182 
B. 
Triangulation 1858. 
1 
Coordinateli von Algeberg: &‘ 6 = + 125668“, y 6 = 0. 
(O = o 
( ffi ) = + 20,69 (39) — 20,69 (40) — 8,21 (53). 
(„,) = + 10,75 (32) - 10,75 (33) + 20,69 (39) - 20,69 (40) - 32,12 (42) + 15,05 (44) - 0,16 (52) 
+ 9,46 (54) 
(ff ■) = + 48,01 v 16) — 62,64 (17) + 14,63 (18) — 1,09 (21) + 1,09 (22) + 3,98 (28) — 3,98 (30) 
+ 10,75 (32) — 10,75 (33) + 10,62 (35) — 14,60 (37) + 10,91 (38) + 20,69 (39) — 20,69 (40) 
— 10,91 (41) — 17,07 (42) — 39,41 (44) + 39,41 (46) — 0,16 (52) + 9,46 (54) 
(<r,) = + 13,96 (6) — 13,96 (7) + 13,03 (11) + 37,00 (14) + 48,01 (16) - 48,01 (17) + 16,29 (18) 
— 1,09 (21) + 1,09 (22) + 3,98 (28) — 3,98 (30) + 10,75 (32) — 10,75 (33) — 33,91 (34) 
+ 44,53 (35) — 14,60 (37) + 10,91 (38) + 20,69 (39) — 20,69 (40) — 10,91 (41) — 17,07 (42) 
— 39,41 (44) + 39,41 (46) - 0,16 (52) + 9,46 (54) 
(ff,) = + 16,97 (3) + 13,96 (6) - 13,96 (7) + 18,20 (8) + 8,92 (10) + 13,03 (11) + 37,00 (14) 
+ 48,01 (16) — 48,01 (17) + 16,29 (18) + 17,12 (19) — 1,09 (21) + 1,09 (22) + 3,98 (28) 
— 3,98 (30) + 10,75 (32) - 10,75 (33) - 33,91 (34) + 44,53 (35) - 14,60 (37) + 10,91 (38) 
+ 20,69 (39) - 20,69 (40) — 10,91 (41) — 17,07 (42) - 39,41 (44) + 39,41 (46) — 0,16 (52) 
+ 9,46 (54). 
(?.) = 0 
(cp.,) = - (54) 
(cp 3 ) = — (40; + (41) — (54) 
(<p 4 ) = - (33) + (34) - (40) + (41) - (54) 
( 9b ) = - (22) - (33) + (34) - (40) + (41) - (54) 
(q> 6 ) = + (4) — (7) — (22) — (33) -j- (34) — (40) + (41) — (54) 
(?,)=+ (2) + (4) - (7) - (22) - (33) + (34) - (40) + (41) - (54) 
Entfernung Piliacker Berg — Algeberg = a: H + (x K ) = 125668’“ + (x e ) 
(%,;) = (i>) + (s 3 ) + (i 4 ) + (£5) + (£s) 
Winkel Goldapper Berg — Piliacker Berg — Algeberg = <p t — (* 9 ) = 740 53' 59" — (z 6 ) 
(*•) = ~ = 1,6413 (y 6 ) 
(y *) = (vJ + C'h) + (v*) + (Vs) + (Vä) 
[Azimuth Algeberg — Kallningken] — [Azimuth Piliacker Berg — Goldapper Berg] = <p 7 — cp, + (<jp 7 ) 
= 1630 15' 45" + (<p 7 )