A.14 COMPENSATION DES ANGLES. 
Le sin IV. V.IX sinIV.IX.VI sinlV.VI.V 
” sinlV.IX.V sinI[V.VI.1X sinIV.V. VI 
G \ 
IV.V.IX = 92.8068,921+(14)+(15) log sin = 1°99722187+ 7,8[(14)+(15)] 
IV.IX.VI= 91.27520,109+(29) » = 1:99590562+ 9,5(29) 
IV.VI.V = 597.7191,471+(18) » = 1:89621935+53,4(18) 
T:88934684 
G à 
IV.IX.V= 69.0402,121+(30)+(31) log sin = 1°94648224+36 ,0[(30)+(31)] 
IV.VIIX = 59.5884,138+(18)+(19) » _—=1"97728397+22,5[(18)+(19)] 
IV.V.VI= 54.9880,577+(15) » _—1:96558159+28,3(15) 
1:88931780 
(45) 0—+-0,96—0,078(14)+0,205(15)—0,307(18)+0,227(19)—0,095(29)+0,360(30)+0,360(31) 
pe sin VIT. VL.IX sin V.VIL.IX sin VI. V.IX 
sin VE. VIL.IX sin VIL. V.IX sin V.VL.IX 
ë 
VIL.VLIX — 47.565 ,375-+(20) log sin = 1-83208550+ 73,7(20) 
V.VILIX = 35.7909,363+(24) » —1:72676890+108,3(24) 
VI.V.IX = 17.8185,928+(14) »  —=1*44130792+237,4(14) 
T:00016232 
6 \ "- 
VI. VILIX = °8.1691,488+(23) log sin — 1°63162830+144,0(23) 
VIL.V.IX = 48.8058,670+(13) » _—1"84118401+ 70,8(13) 
V.VLIX = :21.8690,038+(19) » _—=1‘52737359+190,7(19) 
1000183590 
(46) 0=+923,58+0,708(13)—2,374(14)+1 ,907(19)—0,737(20)+1 ,440(23)—1,083(24) 
ge sin VII. VI.IX sin VIE. VIIL.IX sin VI. VIT.IX 
sin VI. VIL.IX sin VIE. VIL.IX sin VIL. VL.IX 
G \ 
VII. VL.IX = 108.9028,596+(20)+(21) log sin = 1:99573937—  9,6[(20)+(21)] 
VII. VIIL.IX = 57.1507,025+(26) » = 1°89315583+ 54,4(26) 
VI. VILIX = 928.1691,488+(23) » _—163162830+144,0(23) 
T'°52052350 
G N 
VI. VIILIX = 35.7027,539+(25) log sin = 1'°72581259+108,6(25) 
VII. VIL.IX = 73.9595,856+(22)+(23) » _—196260717+ 29,6[(22)+(23)] 
VIL.VLIX = 47.5465,375+(20) » _—1"83208550+ 73,7(20) 
1°52050526 
(47) 0=+18,24—0,833(20)—0 ,096(21)—0 ,296(22)+1 ,144(23)—1,086(25)+0,544(26) 
