4 10 CALCVLVS ECLIPSIS SOLIS. 



Seqnitur cakulus paralladicus 

 Log. r n zz3,5<Jo6239 L. r n —3,5605239 

 L. cof. 2; 3--9-S455332 L fin.s 3 zi9- 8533664 



L. conft. — 4.6855749 L.rlXfin.^^— 3 4139901 



LrIIcor.0^8,09n32C> Log. Dz =3,ooi73n 



rllcof z 3 =70,012551 L.Denom. — 9.9946027 



irllcof. 5:3=: 0,9 87649 L. P — 3,419387+ 



Ldzz 3,0071310 

 P =1:2626, 5 

 /fn 1016, 6 

 A zn 947. o 



A + «?— 1963, 6 

 Pro triangulo O 3 O eft 



Log.O 31=3,57^2739 Log.o3=:3 57»2739 

 L.fin 03A- 9,7011508 Lxof 03^^9.936798 8 



L, 0=3)2724241 L 3 0=3.5080727 

 L. A = 2.7745899 30=3221,6 



L. Ta OA0=io 497834^ 3^ = 2626.5 



OA 0=72". 22 A0= 595.1 



3A = 3o. 12- Log.OO=3, 2724247 



2)OA — 42. 10 L.fin 0^0=9.9790995 



B03 = 57. 10 L.OA=3, 2933251 



B O A = is\ o' O A = V = i9<54, 8 



Sumtis 



