MR. LUBBOCK’S RESEARCHES 
374 
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{a+1 (2-2 m)A 1 C 7 + 1 (2-2 m)A l C 6 + 1(2-3 m) A 6 C, 
+ l(2-m) A 7 C, | e ; cos z 
[5] 
| A + -g- (2 — 2 m) A C 6 + "2 A j” e / cos (2 ^ z ) 
[ 6 ] 
{A" 1 (2 — 2 m) A x C b — A C[ | e, cos (2 < + z) 
[7] 
{a + -1 (2-2m)A<V + 1 (2-2 m)A 1 C 9 - L. A % C t + 1 (2 - 2m - c) A 3 C 4 
/ 
+ 2 ~ (2 — 2 m + c) A^s + 2 ~(2 — 2m — 2c)-4,C, + -g - (2 — 2m -f- 2c) A l0 C l j> e 2 cos 2x 
[ 8 ] 
{A 9+ -L(2-2 m) A l C 8+ ±AC 3 + -(2-2 m -c)A 3 C i + cA 8 C l }e> cos (2t—2 x) 
[9] 
| A 10 — 1 (2 — 2m) A C 8 — A A, C 4 — 1 (2 - 2 m + c) AC„ — c A C, j e 2 cos (2 t + 2 x) 
[ 10 ] 
{^„ + l (2-2m)A l C ls + 1 (2-2m)^C 12 -|4C i + 1 (2 - 2 m - c) A C 7 
+ 1(2-2m+ c)^ 4 C 6 -^C 2 +l (2-3m)^ 6 C 4 + -1(2-m)^ 7 C 3 
+ -1 (2 — 3 m — c) Aa C, e e ( cos (^ + z> 
[II] 
{a« + 1 (2-2 m)A l C n + ^A,C 6 + 1- (2 - 2m - c) A 3 C 5 + ” A b C s 
+ 1 (2 — 3 m) C„ + -1 (c m) Ai C, j ee ( cos (2 * — x — z) 
[12] 
As - -1 (2 - 2 m) A, C n - A A C 7 -1 (2 — 2 m + c) A C 5 - A A C 4 
— -J (2,— m) A C a ~ (c + m) Ai C, | ee, cos (2 < + * + z) 
[13] 
^,4+1 (2 — 2m) AC 16 -f 1 (2-2m) AC 15 + -1 AC 5 + l(2-2m-c) A C 6 
+ .I ( 2 -2m + c) AC 7 + A AC 2 + -1 (2-3m)AC 3 + 1 (2 - m) ^C 4 
