TRIGONOMETRICAL SURVEY OF NEW SOUTH WALES, 191 
CLEAR, 
? ad ale 
enn enitt = <3 cccoccceeresecaeeee noone See eee es 356 57 55°47 :046 (36) 
MING OW ascie as cm tcememeyacen aires deasaslenereias 43 10 32°64 -024 (87) 
PMN ATA OS +) nies sorueteeepecesiee ans aessiensloos 68 49 43°39 -048 (38) 
LUACO CITE US) Re Aaa ess sn 2 ne ee 139 19 57°09 -040 (39) 
1 By 0011015): soe ae ARBRE eco cbc ScioncosOCORTTRCRe Ore 313 53 11°54 °024 (40) 
UMARALLA 
(CLSEIP Ging Rene eR Re Rp tn 50 oc0C8 BOER meeeames 319 19 52°49 -031 (41) 
AMR OTD ssi sins so elemosetbratameeoiniisiagace/eesss 347 53 24°88 055 (42) 
PIN ATI AN OY © ch sacasvei nae vaasmmceonseniiviecenslas 7 92:32:27 7026, (43) 
From the above, the angle equations are— 
I = + ‘825'+ (1) — (3) - (4) + (5) + (7) — (12) 
II. 0= + ‘309 —- (5) + (6) — (11) + (12) + (18) —- (15) 
TUE = — ‘807 — (10) + (11) (13) + (14) -— (22) + (28) 
Ws O05 “783. —. (91) 2 (Or = C3). 42 (OY) = (29) 3180) 
V.0= — ‘1383 - (2) +(8) - (7) +(8) — (18) + (19) 
VI. 0 = + :162 —- (8) + (9) - (17) + (18) — (30) + (31) 
VII. 0 = — 1:201 — (16) + (17) + (25) -- (31) + (32) — (85) 
VIII. 0 = -— ‘379 — (25) + (27) -— (34) + (85) — (387) + (88) 
IX. 0= — ‘701 + (20) — (24) — (27) + (29) — (36) + (37) 
X. 0 = + °587 — (83) + (384) — (38) + (89) — (41) 4+ (43) 
X1.0= -— ‘084 — (26) + (27) - (87) + (39) -— (41) 4+ (42) 
And the side equations are— 
XII. 0 = + 9:241 — 5-228(1) — 20-387(2) + 25 .615(3) — 7-005(4) + 
25°667(5) — 18°662(6) + 15°303(13) — 12°294(14) — 2-909(15) 
— 13°820(17) + ast) — 9:608(19) — 21:396(22) + 
30°911(23) -— 9:515(24) - 11°338(29) + 34°548(30) — 
23-210(31) 
XIII. 0 = — 25-009 — 3:310(8) + 19°397(9) — 16-087(10) — 33°621(16) 
+ 47-441(17) — 13°820(18) -— 18 604(20) — 9°515(23) + 
98:119(24) + 1:045(32) — 26°363(34) + 25°318(35) — 
20:184(36) + 64-023(37) — 43°839(38) 
XIV. 0 = — 30°60] + 9:838(20) — 18-991(21) + 9°153(24) — 16°358(27) 
+ 48°662(28) — 32°304(29) + 22°517(36) — +261(37) — 
22-256(40) 
XV. 0 = — 28-426 — 10°149(25) — 14°588(26) + 24°737(27) + 11-296(3) 
— 37-659(34) + 26°363(35) + 19°531(41) — 38-683(42) + 
19°152(43) 
The corrections in terms of the correlatives and the normal 
equations are given in the two following tables. 
ra 
LS 
