DOI Page / Citation link:
https://doi.org/10.11588/diglit.16404#0372
UBER
OCTAVVS:
MAG.Si linee re<flg a circu serctia ad cetrsi ducslgtcxtra cefttru cocufreni
¥ ecotra rationqcX;circuli Si cctri aut pucftBi'pi^cocursus in perifcria mi
nor/s arculiicrtrn amboipcircuIorycritCide ein centrir habct)qd absurdifr
s/mn e.R<itsusducas alia linea a puelo c.imediato pviiflo.d.acl cctru.a. vF
lteisecabit perifcria minoris circuli i alio psrcfto qua linea.d.a.veH code. si
/nalioisequic id e qd delineis.b.a.«S:.e.a.coclusii e. Sii eodetigit linee tres
b.a.d.a.dfc.e.a.in code pucslo periferiecocurrut. &cosequeter eadciatioe
qltbet linea a puelo i mediato periferig maioris circuli ad cctrua dudla in
periferia minoris circulscu datis lineis cocurrctientqr periftria minoris cir
culi pun<fl9vn9:sic circuferctia cqlis cctro. Alia in coucnietia non min9ab«
• durda adduci posset ex naturis anguloTp&triangulo^ qbreuitatis causa
collibeat trasire. DIS.Libet.Cui rshjq dicfta sutno satis faciutCqcuq? ad
i duci posTuntgque aut nu'n9psuadcbur.Sed reslat q> linea cx pudlis copo
sit a arguere videt manifefii9.Spbgraequidcpfe(fleplann no nis/in pucflo
itagit.hgcitacji sup plano motatipm sempin alio Si alio pucsso cotingirr
• licqt linea ex puditis his coposita motu suo describit. MAG.Hgc ipa esfc
argumetatio q pte aduersa sorti9 tueri visa e;sed citi9 diiToIuet si vna ptiu
t^asTumptaesaneintelligat. DlS.Qugc1 MAG.Hge.sphgra mota sup
plano ipmscmp i alio cSqaho pucflo co tingit, vndecu hiemot9 sphgrc fiat
in tpesensuspponis datgeslnn oi tpe sphgra plani? in pucflo cotingir: qd
salsfi e.correspodet em tps mot9cSc magnitudo in qntitate. sicut ergo sphg
ra planu no msii putidloindiuissbili tagerepot:sic is corradi9116 nisi i me
sura indiuisibssifieri habet, vt e inssans tpis. Veijj e itacp sphera supplano
motap qlibet indiuisibili tpis motu ei9mesuratis:planu i alio Si alio pua
dlocontingere.Intei qlibctaut duo inssatiae tps mediutsit itacf? vtsicut
•tps 110 e ex idiuisibilib9: sic nec linea i plano a Iphgra J code tpe deseripta.
Continuu diuisibile eshn (cmgdiuisibilia notame
1 poc csle acstu infiniiu.Ca.xxviij» MAGf
, Xhis(vtiandemecol!iga)codudis cotinuu diuisibile eeinsemg
diuisibilia-qd Si Augulnn? disieruit I li.de vera religione. DIS
)Infinitocigts. MAG.Infmitucjdepotctianoadlu: DIS.Qua
readtu noc1 MAG.Omne cotinuu quaiuerhcui9 specics magnitudo Si
multitudo censcns.magnitudo aut ois figurata e. tcrminoq? vel terminis
clauditur: vt linea pucflis: supficies lineis cSdcorp9 supcrficieb9. Multitudo
Vero ois Si si in infinitu p additione aut multiplicationem cresccre possit
Idem acflu tn numerata csttsaltc illi(i'nqt Augustinus li.de ciui.dci.ii. c,ig,)dedj
Psal.i^ss. tn Psalmo canri Et sapierigei9noesi numer9.Opposito itacji modo sc ha»
Irent magnitudo 8i mulritudonlla pdiuissonc ad indiuisibilcnuqYdedu*
citurmec additioein infinita crejcere potnsiadiuisione ad indiuisibile ynis
tateredigitur:&additioecremcti flnc.no accipit sicilla diuisiois -issa vero
additiois porctia infinita censetteotinua em vis c numeri intclligibilis Si
imsibilis.vtjhgt idc ad Nebridiu sertbes.Ilicem cu infinitecrescat no tn ia
finite mmuis.na no en licet vitra monadc.i.vnitare resolucre .cotra senstbi
1 lis:na cu no sit aliud sensibilis numerinisi corporeoi? vel corpoi?* quatitas
minuiqdc inflnicetsed infinite crescere neqt.Etideo^sortasse merito phylp
sophi in reb9 ttelligibilib9 diuitias ponut :in sensibilib9 cgrstate: quid ejn
erunofms cg min9 »t<®. min9 ssmp posie sser i; quid diti9 qj aescaequatS
cotrtsnutt
