COMPENSATION DES ANGLES. A0 
G w 
128.9149,219+(20)+(21) 
Cuenca..... 
Borma ....... 43.4589,459+(13) 
Namurelte.... 27.6267,998-(8) 
ÈE = 200.0006,672 
A: 1,696 
E — +4,976 
o=+4",976+(8)+(13)+(20)+(21) 
G N 
Soldados . .... t19.0401 ,134+(16)+(17) 
Tinajillas . . ... 35.9718,126+(19) 
Namurelte.... 46.9883,027+(6) 
È = 200.0002,287 
Re 7,643 
pe —5,356 
(1) o=—5",356+(6)+(16)+4(17)+(19) 
Tinajillas. . . 
Borne à 
Namurelte.... 
G a 
Tinajillas. .... 64.0502,903-+(18)+(19) 
DORA et nur 77.5630,712+(15) 
Soldados ..... 58.3862,375+(16) 
E = 199:9995 ,990 
ES 73117 
E— —11,127 
(6) o=—11",127+(15)+(16)+-(18)+(19) 
G \ 
Soldados .…. 58.6538,759+-(17) 
Borma ....... 62.8227,420+(13)+(14) 
Namurelte....  78.5248,734+(6) +(7)+(8) 
È = 200.0014,913 
é. = 5,681 
E= +9,232 
(8) 0—+9",232+(6)+(7)+(8)+(13)+(14)+(17) 
G “ 
28.0784,777+(18) 
140.3858,132+(13)+(14)+(15) 
31.5365,707+(7) +(8) 
È = 200.0008,616 
E = 
EF 
5,155 
+3 ,461 
o—+3",{61+(7)+(8)+(13)+(14)+(15)+(18) 
ÉQUATIONS AUX CÔTÉS. 
sin IT. IV. sin LIT. TE sin IL. TL. IV 
= en, 
sin UL.IL.IV sin Il. LI sinL.1V. HI 
G \ 
IL.IV.II = 61.4743,340+(11)+-(12) 
LILI — 35.2082,296+(3) 
IL.I.IV — 35.0640,236+(1) 
G AL 
HLILIV — 56.5763,860+(4)+(5) 
IL = 100.6204,592+(1)+-(2) 
LIV.II — 18.8159,364+(12) 
T-91508903+ 47,1[(11)+(12)] 
» —1°72039{69+110,5(3) 
1°71879703+111,0(1) 
1:35428075 
log sin = 1:89000313+ 55,4[(4)+(5)] 
» = 1:99997937— 0,6[(1)+(2)] 
»  —1"46430417+224,0(12) 
T-35428667 
(9) 0=+5,92—1,116(1)—0,006(2)—1,105(3)+0,554(4)+0,554(5)—0,471(11)+1,769(12) - 
Arc de méridien équatorial, t. TITI, (2). 
