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

i 8 
Zweite Ausgleichung. 
3. Winnefeld — Dörenberg. 
, . sin MeAMo . sin MoMeB . sin BMoW . sin WBSW . sin WSWD 
sm ¿3 = sin AMe • sin Me MoA . sin MoBMe . sin BWMo . sin WSWB . sin WDSW 
MeAMo =95 47 14,175 — (2) 4- (3) 
MoMeB = 58 6 12,357— (5)+ (6) 
BMoW =49 11 18,110 — (10) 4-(n) 
WBSW = 60 35 9,288 + (12) — (15) 
WSWD = 73 27 53,7.09 — (20) -f- (21) 
MeMoA = 66 52 16,912 
MoBMe = 43 51 7,529 
BWMp = 89 29 
WSWB =61 34 45,392 
WDSW 
(8)4- (9) 
(13) 4- (14) 
8,808 — (16) 4- (17) 
(21) 4- (2Z) 
(24) 4-(25) 
9/997 
9,928 
9/879 
9/94° 
9,98! 
7808.0 4- 
9094.0 — 
0168.9 — 
0645.7 4- 
6581.1 — 
2, 13 (2)— 2,13 (3) 
x 3, 10 (5) 4“ I 3/ I ° (6) 
18,18 (10) 4- 18,18 (11) 
11,87 (12) — 11,87 (15 ) 
6,25 (20) 4- 6,25 (21) 
9/7*7 
9,681 
4297.7 
8989.1 
59 5 *3,354 
9,963 6109.1— 8,99 (8)4- 8,99 (9) 
9,840 6073.1 — 21,92 (13) 4- 21,92 (14) 
9/999 98*5.1 — 0,19(16)4- 0,19(17) 
9,944 2242.3 — 11,39 (**) + 11 ,39 (**) 
9/933 4739-5 - x *,6i (*4) 4- 12,61 (25) 
9,681 8989.1 
0,045 
4/759 
5308.6 
8120.7 
- 13-7 = 
5977-4 = 
4,805 
9,9 1 5 
9420.4 = 
4123.1 4- 
9/754 3537-9 - 
4/7* 1 3543-5« 
4,560 2958.3 
log AMe^ 
A2 — Ai 
log J 3 — log 5 3 
log J 3 
14,53 (1) — 14,53 (3) + 14,53 (8) —14,53 (11)4-14,53 (46) — 14,53 (19) 
log sin 7 3 
30,51 (1)4-30/51 (3) — 30,51 (8)4-30,51 (11)— 30,51 (16)4-30,51 (19) 
log COS / 3 
log (jz — y t ) = 4,721 3543-5« 4- 14,53 (1) 4- 2,13 (2) — 16,66 (3) — 13,10 (5) 
4- 13,10 (6) 4- 23,52 (8) — 8,99 (9) — 18,18 (10) 
4- 3,65 (11) — 11,87 (**) + *49* (43) — *D9* ( x 4) 
— 11,87 (15) 4- 14,7* (46) — 0,19 (17) — 14,53 (49) 
— 6,25 (20) 4- 17,64 (21) — 11,39 (**) + I *,6i (*4) 
— 12,61 (25) 
log (x 2 — x 2 ) = 4,560 2958.3 — 30,51 (1) 4- 2,13 (*) 4- 28,38 (3) — 13,10 (5) 
4- 13,10 (6) — 21,52 (8) — 8,99 (9) — 18,18 (10) 
4- 48,69 (11) 4- 11,87 (4*) + 21,92 (13) — 21,92 (14) 
— 11,87 (*5) — 30,3* (16) — 0,19 (17) 4- 30,51 (19) 
— 6,25 (20) 4- 17,64 (* x ) — ii,39 (**) + x *,6i (*4) 
— i*,6i (25) 
4. Dörenberg — Queckenberg. 
sin MeAMo . sin MoMeBi . sin BiMoW. sin WBiSW. sin SWWD. sin DSWN 
sin Sa = sin AMe 
sin MeMoA . sin MoBiMe . sinBiWMo.sinWSWBi.sinSWDW.sinDNSW 
sin DNBe . sin DBeQ 
. . sin DBeN . sin DQBe 
MeAMo =95 47 14,175— (2)4- (3) 
MoMeBi =58 6 12,357— (5)+ (6) 
BiMoW =49 11 18,110 — (io)4-(n) 
WBiSW =60 35 9,288 + (12) — (15) 
SWWD =47 26 51,289 — (18) 4- (19) 
DSWN =61 6 13,762 4- (20) — (23) 
DNBe =83 45 32,332 4-(29) — (31) 
DBeQ =45 43 15,680 — (33) 4- (34) 
MeMoA = 66 52 16,912 
MoBiMe = 43 51 7,529 
BiWMo 
WSWBi 
SWDW 
DNSW 
DBeN 
DQBe 
= 89 29 8,808 
= 61 34 45,39* 
= 59 5 *3,354 
= 57 59 36,146 
= 53 18 27,137 
= 84 3 43,595 
(8)4- (9) 
(13) 4- (14) 
(16) 4- (17) 
(21) 4- (22) 
(24) + (25) 
(29) 4- (30) 
(34) 4- (35) 
(37) + (38)
	        
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