Methods CafimyVig. II. 
1. InTrianguIoDBH, 
DanturDB lo, ggooo 
DBH 12\99 
B D H I I 111 
Quacricur BH tgfiSio6 
- (1X73) - 
MethoioWerlionl \ Fig; K 
I. InTrianguloiiJA, 
Dantuif db 10,00000 
, externus24ll4 ' 
bhd ii|ti 
Qu^-f. bh 10,31894 
2. InTfiangulo-DBG. 
Dancur D B i g, ooooo 
DBG 28I1S 
BDG 23li4 
Qipr. BG 9,70653 
2. InTdanguio^^^^ 
Dantur db 10,00000 
r^/^ externus 51 |7a 
bgd 23 154 
Qu^t,bg 10,29347 
InTrianguloHBG, 
DanturBH 9,68106 
BG 9,70653 
HBG 4i|if 
Qa^r. BGH 64l9£ 
CujUsCompl. GBI 2$ Pi^ 
Si auferasexGBD 28 [if 
Reftac IBD vellBL a lU 
3. InTrlanguIo i^^f , 
Dantur bh 10, 31894 
^.C 10,29347 
hbg 4lii7 
Qu.^r.^ hg (vel bU) 64 !£| :^ ^ 
Ec J ^ ^ rr: 90' 
Exgohbi^gbs = z% N 
Ex^^/ =^^/ -f» sbi (= % — ^^/} zzi6\l± 
Aukr dbh — hbi — dbi = iz\n 
Kt^Ugbs-^-sbi-^hbl-^-Si^bdiytX dbl)% \H 
4. InTrianguIoGBl. 
Dantur BG 9, 70653 
Gib 90 
GBI 25|oy 
Qu^r. Bl 9,66363 
4. InTriangulo^i^ 
Dantur bg 10, 29347 
bgs 90 
2S|Qf 
Qiw. 10,33637 
5. Its TrianguloIBL 
Dantur B I 9,66363 
BL(femis t2 BD)9j698s>7 
IBL glii 
Qutr. BLI 3 2 ! 3 1, An. ve- 
ra^ L 1,8,67284, Ex- 
centricitas. 
5. InTrlanguIo^^/, 
Dantur bd 10,00000 
b I (femis 7^bs) 10, 03 J34 
3!ij 
Qaajrit.i/^ |2l|l Anom vera 
Ec Id 9,00926 Excentridtas.' 
Nimir. UtFig. //. BL 9y^9^97, adll, 8,67284. 
Ica Fig. r., il 10,03534, idp.Qogz^. 
ExlocoapparentifecundasObfervationisr S 25 43 01 
aufer^turangulusAnoraafe vcraeBLI i z 1% ^6 
Rcftat locus Apogci 4 21 24 24 
i 
