( 12 ) 
log 2 
— 0,3010300.0 
log N m 
= 6,8056563.1 
log sin 4 ^ 
= 8,0770318.4 
log cos <jp m 
= 9,7405680.1 
log K sin A m 
= 4,9242861.6 
log sin A m 
= 9,8451112.1 
log K 
= 5,0791749.5 
log 2 
= 0,3010300.0 
log R m 
= 6,8047736.4 
log sin 4 (5 
= 7,8271747.0 
log cos | 4 
= 9,9999690.4 
log K cos A m 
= 4,9329473.8 
log cos A m 
= 9,8537724.3 
log K 
= 5,0791749.5 
log K sin A m 
= 4,9242861.6 
log K cos A m 
= 4,9329473.8 
log lg A m 
= 9,9913387.8 
dm 
= 44°25'43'',348 
1 (jr 
2 U 
= 3416", 678 
180° — Am— i« = 134°59'59",974 
360° — A m + 4« = 316° 8'33",330 
Z = 119998,262 
Helmert vindt voor dit voorbeeld, voor de azimuthen: 
314°59'59'\988 
136° 8'33'',344 
eu voor de koorde: 
log K — 5,0791748.5 
K— 119998,234 Meter. 
De formules (8) en (9) geven dus liier in de aziinutlien 
of: 
