Full text: Die Beobachtungen im Dreiecknetze in Böhmen, das Entwicklungsnetz des Basis bei Eger und die Angleichung der Polygonkette im Wiener Meridian ([1])

§. 62. Aufstellung der Bedingungsgleichungeu. 
235 
(229) - 
XXX. Plesivica—Oberste Hunka—Alie—Priseka—Petrovac—Cepelis. 
sin UPI 0. sin ARO. sin Pr AG. sin PePrC. sin PIPeC 
sin CHPLsin CAR. sin CPrA .sin CPePr. sin CPIPe 
RPIC =29° 51' 28*69 — (277) + (279) 
ARO =52 55 20*28 —(24.4) 
Pr A C = 32 49 8 • 23 + (259) 
PePrC = 66 16 39 ; 82 — (271) 
PIPeC =89 2 26 • 42 — (285) + (286) 
9-697 0999 715 + 36679-8 { — (277) + (279) \ 
9-901 9041 799 + 15910-3 . — (244) 
9-733 9882 528 + 32648-7 . + (259) 
9-961 6613 265+ 9252-9 . —(271) 
9 • 999 9391 214 + 352 • 7 { — (285) + (286) } 
. 9-294 5928 521 
9-294 5940 332 
— 11 811 
0 = - 1-1811 — 2-3269 (237) — 1-5910 (244) + 4-2576 (259) — 0- 
— 2 ■ 6521 (280) — 0 • 0353 (285) + 3 • 4699 (286) — 3 • 4346 (287) 
CRPl =42° 8 ' 25 *45 + (237) 
CAR = 64 45 22-52 — (259) + (260) 
CPrA =92 14 14 • 84 + (268) 
CPePr = 31 30 32 • 05 — (286) + (287) 
CPIPe = 38 26 44-18 —(279)+ (280) 
9-826 6899 404 + 23269-3 . +(237) 
9-956 4093 936 + 9927-2 j — (259) + (260) | 
9-999 6687 709 — 822-7 . + (268) 
9-718 1952 026 + 34345-9 | — (286) + (287) \ 
9-793 6307 257 + 26521-4 j — (279) + (280) } 
9-294 5940 332 
(260) + 0-0823 (268) - 0-9253 (271) — 3-6680 (277) + 6-3201 (279) — 
XXXI. Plesivica — Cepelis—Priseka—Pljesevica Cordon — Hum — Privis—Petrovac. 
sin CPlesPe. sin Pris O Pe. sin PljesPrisPe. sin RPljesPe. sin PrivRPe. sin PlesPrivPe 
sin PeCPìei. sin PePrisÖ. sin PePljesPris. sin PeRPljes. sin PePrivR. sin PePlesPriv 
CPlesPe =38° 26’ 44*18 — 
PrisCPe =82 12 49-54 — 
PljesPrisPe = 64 17 18*46 — 
RPljesPe =40 55 13-95 — 
PrivRPe =70 13 3-68 — 
PlesPrivPe = 66 7 11 " 30 — 
9-793 6307 257 + 26521-4 j 
9-995 9774 097 + 2879-5 . 
9-954 7198 104 + 10138-8 j 
9-816 2490 970 + 24289-0 : 
9-973 5828 398+ 7572-8 | 
9-961 1333 422 + 9321-2 
9-495 2932 248 
9 495 3042 565 
(279) + (280) 
(275) 
(270) + (271) 
(314) + (315) 
(298) + (299) 
(290) + (291) 
- (279) + (280) j 
- (275) 
- (270) + (271) 
! — (314) + (315) 
- (298) + (299) j 
I - (290) + (291) 
PeCPles =52° 
PePrisC = 66 
PePljesPris= 39 
PeRPljes =84 
PePrivR = 66 
PePlesPriv = 48 
30’ 
16 
2 
58 
35 
23 
899 5515 652• 
■961 6613 265 
799 3366 531- 
998 3309 693- 
962 6726 122- 
873 7511 302- 
52*57 + 
39-82 — 
58-94 — 
48-18 — 
0-79 — 
42-23 — 
16147-3 . 
9252-9 
25956-0 
1849-8 
9118-1 
18696-3 
(272) 
(271) 
(315) + (316) 
(299) + (300) 
(291) 
■ (280) + (281) 
. + (272) 
• - (271) 
I - (315) + (316) \ 
{ - (299) + (300) \ 
- (291) 
Í — (280) + (281) \ 
9-495 3042 565 
(235)— 
— 110 317 
0 = — 11-0317 — 1-0139 (270) + 1-9392 (271) — 1-6147 (272) — 0-2880 (275) — 2-6521 (279) + 4-5218 (280) — 1-8696 (281) — 0-9321 (290) 
+ 1-8439 (291) — 0-7573 (298) + 0-9423 (299) — 0-1850 (300) — 2-4289 (314) + 5-0245 (315) — 2-5956 (316) 
30*
	        
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