82 
JULIUS KRAMER, 
7^ sin V — dRjdv 
IgX = 
-dRIdf 
(1 + 9)-' 
9.2355„ 
9.5905, 
7.5911„ 
1.1840 
9.9415 
8.7166« 
9.8239 
9.7886 
lg Y = 0.3031 
2t? 
cos V 
2 i? + ra~'^ cos v 
« (1 + 9)"' 
Ig^ = 
aus IX : («) 
Zahl 
'/• 
^ sin V 
ÜX 
9.6333 
9.7102 
9.9745 
0.4340 
0.4085 
7.4969 
0.4135 
0.2516„ 
9.7430„ 
r-' XU 
d{E+ V)ldri 
d{E+ V)lr)dn 
- ü 
X ü 
r-' X ü 
d{E+ V) 
drj 
Z 
d{E+ V) 
rjdn 
§ sin V 
9.3295, 
0.0558' 
0.0086 
0.1525„ 
9.3853, 
9.9950 
9.3381., 
9.8381., 
h' sin H' 9.8726 
h'cosH' 0.2083, 
cos H' 9.9581„ 
tg H' 9.6643„ 
Je' sin K' 9.9574„ 
h'cosK' 0.1611« 
cos K' 9.9283, 
tg K' 9.7963 
Y 0.2021 
-MX 1.2592 
Y-MX 1.2957 
nr 7.9104 
f7 + g = 1.48485 
-X(ü+Q) 9.7622 
-},ldRldf 7.6451„ 
rfsinjP 9.7589 
^ sin (t 3.3853 
g cos 4.1718 
cos G 9.9943 
tg 9.2135 
fsini^ 9.3454 
fcosF 0.1717 
cosi^ 9.9952 
igF 9.1737 
H' 
K' 
lg/'' 
Igk' 
F 
G 
Igf 
hg 
155?220 
212!'029 
0.2502 
0.2328 
8?485 
9?385 
0.1765 
4.1775 
ü = 248?714 
sin ö 9.9693„ 
cos i 9.9985 
— cos b 9.5599 
sin ü/cos i 9.9708„ 
cos H" 9.9695„ 
tgiT" 9.5891„ 
H" = 158!'783 
-2n23 
i)-(3 + n' = 153.097 
+ 209.906 
sm{v-® + H') 9.6556 
cosCy-ö + fi"') 9.9503,, 
sin(t'-® + Z') 9.6978„ 
cos(t'-® + Z') 9.9380,, 
lg/," = 0.0013 
a" sin A" 
0.1708„ 
A" 
223°040 
a" 0.3367 
a"cosA" 
0.2005„ 
B" 
313?367 
rg-' 9.9866 
cos ^" 
9.8638,, 
TV \n—qv 
27?153 
h" 0.0691 
tg A" 
9.9703 
aus IXn 
\a + 
87.821 
9^ 8.8631 
250.193 
8.4184 
h" sin J?" 
9.9306,, 
340.520 
//' cos B" 
9.9058 
v-(^+G 
7ol62 
sm{6+rv-®+H") 9.4624 
sin 1?" 
9.8615,, 
v-® + F 
6.362 
J- sin- 1 7.2722 
tg 7i" 
0.0248,, 
6 + tV + H" 
246.603 
6+Tr-&+H" 
163.138 
cos g 9.9995 
