CALCVLVS ECLIPSIS SOLIS. 3^^ 



JLog.cor.5;Q=9S735599 Log.tang.sQ=9.9488443 

 L.cof. 00.-9-838609^ Lfin. 0(^=9.8598415 



^L.cor.2;0::i9 7121695 Ltang.POsziio.o 890027 

 'Gai-i/— 58*58' POs=:5o°. 50' 



AOP=9<J. 54 



A 03=145. o 

 zOj- 0°. 4' 

 'Pofito iam 3A-'2;03+^ fitt hic cakulus 

 Log. / -3.7104217 Log. i-i^S.^io^^i^ 



"Log.cof.20C=9- 9 99 99 97 Lfin.5;03i:7 0657860 



L O R:=3'7io+2i4 Lcot. /3:9. 7793 459 



CR=5i33"=86' Lw=o.5555536 



" ' Os=58°. 58' O^A — o^ V 



s3=57°. 32^ 

 Scquitur calculus paralladicus : 



Lrni=3-5<^4o74o Log.rnfin.O=5 -490 2641 

 Lfin.2; 3 = 9.9261901 LD^S-ooi^^j^^ 



L cof. 5; 3 = 9. 72981 97 Ldenom. =9.995^376 



Lrll(in.z^zz:i..^90 26^i L P =3.4944265 



Lrncors3=3-2938937 L^=3 0058961 



Lconft. =4.6855749 P=3i2i.9 



Lr ncor;s3= 7.97946 86 //=1013.6 



fllcof. 2:3 = 0.00953 8 2 A = 947.0 



i-fllcof 23^0.9904618 A -f- ^ =1960.6 



Tom.XlV.Nou.Comm.Pars.lL Aaa Log. 



