THEOR. CIRCA DinSORES NVMER. cet, 15» 



Theorema 28. 



Numcrorutn in hac forma aa-\-6bb^ vel hac zaa-\-% 

 Ifb contentonim diuifores primi omnes funt vel 2 Tel 3 

 Td in vna fequentium fbrmularum contiucntur 



24.;« -1-5 24;«-!- II 



Theorema 29. 



Omncs numcri primi formae vel 24;«+ 1 vcl a^w-f*» 

 contincntur in expreflione aa-\~6bb \ at numeri primi 

 iftam formam 24OT4-5 ct24«i-f-ii continentur in ex- 

 preflione laa-^-^^bb. 



Theorema 50. 



Nullus numerus fiue aa-^-^bb (m& 2aa-\-:^bb diuidi 

 potefl: per vllum numerum , qui contincatur in aliqua fca- 

 rum formulaium 



24« — I 14W— $ 



«4W— 7 *4wi— IX 



Theorema 31. 



Numcrorum in hac aa-\-iobb vel hac forma 24^-4- 

 Sbb conteiitorum diuifores primi omnes funt vel 2 vel 

 5 Ycl in vna fequcntium formularum contincntiM: 



40;«-!- I 40;«-!- 7 



^om-\~ 9 40/«-f-23 



40W-hii 40W-f-37 



40W-I- 19 40WH-I3 



Theo- 



