(34) = 



§. i4. Si quis inalucrit omnes iflos fiaorcs ctiam pcr 

 cofiniis cxhibcrc , rulis rransfomiatio in promptu cll. Cum 

 enini fit fin. \|/ zn: cof. (^ — \|/) , iiolhac rcrolutioocs fcqucnti 

 niodo procciient : 



cof.4>=:cof.Cp. 



cof. 2Cp=i: 2cof.0^5 — (|))cof(;f-4-Cl)). 



cof 3Cp=r 4C0f r^p — Cp)cof(^f-4-Cp;cof Cj). 



cof4^= ScoCC,^^(p)cai:.C,?-^(p)coC{\^-(t>)i:oC.(\^^-^(p) 



cof 5 Cj) — 1 6 cof (t f — Cp) cof (t f H-Cj)) cof (| ^ — Cp) x 



X coC.il^-t-^P) cof cj). 



cof6Cl)zii32cofaf-Cp)cofaf^Cp)cofaf-Cp)cof(^^-^-Cj)))c 



X cof ([■ f — cp; cof. a- ? -t- cp). 



cof 7 CP izi 64 cof Q f — C|)) cof (^ f -t- Cj)) cof f—^) cof ^? ^-h Cl))x 



X cof.(^^— Cpjcof (*f-t-Cl))cofcj). 



cof S C|)ri 28 cof (g f — Cj)) cof fi f -hCJ)) cof (|f— Cp^cof r| f-t-C|))y 



X cof (Jf — Cpjcof vif-HCl))cof (Jf— Cp) X 



xcof (if-H-Cp). 



§. 15. Quo igirur ordo in his Cxpreffonihus clnrius 

 oh oculos pnnatur, duos calus dirtingui conuciiict, quos hic 

 fcorfini rcfcrcmus, proiiti ninncrus ri fucrit vcl par vcl impar. 



Cafu qiio n — zi^ crit : 



cof 2 ;• Cp =: 2" - ■ cof (-^^ -h Cp) cof. (/^ — (p) cof (\*^ -f- CP) x 

 X cof {\\ — (p) cof (;^ -+- Cp) cof q« — Cp) . . . X 

 X cof (^;^ -H Cp) cof (}^-'-^ — cp). 



Cafii 



