'xr4. DE DlflSORWS 



pncm niit imparcm. Qind Q vero m fiierit numerus pri- 

 Dius , vt it:i nuUub « ilctur , pcr t]ucni tliuidi qucat /n \ 

 ttum vitktiir a'*-! niiUum iidrruttcre d ui'bi-cm , et cun- 

 lc]ucnter efle niimcrus piimiis ; at vcio malc ica r.itioci- 

 n.imur ; nam id iblum fequitur , 2'"-i uon admucere 



^diuiforcm huius fiinnac 2 " - 1 • h.iud Ttro p'ine n'>)lli;m , 

 (cd forlin 4lium huius tbrm.ie //; a -+-1 |ta e\cmp:i graiia 

 2 ' — I diuifibiiis cll per 254^1*'-:^ per'+7 i 2"^ - 1 [^cr 

 X 103 ,, a"-i per Z2% ; 2*'-f per ^% i ;.s*Vi per 235 « ; 

 a"-! per 439 j 2'*- i per 167 ^ qi ), duiioros omici vidc 

 in ;ille^;iC;i Dilfcrt.uionc Ccl:b:'n'. tiihri, extcpio (blo 2 3<ci , 

 qucm priu.\tim mccum communicauit ;inno uemiim 17 + 1. 



§. 10. Fallh h:iec pcrfu.ifio , 2"'-! e 11 numeriim 

 prinium , qnotics ?n t.ilis (it , in errorcm pr.ieiip le :iixluxit 

 Cel.if. MkhaeJ. Gottl. Hanjchium , qui in l pijl la dd 

 M.ath:maticoi de Theoria Arithmsfices mws a le iniiei-tjs 

 mida , edita 1739 , viginti talcs pro nuuicns pnniis 

 ailuiiific , ncmpe hac tabcUa compithcnlbs : 



1 



2—1 



2*-I 



1 2—1 



I I 

 2 — I 



17 



2 — I 



■ 9 

 2 — I 



11 

 2 — I 



I» 

 2 —I 



«qnc cx illis totidcm numcros pcrfcdloi clici poflfc piKi- 



u.c. 



