052 
—1*79112 
+ 1-50796 
-f-o* 14380 
—0*92300 
+0-39841 
—0-25571 
+ I -55075 =—0-04405 
Aus diesen Normalgleichungen ergibt sich durch Addition der Vertiealreihen: 
[as] = +4-48548 [cs] = +3-56110 [es] = +4-42438 [gs] = +0-58704 
[bs] = +2-08843 [ds] = +5-18455 [fs] = +5-65241 [«s] = +4-88915 
