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# Title: Leibniz-Handschriften zur Mathematik LH 35, 4, 17
# Folio 4r, page id 00068014:0007
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De Numoris
dis.
Numrius primitirus est qui ex omnibus
mmueris primitivis radice sua quadrati non
majoribus indivi sibiliter componi potest.
la
2 1+
verbi gratia abC est primitivus, posito
e arces otine continereom
ve
eosdem esse cum omnibus primilivis numeri
propositi radice minoribus, vy. si sint
a. aequ. d. et b aequ 3 et C aequ. 4. et d
aequ. 5. fier, fier abd i. abc- d aego 18- 25
aequ. 23.
 ergo facile examinari possit numerus datus
haeec est methodus cecta.
scrit
sit in promtu Tabula numerorum primitivorum
in se invicem ductorum quo usue labet, set
et quadratorum cuborumque ab ipsis item Tabulo
summactum numerctum primorum ectumde
quadratorum vel cuborum. Hoc facto
numer propositas per numero s hatum
tobularum tandium ultpliccando tactetur
donec constet omnes prmos in eun expressio
nem in quodi radice ejus minores in eus
constitutionem seu generationem esse ingressos
suodus autem constimendi expramatur forimula
vae si est indivisibilis et numergerif (unitti
a .
sibilis. sin sit divisibilis eadem opera
 omnes ejus divisores invementiu. Utile
eiit compendii causa, uni summis parimitivorum
potestatibus
majorum e productis minorum.
careri potest
primitivis
s