Local Attraction on Geodetic Operations, 



im 



Now 2089=(3-3199384), 



/. 2089U=(3-0137610) + (3-1311294)^,-(0'6362071)#24-(2-4057026)#3 



+ (l-5694919X+(2-1447099)^5 4-(0-4201107)^6 

 + (l-9674319X+(l-9690494)^3 

 = 1032-2+ 1352-4?,-4-3^,+254-5^3+37*l?,+ 139-5^5 + 2-6ifg - 

 + 92-8^,+93-U3. 



Transposing the term in V in the first equation of this paragraph and 

 dividing by its coefficient, we have 



t=:(0-6557399) + (0"6918674)U+(T-4468917X+(r6958843X 



-(2-1591867X + (3-7151874)/,+ (3-8174765)?5 + (2'0096502)^g 

 + (3-8205974)^, + (3-7008504)^3 



= (0-6557399) + (r4468917X + (l~6958843)^2-(2'1591867)^3 + (3^7151874)^, 

 +(0-3856900) + (0'5030584)f,-(2^0081361)^2+(r7776316)jf3 + (2-9414209)^, 

 + (3-8174765)^5 + (2-0096502)^g + (3'8205974X+ (3-7008504)^3 

 + (i-5166389X + (3-7920397)^6 + (r-3393609)^,+(l-3409784X. 

 Now 417800=(5-6209684), 

 .% 417800V 



=(6-2767083)4-(5-067860lX + (5*3168527X-(3-7801551)^3 + (3-3361558)^, 

 + (6-0066584) + (6-1240268X-(3-6291045X + (5-3986000X + (4-5623893)^, 

 + (3-4384449)if5 + (3-6306186X + (3-4415658X+(3-3218188X 

 + (5-1376073)^5 + (3-413008lX + (4-9602293X+(4-9619468X 

 = 1891073+ 116912^, + 20742U,- 6028^3+ 2168^^ 

 + 1015450 + 1330537^1- 4257^, + 250380^3 + 36508^^ 

 + 2906523 + 1447449^1 + 2031 64^^+ 244352^3 + 38676?^ 

 + 2744^5+4272^6+ 2764^,+ 2098#g 

 + 1 37280f- + 2588^6 + 9 1 249jf, + 9 1 6 LU^ 

 + 142024^5 + 6860^e + 94013^, + 93709^3' 

 Substituting the values of 2089 U and 417800 V above deduced in the 

 formulae (1) of paragraph 6, we have 



^^=20888968-1352-4^, + 4-3if,-254-5f3— 37-12^4- 139-5^5- 2-6^5 

 92-8^,- 93-1^3, 



= 600 {23795491 + 1446097^i + 203168#2 + 244098^3 + 38639#, 



+ 1 39884jf, + 6857^6 + 93920^, + 936 1 6j^3} 



s=39659 + 2410-2^, + 338-6^,+406-8#3 + 64-4jf, + 233-U5+ll-4#, 

 + 156-5f,+ 156-0#3; 



