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(n) Conje&ura pro r^v, 

 . {o) Voces lit dcir&gyv ex Cod, MS. reftitui. . 



(/>) Nempe feries numerorum imparium 3, 5, 7, 9, &c. ixifiiiite 

 protenfa, cum nuraeros impares univerfos contineat, imparis cu- 

 jufvis mukiplices omnes impares neceflario compleclitur. Eflo 

 sgitur n numerus quilibet impar. In ferie 3, 5, 7, &c. infinite 



protenfa, habes numeros omnes 0x3,, WX5, »X 7, »Xo,, &c 

 Et cum feriei ea Lex fit &, Conditio, ut naturali ordine numeri 

 impares fequantur, & minor omnis numerus majorem praecedar, 

 fieri nequit, quin mukiplices numeri n euro inter fe ordinem 

 fervent, ut minor quifque majorem prsecedat. Primus igitur erit 



n x 3, fecuridus nx$, tertius nxj, & univerfim, nxm eum 

 habiturus eft, inter mukiplices, locum, quern numerus m. in 

 ferie. 



(^) Ex Cod. MS. vice sJa^w?, quae Wechelii lectio eft. - 



(r) Conjeclura pro ixvlwv. 



(j) Particulam ^ ex Cod, MS xeftitui. 



I QtUTSPQl: 



