. .From this Tabkj it afpears*' that the firll degree by m€a 



,i,6/athoi2is in defej6l.^^8^,d iballhe feoe .in. latitude 16.34 



saay be compared with X) is 5,8^ fathoms in exce fs-ji and tb^l ■>.' 



In latitude 13 3444 is nearly the fame in eaclii tbe ib.. .. ,^ 



■6o4Qij46 fathomSj -wHich being puffor m, and 133444 ■'."■^ 



then fubftitised in' the formulas we ihall get' 60459,2 £<■ : ' 'c^-- 

 tte.degree on the tneridian, whofe -Biiddle point is on th. 

 and th€ degree on the equatorial circle, will be 6084^ 

 fiencej' 6©348-f 57^ ^ &c. the arc equal radms,-we Tharll ■ 

 3486334, and a^ 6072668 FathomSjalfo^=6950 176 fathoms; vv; 

 quadrantal arc of the elliptic meridian will be found equc -^ ■ 

 faihqms-; andi.fin^ll^., .tfce Freoph metrs .3|t3S.S icches ait the ternocrtatis.re- 

 of 62°, which /alls fliort of that given -by the. Freach mea^turemeofe 

 0^205 Jaches* 







