AD ANALYS. DIOPH. PERTINENTIS. 35 



■•^^ghhz-ihff-Y-iighh^ feu iffh-^-^ighhnzo^ ideo- 



que ff^ghzzo; at ibcundus tertio aequatus dat 



f-ffgh-:Lgghh = o, fmQ (ff-^-ghXff-zgh^—Oy 



vtrique ergo conditioni iatisfit yno eodemque \alo- 



re h~-ll, 

 g 



II. Quoniam igitur inuenimus ^ni— ^ reli- 

 .<iUi valores (equenti modo exprimentur : 



Vj: p—^ff^^-^^^fg^-A-^-gg-A-A 



q^^U,^if^^2g',)^^ff^y^^f.^^ 



r — -^-^'^^-ff^yi'^fg'Ay\ 

 '''-y^-ff^^-fg^-A^ggy^ '- «^^^^ 



vbi notatu dignum euenit , vt in valoribus p et > 

 produda /^ et gy[\ taraquam fimplices quantitates 

 occurrant , quod quidem in iitteris q et r non ac- 

 cidit. Verum quia totum negotium , tantum in 

 ratione q ^d r verlatur , lii ambo valores multipli- 

 centur per —1,, vt {it qzziff^^-ifg^y] tt rziff^ 4 

 '■^fS^y\-'SSyi'A'i l^ii^ttc ob rem vi formulas noftras 

 in compendium redigamus atquc adeo ad duas quan- 

 titates reiiocemus , Ihtuamus /<^ — ;/; et ^'vi=:«, quo 

 ;fad:o notoe quatuor literae ita fe liabebunt : v 



p—2mm—2mn^nn'^ qzzmm— zmn—mim—s.n) 

 szz—mm — m n^nn; rzz.mm^mn — nn. 



11. Quoniam vero res eodem redit fiue quac- 

 piam litera pofitiue , fiue ncgatiue accipiatur , po- 



namus 



p-2. 



