422 
DK. W. M. HICKS: A CKITICAL STUDY OF SPECTEAL SERIES. 
and the well established, but not yet thoroughly understood, modifications of the 
e links, although in X this latter is not so marked as in Ag and Au. The material at 
disposal is— 
From the D Series. 
1. 
[I 6 OI 3 - 45 ] = 
17791-35-1^1 
= 51025-29 + ^- 
-7(1 + 70A2). . . 
(p. 404), 
9 
[16044-24] = 
17829-41-,. 1 - 1 / 
, = (-3(ii) 51025 
■29 + ^-7(1+70A2) 
(p. 409), 
3. 
19602-66 
= 51025-29 
1 + ^-7 (1+79A2-(^) 
(p. 403), 
4. 
[19623-05] = 
21400-95-1'! 
55 
-d{l + 79A.^ . 
(p. 403), 
5. 
19942-53 
= (c^) ( „ 
)-d{l + 80A,-S,) 
(p. 396), 
6. 
19989-72 
( „ 
)-d{l + 80A.^ . 
(p. 396), 
7. 
20021-66 
= (-3<50( „ 
)-7(1 + 80A2) . 
(p. 396). 
From 
tile F Series. 
8 . 
[3010-35] = 
17638-55-2C 
= 30725-26 + ^- 
-/(I + 9 OA 2 ). . . 
(p. 388), 
9. 
18380-09 = 
F:.(2) 
= 30740-17 + ^1- 
-/(2 + 89 A 2 ). . . 
(p. 412), 
10. 30725'26 + ^' = d (l) sequent. 
The relations between the have been already determined, f = 1'015^'+'03 
+‘2^ from the fact that (lO) and the sequents of (6) are both d sequents {p. 407). 
Here q is the propoi tion of maximum error in (6). The ‘03 may be supposed merged 
in this and f = 1’015^^'. Also = ^''+'04 from the fact that (lO) and 30740'17 + ^i 
are both d sequences (p. 412). Within the accuracy attainable for our present 
purpose we may treat the f s as all equal. This was certainly not to be expected, 
for the limit S(go), obtained by formula constants from S lines, is in general 
uncertain to a few units, whilst the and f', depending on limits found from 
(F and F) shoidd be very small. 
The mantissce conditions of the above give {d\ = '04p) 
769890+ 2-5p^-25-27f = 70A, 
*2. 769867+ 2-5j+-25-27^^ = 70Ao 
3. 868240+ 4-6jj,-2973^= 79A,-(5 
■^4. 868846+ S'Sp,-2975f = 79A, 
5. 879711 + 4-8^5-30-29^"= 80A,-(ii 
Ao= 10998-43- •36^+-036j+ 
= 10998-10- -36^+-0362?, 
= 10998-16- -37^+-06^3 
= 10998-05- -37^+-07^4 
= 10998-29- -37f+-06p5i 
6 . 879853+ 4-8pe-30-29f = 80A, 
7. 879855+ 4-8^^-30-29f = 8 OA 3 
^^ 8 . 989285+ 357u-35-4^ = 90A3-(i 
9. 978842+16-4^+-i20f = 89 A 3 
10.889326+ -30-28f = 80A3+15^(i 
= 10998-16- -37f+-06jO3 
= 10998-18- -37f+-06jO7 
= 10998-84- -39^+-4l7w 
= 10998-22- 1 - 35 ^+-18^+ 
= 10998-19- "37^ 
