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

232 
§. 62. Aufstellung der Bedingungsgleichungen. 
XIX. Oberste Hunka—Kucerina—Alie. 
Oberste Hunka 46° 13’ 45 J 69 — (241) + (244) 
Kucerina 71 38 23-29 — (251) -+- (252) 
Alie 62 7 54-57 — (260) -+- (261) 
Summe = 180 0 3-55 
180 + s = 180 0 3-288 
0 = + 0-262 — (241) -l- (244) — (251) + (252) - (260) + (263) 
XX. Oberste Hunka—Alie—Cepelis. 
Oberste Hunka 52° 55' 20■ 28 — (244) 
Alie 64 45 22-52 —(259)+ (260) 
Cepelis 62 19 24-17 - (273) + (274; 
Summe = 180 0 6-97 
180 + £ = 180 0 3-984 
0 = + 2-986 — (244) - (259) + (260) — (273) + (274) 
XXI. Oberste Hunka—Cepelis—Plesivica. 
Oberste Hunka 42° 8’ 25 ? 45 + (237) 
Cepelis 108 0 14-24 — (272) + (273) 
Plesivica 29 51 28-69 — (277) + (279) 
Summe = 180 0 8-38 
180 + £ = 180 0 6-537 
0 = + 1-843 + (237) - (272) + (273) — (277) + (279) 
XXII. Cepelis—Alie—Priseka. 
Cepelis 54° 56’ 39 ? 48 — (274) + (275) 
Alie 32 49 8*23+ (259) 
Priseka 92 14 14-84 + (268) 
Summe = 180 0 2-55 
180 + £ = 180 0 1-764 
0 = + 0- 786 + (259) + (268) — (274) + (275) 
XXIII. Cepelis—Priseka—Petrovac. 
Cepelis 82° 12' 49-54 — (275) 
Priseka 66 16 39-82 —(271) 
Petrovac 31 30 32-05 — (286) + (287) 
Summe = 180 0 1 41 
180 +£ = 180 0 2-026 
0 = — 0-616 — (271) — (275) — (286) + (287) 
XXIV. Cepelis—Petrovac—Plesivica. 
Cepelis 52° 30' 52 ! 57 + (272) 
Petrovac 89 2 26-42 — (285) + (286) 
Plesivica 38 26 44-18 — (279) + (280) 
Summe = 180 0 3-17 
180 + £ = 180 0 4-571 
0 = - 1 - 401 + (272) — (279) + (280) — (285) + (286)
	        
Waiting...

Note to user

Dear user,

In response to current developments in the web technology used by the Goobi viewer, the software no longer supports your browser.

Please use one of the following browsers to display this page correctly.

Thank you.