IN PHYSICAL ASTRONOMY. 
375 
+ 4 (2 — 3 m + c) A 1& C t + ~ (2 - m — c) ^, 6 C, | ee ; cos (x — z) 
[14] 
+ {A lb + L(2-2m)A I C u + ^A 2 C 7 ~-L (2-2m-c) A s C b - ^-A 5 C 3 
+ 4 (2 — m)Aj C 2 + ( c — m ) ^ 1 + c i | ee, cos (2 f — x + z) 
[15] 
{• 
+ {A l6 -~ (2-2m) A, C 14 - -1 A q C 6 + ± (2-2 m + c)A i C 5 + -J C 4 
-i- (2 — 3 to) C 2 — -i- (c — m) C, | e e t cos (2 1 + a? — z) 
Z Z j 
[16] 
+ { A\i + i- (2 - 2 m) A , C 19 + 1 (2 - 2m) A C 18 - 3 i4 5 C 5 + i- (2 -3m) C 7 
+ 4 (2 — to) ^7 C 6 + -i- (2 — 4 m) ^ 18 C , + y4 19 C t | e ( 2 cos2 2 
[17] 
+ -^18 4— 2 ~ (2 ™ 2 wi) [ C 17 + — C 6 -] —— (2 — 3 m) /i 6 C 5 + m .<4 17 C, ^ e t ~cos (2t 22 ) 
[18] 
+ |^,9 - Y (2 — 2m)A l C„ — — A b C 7 - Y ( 2-m)A 6 C i - m A„ C, j e^cos (2 t + 2 2 ) 
[19] 
Similarly 
s = | # 14 e + Y ( 2 “ 2 m + s) C 1 B US — Y ( 2 - 2 m - g) C, B 147 + i. (c + g) e 2 Co B l50 
» ~4 (c - g) e 2 C„ B 149 + -^(2 —2m —c + g)e 2 C 3 5 152 -i- (2-2m-c-g)e 2 C 3 B 151 
+ y ( 2 — 2 m ■+■ c + g) C 4 B 154 — ~(2 — 2m + c- g) C 4 B 153 
+ 4 ( m + gH 2 C 5 B 156 - 4 (”*-g)e, 2 C 5 B 15 ~j y sin y 
[146] 
+ { B 147 - f - Ci b h6 - i- ( 2 - 2 »» ~ « “ g) & Q B 151 + -1 (2 - 2 m + c - g) e 2 C 2 B 153 
- 4 ( c “ s) e2 c 3 #>« - 4 ( c + 8) c 4 B 150 - 4(2 - 3 m - g) e, 2 C 5 B 157 
+ 4 ( 2 “ m —S) e i°' c s ^isn} 7 sin (2 t-y) 
[147] 
3 c 2 
