Full text: Die Rheinisch-Hessische Dreieckskette, das Basisnetz bei Bonn, das Niederrheinische Dreiecksnetz (Theil 9)

Zweite Ausgleichun ¿ 
—io,68 (51 + 10,68 (6)— 0,96 (8) +i 1,33 (9) —10,37(10) 
+ 5,11(11) —15,48(12) —17,93(131+28,30(14)— 9,66(15) 
— 15,08(171 + 15,08(18)+ 9,66(19) —10,65(20)+ 0,28(21) 
+ 10,37(231 — 13,26(24)— 9,69 (26)+22,95 (27)+18,40(28) 
— 18,40 (29) 
—10,68 (5) + io,68 (6)— 0,96 (8)—41,80 (91+42,76(10) 
+ 58,24(11) —15,48(12)—17,93(13)—24,83(14)— 9,66(15) 
— 15,08(171 + 15,08(18)+ 9,66 (19)+42,48 (20)+ 0,28(21) 
—42,76(231 — 13,26(24)— 9,69 (26)+22,95 (27)+ 18,40 (28) 
— 18,40(29) 
57 439í99° +0,14125 (5) —0,14125 (61+0,01270 (81 + 0,14985 (9) 
+ °, 1 37 1 5( 1 °) —°,'06758 (ï i) +0,20474(12) + 0,23714(13) 
— о,37429 (14)+ 0,12776 (15)+°, i 9944(x7) —0,19944(18) 
— 0,12776 (19) + 0,14085 (20) — 0,00370(21) — 0,13715(23) 
+ °,17537 (24)+ 0,12816 (26)— 0,30353(27) — 0,24335(28) 
+ 0,24335(29) 
28 287,836+0,06956 (5) — 0,06956 (6)+o,00625 (81 + 0,27226 (9) 
— 0,27851(10) —o,37934(11)+0,10083 (12) +0,11678 (13) 
+ 0,16173 (14)+ 0,06292 (15) +0,09822(17) — 0,09822(18) 
— 0,06292(19) — 0,27669(20) —o,00182 (21)+ 0,278 51 (23) 
+ 0,086 37 (24 > + 0,063 ii (26) —0,14948(27) — 0,11985 (28) 
+ 0,11985(29) 
4. Feldberg — Lufdenberg, 
sin InsMeiKn . sin KnlnsKr . sin KrKnTauf 
sin FeldLuf — sin Meilns 
sin InsKnMei . sin KnKrlns . sin KrTaufKn 
sin TaufKrSteig . sin SteigTauf Feld . sin FeldSteigMel 
sin TaufSteigKr . sin SteigFeldTauf . sin FeldMelSteig 
sin FeldMelDon . sin FeldDonLuf 
sin FeldDonMel. sin b'eldLufDon 
InsMeiKn =8723 5,930— (8) 
KnlnsKr =63 6 55,391— (5) 
KrKnTauf =49 34 32,654 — (13) 
TaufKrSteig =542257,152 — (17) 
SteigTaufFeld=65 51 5,870 — (22) 
FeldSteigMel =55 34 42,205 — (25) 
FeldMelDon =89 14 38,599 — (34) 
FeldDonLuf =52 8 13,156+ (36)
	        
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