no! e ari
infinitum
MagnitH
ini\itudo
OCTAVVS:
MAG.Si linee re<flg a circu serctia ad cetrsi ducslgtcxtra cefttru cocufreni
¥ ecotra rationqcX;circuli Si cctri aut pucftBi'pi^cocursus in perifcria mi
nor/s arculiicrtrn amboipcircuIorycritCide ein centrir habct)qd absurdifr
s/mn e.R<itsusducas alia linea a puelo c.imediato pviiflo.d.acl cctru.a. vF
lteisecabit perifcria minoris circuli i alio psrcfto qua linea.d.a.veH code. si
/nalioisequic id e qd delineis.b.a.«S:.e.a.coclusii e. Sii eodetigit linee tres
b.a.d.a.dfc.e.a.in code pucslo periferiecocurrut. &cosequeter eadciatioe
qltbet linea a puelo i mediato periferig maioris circuli ad cctrua dudla in
periferia minoris circulscu datis lineis cocurrctientqr periftria minoris cir
culi pun<fl9vn9:sic circuferctia cqlis cctro. Alia in coucnietia non min9ab«
• durda adduci posset ex naturis anguloTp&triangulo^ qbreuitatis causa
collibeat trasire. DIS.Libet.Cui rshjq dicfta sutno satis faciutCqcuq? ad
i duci posTuntgque aut nu'n9psuadcbur.Sed reslat q> linea cx pudlis copo
sit a arguere videt manifefii9.Spbgraequidcpfe(fleplann no nis/in pucflo
itagit.hgcitacji sup plano motatipm sempin alio Si alio pucsso cotingirr
• licqt linea ex puditis his coposita motu suo describit. MAG.Hgc ipa esfc
argumetatio q pte aduersa sorti9 tueri visa e;sed citi9 diiToIuet si vna ptiu
t^asTumptaesaneintelligat. DlS.Qugc1 MAG.Hge.sphgra mota sup
plano ipmscmp i alio cSqaho pucflo co tingit, vndecu hiemot9 sphgrc fiat
in tpesensuspponis datgeslnn oi tpe sphgra plani? in pucflo cotingir: qd
salsfi e.correspodet em tps mot9cSc magnitudo in qntitate. sicut ergo sphg
ra planu no msii putidloindiuissbili tagerepot:sic is corradi9116 nisi i me
sura indiuisibssifieri habet, vt e inssans tpis. Veijj e itacp sphera supplano
motap qlibet indiuisibili tpis motu ei9mesuratis:planu i alio Si alio pua
dlocontingere.Intei qlibctaut duo inssatiae tps mediutsit itacf? vtsicut
•tps 110 e ex idiuisibilib9: sic nec linea i plano a Iphgra J code tpe deseripta.
Continuu diuisibile eshn (cmgdiuisibilia notame
1 poc csle acstu infiniiu.Ca.xxviij» MAGf
, Xhis(vtiandemecol!iga)codudis cotinuu diuisibile eeinsemg
diuisibilia-qd Si Augulnn? disieruit I li.de vera religione. DIS
)Infinitocigts. MAG.Infmitucjdepotctianoadlu: DIS.Qua
readtu noc1 MAG.Omne cotinuu quaiuerhcui9 specics magnitudo Si
multitudo censcns.magnitudo aut ois figurata e. tcrminoq? vel terminis
clauditur: vt linea pucflis: supficies lineis cSdcorp9 supcrficieb9. Multitudo
Vero ois Si si in infinitu p additione aut multiplicationem cresccre possit
Idem acflu tn numerata csttsaltc illi(i'nqt Augustinus li.de ciui.dci.ii. c,ig,)dedj
Psal.i^ss. tn Psalmo canri Et sapierigei9noesi numer9.Opposito itacji modo sc ha»
Irent magnitudo 8i mulritudonlla pdiuissonc ad indiuisibilcnuqYdedu*
citurmec additioein infinita crejcere potnsiadiuisione ad indiuisibile ynis
tateredigitur:&additioecremcti flnc.no accipit sicilla diuisiois -issa vero
additiois porctia infinita censetteotinua em vis c numeri intclligibilis Si
imsibilis.vtjhgt idc ad Nebridiu sertbes.Ilicem cu infinitecrescat no tn ia
finite mmuis.na no en licet vitra monadc.i.vnitare resolucre .cotra senstbi
1 lis:na cu no sit aliud sensibilis numerinisi corporeoi? vel corpoi?* quatitas
minuiqdc inflnicetsed infinite crescere neqt.Etideo^sortasse merito phylp
sophi in reb9 ttelligibilib9 diuitias ponut :in sensibilib9 cgrstate: quid ejn
erunofms cg min9 »t<®. min9 ssmp posie sser i; quid diti9 qj aescaequatS
cotrtsnutt
no! e ari
infinitum
MagnitH
ini\itudo