THEORKMATIS BERNOVtLVm. is^ 



XXIV. 



Oportet erga pro a, (3, y, 5", etc. einsmodi 

 numeros afilimi, vt fiat 



coCa^ — o; cof.p^rro; cof.y^cro; cof.<5"j— o etc. 

 \iide perfpicitur, nonnifi niimeros impares ioco littera- 

 rum a, (3, y, <5" etc. lubftitiii pofTe. Erit itaque 



g =:A-+-3 Bh-5 C-i~7 D-+~9 E-l-etc. 

 ^; r=AH-3'B-h5'C4-7'DH-9'E-+-etc. 

 ^^/=rAH-3'B-f-5'C4-7^D-i-9*E-4-etc. 



^^^^:rA-h3'B-l-5'C-i-7'D^9'B + etc. 



ctc. 



et pro curua infinitiffima habebitur haec aeguatio inter 

 s et T : 



j5 — Afin.i;-+-Bfin.3'y+Cfin.5i'4-Dfin.7'y+Efin.9r-fetc. 



XXV. 

 Porro -vero ob am, pzrs, y — S, (J"— 7 etc. 

 crit fin.a^~i; finp^=r-i; fin.'y?-+i; fin.(5"^3-i; 

 fine^"-Hi etc. 



vnde pro /, /', /■'^, /'''', ctc. fequentes Yalores pro- 

 dibunt : 



/ — A-B-f- C- D-i- E-etc. 

 f =rA-3'B-f-5*C-7'D-}-9'E-etc. 

 /'' =:A-3*B + 5*C-7*D4-9*E-etc. 

 y///-A-3*B-{-5*C-7*D-f-9*E-etc. 



etc. 



xxvr. 



Verum natura rei poftukt , vt omnium littera- 

 ^f^ /j f' f\ f" ctc. item g, %\ g^'^ ^" etc. va- 



A a 3 lores 



