12 B. E. Moore 
The two following lines have eight components each: 
- 
4236.10 A 4083.89 , 
i | aa)? A a ANNE ae 
6 | —1.96s5 | 9X.22 2 \(— 1.79) 5) 95<.20 
lea le oe aie 3 |—1.19 s| 6* 
3|— 65p| 3 G: =) Sa pies 
3 | — .22 1 1-++-) — .64 s|. 2 
whe Sey a Danie ia By 9 SEB sth Nemes 
St sae ye ep er a 6 PEL aBB gl ee ccenem 
Oe efi DoaS isl lehereR tasel ole 3) WSU Os Gilles ayers 
Ge IRO GAS Pi eee oe 1+-|(-+1.75) s|......... 
The three following lines are sextets : 
4358.91 A 3747.70 A 3195.80 » 
BAAN AAI nes ESN 4) AN/ Noes 
12-) 1,65: 5°) 3X.558 6 > 04 3.598 8 | —1.69s | 3.553 
Los 1.105! 2 Gis) = > 22 2 12); —1A1 fp) 2 
1 | — 545 1 12 — .46 1 8}, — .d0 5 1 
1 pelea et WGC a ar 1904. eel en 8.) 66 5 ese 
DL LOD) cocc es ve 6 RO ela eS 0A Wes ed el iy 2a Py ee 
Pee LGD S| Foie ee si 6 sr lees Aces he Boy) 69H: | ake ete 
Here the two lines 4358.91 and 3195.80 are accurate duplicates 
of each other, which is just the kind of agreement one should 
anticipate in the terms of a series. Unfortunately no other terms 
are present within the limits of observations. The s-components 
are of equal intensity and equidistant. They are removed from the 
zero position one and three times the value +.55. The p-com- 
ponents are double the same value. 
In 3747.70, the s-components are one and two times the value 
.52. Direct comparison of the p- and s-plates shows that the meas- 
ured difference of the p-components and the inner s-components 
is actually present and not an error of cbservation. The law of 
b 
iN) 
