Cp8) = 



IV^ dimi parfc-i priorcs ternario aiigciuiir. ScciMido adiici opor- 

 tcr qiiiiiqiic rchitiones in cia "c \^ cxhihiras, ^hi partcs piiorcs 

 binario aiigcri debent. Tcrtio buc rcfcrri dchcnt lcx rc'atio- 

 nes clanis VI. -partcs priorcs \nifate aiigendo. Infiipcr vcro 

 dc nouo acccdcnt lcptcni rclafioics ex ^aloribus a ziz i ct 

 /» zz: 8 natae , duni bttcrac c tribuuntur ordinc valorcs i, 2, 

 3. +, 5, 6. 7. H ic rchitioncs funf: 



Ci,S) Cp, = Ci» C^, 8) 

 (i, 8) (9,2) = (i,z) (3, 8) 



(i, 8) Cp, 3):=Ci»3) C4, S) 



Ci, 8) (9,+) = Ci?4) C5, 8) 



(i, 8) (9, 5) = Ci,5) C^, 8) 



Ci,8) (9,6) = (1,6) (7,8) 



C^jS) (9, 7)zzi(i,7) (8, 8). 



§. 20. Hinc iam ordo progicfTionis tam clarc perfpi- 

 citur , vt fupcrfluum forct has cuohitioncs vlrcrius prolcqui ; 

 quandoquidcm ob ingcntcm multitiidincm rclatioiuim, quac in 

 fcqucntibus claMibus occuircrcnt, nimis molcfhim forct omncs 

 pcrcurrcrcT. (h\\n ctiam noltrum inllirutum \ ix perntitterc vidc- 

 tiir, vt in noilra formula gencrali exponcntcm ;/ vitra fcx vcl 

 fcptcm augcamus , fi quidcnl onuics rclanoncs ad eiim pcrti- 

 ncntcs cnumcrarc volucrimus. Sin au'cm aninnis (it aliquas 

 tantum cxpcndcrc., clal'cs allatae abundc fufliciunt, dum tcr- 

 mini priorcs cuiuscjuc clanis quoui>> numcro augcbuntur. 



§. 21. ]Ii«. iam clallUnis cxpeditis fornnilam intcgra- 

 Icm propofifam / „ fcctiiuliim diucrfo^ valorcs 



r .v^ ffx 



1 „ fcctiiul 



cxponcnfis n pcrtraclcmus , dum fci'iccr fiiccc^^^uc a^^imcmus 

 « = 3, fi — ^; «::::: 5 ; etc. ct pro quolibct ordinc omucs rc- 



laiio- 



