Full text: Die Hannoversche Dreieckskette, das Basisnetz bei Meppen, das Wesernetz (8. Theil)

112 
Zzveite Ausgleichung. 
4,538 573 6 -7 
— 21.2 
4,538 
9,963 
9,840 
9,999 
9,944 
9,933 
9,928 
9,9°4 
9,997 
9,997 
9,9 2 4 
3,972 9127.2 
3,972 9148.3 
— 21.1 
57I5-5 
6109.1 
6073.1 
9825.1 
2242.3 
4739-5 
3891.0 
0954.4 
6635.7 
3°93-5 
5.0 
log HWb 
- A, 
8,99 (8)4- 
21,92 (13) + 
0,19(16) + 
11,39 (21) + 
12,61 (24) + 
13,16(29)+ 
15,69 (34) + 
249(37) + 
2,35(42) + 
13,53 (46)+ 
8,99 (9) 
21,92 (14) 
0,19(17) 
11,39 (22) 
12,61 (25) 
13,16 (30) 
15,69 (.35) 
2,19 (38) 
2,35 (43) 
i3,53 (47) 
4,759 
4,759 
9,997 
9,928 
9,879 
9,940 
9,867 
9,94 2 
9,997 
9,885 
9,874 
9,9°° 
3,972 
8120.7 = 
_ 5O = 
8061.9 
7808.0 + 
9094.0 — 
0168.9 — 
0645.7 + 
2664.6 — 
2545-5 + 
4184.5 + 
6381.5 — 
2427.4 — 
5166.3 — 
9148.3 
log AMe 
- A a 
2,13 (2)— 2,13 (3) 
13,10 (5)+ 13,10 (6) 
18,18 (10) + 18,18 (11) 
11,87 i 12 ) — 11,87 (15) 
+,33 (48) 4- i9,33 (19) 
11,62 (20) — 11,62 (23) 
2,30(29)— 2,30(31) 
i7,53 (27) + 17,53 (28) 
18,65 (32) + 18,65 (33) 
16,05 (39) + 16,05 (40) 
1,055 — 0,1065 (2)+ 0,1065 (3)4-0,6550 (5) —0,6550 (6) —0,4495 (8) 
+ 0,4495 (9) 4- 0,9090 (10) — 0,9090(11) — 0,5935 (12) — 1,0960 (13) 
+ 1,0960 (14) + 0,5935 (15) — 0,0095 (16) + 0,0095 (17) + 0,9665 (18) 
— 0,9665 (19) — 0,5810 (20) — 0,5695 (21) + 0,5695 (22) + 0,5810 (23) 
— 0,6305 (24) + 0,6305 (25) + 0,8765 (27) — 0,8765 (28) — 0,7730 (29) 
+ 0,6580 (30) + 0,1150 (31) + 0,9325 (32) — 0,9325 (33) — 0,7845 (34) 
+ 0,7845 (35) — 0,1095 (37) + 0,1095 (38) + 0,8025 (39) — 0,8025 (4°) 
— 0,1175 (42) + 0,1175 (43) — 0,6765 (46) + 0,6765 (47) 
XXXVIII. Stade — Kaiserberg — Silberberg — Nindorf-Meldorf — Friedrichskoog 
Neuwerk — Sievern — Langwarden — Wangeroog — Jever Esens — Aurich — Wester 
stede — Leer — Altenoythe — Windberg — Cloppenburg — Queckenberg — Hesepe. 
Identität des Verhältnisses der Seiten Stade—Kaiserberg und Windberg—Hesepe 
mit den Bestimmungen der Elbkette und des Basisnetzes bei Meppen. 
Bedingung: i = 
sin WiH . sin KSilSt . sin SilNMK . sin SilFNM . sin SilNF . sin NSieSil 
sin KSt . sin KStSil . sin SilKNM . sin SilNMF . sin SilFN . sin NSilSie 
. sin NLaSie . sin LaWaN . sin WaJLa . sin JEWa . sin JAuE . sin AuWeJ 
. sin NSieLa . sin LaNWa . sin WaLaJ . sin JWaE . sin JEAu . sin AuJWe 
. sin WeLeAu.sin LeAlWe . sin AlWiLe.sin WiCAl . sin WiQC . sin WiHQ 
. sin WeAuLe.sin LeWeAl . sin AlLeWi.sin WiAlC . sinWiCQ . sin WiQH 
KSilSt 
SilNMK 
SilFNM 
SilNF 
NSieSil 
NLaSie 
LaWaN 
WaJLa 
JEWa 
JAuE 
AuWe} 
WeLeAu 
LeAlWe 
AlWiLe 
WiC Al 
WiQC 
WiHQ 
6147 9/957 — (99) + (roo) KStSil 
63 46 54,565 — (108)+ (109) SilKNM 
86 26 33,732 — (104) + (105) SilNMF 
69 57 26,700 +|ii8) — (120) 
65 32 35/435 — (H2) + (113) 
65 52 37,907 — (109) + (110) 
(105) + (106) 
= 58 48 30,015 — 
(90) + 
(91) 
SilFN 
= 
83 46 50,253 - 
= 89 57 20,836 + 
(95) — 
(97) 
NSilSie 
= 
45 18 45,170 — 
= 54 35 26,263 — 
(85) + 
(86) 
NSieLa 
= 
88 49 57,95 6 — 
= 52 58 53,9 l8 - 
(81) + 
(82) 
LaNWa 
= 
51 52 28,257 - 
= 90 15 12,688 + 
(69) — 
(74) 
WaLaJ 
= 
42 29 46439 — 
= 68 53 35,821 - 
(75)4- 
(7 6 > 
[WaE 
= 
52 5 1 39,359 — 
= 43 3i 3L459 — 
(65)4- 
(66) 
JEAu 
= 
90 38 1,289 — 
= 49 4 17/523 + 
(60) — 
(64) 
AuJWe 
= 
7° 34 27,451 — 
= 80 4 44,518 — 
(56) + 
(57) 
WeAuLe 
= 
56 9 58,216 — 
= 59 4 6,776 + 
(52) — 
(55) 
LeWeAl 
— 
77 46 27,843 — 
= 62 39 17,3704- 
(44) — 
(48) 
AlLeWi 
= 
44 52 19435 - 
= 5 6 45 34,087 - 
(50) + 
(5i) 
WiAiC 
= 
81 26 32,267 — 
= 5i 3 15,251 + 
(36) — 
(40) 
WiCQ 
= 
67 44 4L447 — 
= 70 2 6,692 — 
(41) 4- 
(42) 
WiQH 
= 
52 40 52,021 — 
(96) + 
(93) + 
(88) + 
(83)4- 
(76) + 
(7 1 > 4- 
(67) 4- 
(62) + 
(58)4- 
(53) + 
(49) 4- 
(.39) + 
(97) 
(94) 
(89) 
(84) 
(77) 
(72) 
(68) 
(63) 
(59) 
(54) 
(5°) 
(4°)
	        
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