68 
JULIUS KEAMICR 
sm{Ä'+H' + u) 9.9505„ 
a'h' 0.2501 
sia{Ä' + K' + u) 9.9375„ 
a'h' 0.2326 
sm{B' + H' + u) 8.7280 
b'h' 8.9926 
sin (B'+K' + ti) 9.9371 
&' /c' 8.9751 
a sin ^ 0.1701„ 
a cos Ä 0.2006„ 
cos ^ 9.8642„ 
tg ^ 9.9695 
^ r 333°988 
Ig a = 0.3364 
& sin 5 
h cos I? 
sin i? 
tgB 
B = 
lg& = 
8.9122 
7.7206 
9.9991 
1.1916 
86°319 
8.9131 
Jetzt sind die Koeffizienten der Fehlergleichungen nach Formel 139) zu rechnen : 
: 138.702 
: 246.544 
: 55.237 
: 163.079 
A'+G + u = 97°254 
B'+G + u = 217.144 
A' + F + u = 96.449 
B' + F+u = 216.339 
A + n-gv = 250.141 
B + n-gv = 113.472 
A + n-gv -r = 220.589 
B + n-gv-r = 83.920 
D'+6 + TV 
E' + 6 + TV 
D' + 6 + TV — & 
E' + 6+rv-& 
sin {A'+G + u) 9.9965 
a'g 4.1752 
ans IX: rg-^^ 4.6722-.0 
2.9177 
sin (Ii' + + m) 9.7809„ 
sin(^ + iT-g?;) 9.9734„ 
aus IX: m-'n^mr 9.3288 
rg-'a 0.3230 
aus IX: m-'% cosT 9.5753 
cos(^ + JT-g^;) 9.5311^ 
sm{B + n-gv) 9.9625 
8.8997 
cos(i? + ^Z-ffO 9.6002„ 
sin(^'+^+M) 9.9972 
a'i 0.1747 
aus IX: TQ-'-^ 8.2285 
&'f 8.9172 
sm{B' + F+n) 9.7727„ 
IgJf. 
IgJf, 
IgJV, 
8.8439-10 
7.3708„-" 
8.4004-10 
6.9184 -10 
lgJV3 
9.6353„-io 
9.4394,-10 
8.1910-10 
8.0753-'« 
^m{A+n-gv-r) 9.8133„ 
z;a 1.8277 
aus IX: r{Qm)-' gv, 6.2750-io 
vi 0.4044 
wi{B+n-gv-T) 9.9976 
Igj/^ = 7.9160„-io 
IgJV, = 6.6770-10 
sin {D' + 6 + XV-&) 
sin (D'H-(? + rv) 
cos (JD' + ö + Tt;) 
i sin(I>'+ö+Ti;) 
'1 -t- l>i r sin 0 
-^I 
le' sin (jE"+ö+r?;) 
I — t; jEJ, T sin 0 
2; II 
IX: r(9«):»O-'sintsin0 
II 
9.9146 
9.8195 
8.6113 
9.8758,, 
8.4308 
6.8002 
8.4409„ 
9.9632,, 
4.3550- 
9.9632„ 
9.1326 
sin(i;' + ö+Tü-@) 9.4639 
sin(E' + ö + Tt;) 9.9625„ 
e' 0.0007 
<^<is(ß' + 6-\-xv) 9.6000„ 
aus IX : r sin 0 
aus IX : T cos 0 
III 
l(?'cos(i)'+(J+rr) S.4S71,, 
i -1- D, r cos 0 5.8591 
-2:111 8.4861 
\e' cos{E'+6+Tv) 9.6007,, 
I -i.'i:,Tcos0 3.4139-" 
Z-IV 9.6007, 
aus IX : / (()'i)."'0"' sin/ cos0 8.1916 
IgJ^e 
lg 
IgJ^; 
Ig-^; 
6.5235 
0.2767 
7.8315 
5.5824 
= 7.5735, 
= 9.0958 
= 6.6777 
= 7.7933 
