( 475 ) 



(1,D.S.) 

 (J,D.S.) 

 (2, I S.S., 

 (2, l S.S.) 

 (3, I S.S.) 

 (3, I S.S.) 

 (1,D.S.) ' 

 (1,D.S.) 



(1,1 S.S.) 

 ,1,1 S.S.) 

 (1,D.S.) 

 (1,D.S.) 

 -(1,D.S.) 

 (1,D.S.) 



1096,21,;./, = 91224 

 1100,5 ,;/, = 90868 

 4281,97,;./, = 23354 



( 9,048 



^'"9,085 ^^'-^ 



= 4277,07,; 

 = 6768,46, X 

 = 6763,1 ,; 



-(1,11 S.S.) =4529,08,; 



— (1,11 S.S.) =4534 ,X 



= 23381 

 = 14774 

 = 14786 



= 22080 

 = 22055,5 



;.„, = 23361 (P.8,0) 

 ;„, = 23391,3'P.10) 



l,44f-t(Moij*V) 



A,„ = 22084,2 (P.2,5) 

 ;i,. = 22056,9(P.2) 



1 34165 (F) 

 3,42// (MoTj*) 



f 34203 (P) 



1 ,57fi (Molt *) ') 



;„, = 5,023 fi (P. 

 ;.„ = 5,430 ;i(P. 



Also (2, D.S.) gives eombiiuitions : 



(3, 1. S,S.) — (2, D.S.) = 1991,4 ;./, = 50217 



(2, D.S.) — (2,11. S.S.) = 1843,7 ?.(, = 54240 



Bekgmann's series is represented by 2 lines. The root of the 1 S.S. 



is 24491,1'). For H.S. we lind the formula: 



109675 

 71 = 12272,63 — - — — , m = 1,2 



(m + 3)^' 



?/z = l gives ;i = 18457 ;.,, = 18459,5 (P. 2) 1,85 (Moll) 

 m = 2 „ ;/, = 12684,6 ;.„. = 12677,6 (P. 8) 1,27 (Moll) 

 7)1 =: ',i ,. ;/,=: 10838,8 has not been observed. 

 (1,B.S.) means the first line of Bergmann's series. 



(1, 1 S.S.j H- (1,B.S.) = 17620,17, Xö = 5675,30 ;.,, = 5675,92 



(K. and R. 0,15) 



^1 , 1 S.S.) + (1,B.S.) = 17635,72, Xi, = 5670,38 ;.„. = 5670,40 



(K. and R. 0,15) 



1, I S.S.) + (2,B.S.) — 20090,59, ;/, = 4977,50 ;.„, = 4976,1 (K,H.) 



(1,IS.S.) -j- (2,B.S.) = 20106,14, ;/. = 4973,55 X,, = 4973 (K.H.). 



(l,IS.S.:i + (3,B.S.) = 21429,02, ') Xi, = 4666,6 near 4665,2 



(4, I, S.S.) 



(1,IS.S.) 4- (3,B.S.) = 21444,57, ') Xo = 4663,2 X,, = 4660, (K.tl.). 



4660,2 (S.) 



1) Moll's observations marked llius * couUl not be measured accurately. Diss 

 p. 50. 



2) These Proc. IX, p. 443. 



•') The line (3,B.S.; has been calculated, not observed 



