62 litnr.cuiiifmcxJi funt numeri,vJlam in marerialibusrcbui Yirtlltcm cxcrcfrepolTlrit, q u i
hxcabillispariquoquomodo dicantur. Po.TumusIgitur aducjfusroccntiarcs I^yinigoii-
cos ficargumentari:Ciiitj attiot&pafnoiorcrtdnrrariafi;inr,vi habetur i ;Phyf.it i.tlttjcsdwfln
*
u
I' „
(
Difputatio Duodecima.
rpp
|
rft numerusnumeratisfcc hoc.n. cft difputatio)& res nariiralcs pluiqua genere diifcruntjer
gonumerus nii(1ai!1in rcbusnacurj 1bus virtutem,aut cffictcit.itchabcrc por. Mmortrfteuf Numttgt eii
ucr.s:nain
jc s
naturales funt entia reaha,numerus autem numcransJtiuiJ pendet abarrima, fiten* r&nu
cft ens ra;ionj£ Ia tcm rcajcrSTcns rafionis plufquam generedirferuTU'fetyo hiirnerUsnu-
ircrani,& res naturale» pTuiquam ^cncrtr d i& runt; atque adeo nulla numeri
SwUom
proprietas in rebus naturalibus tffe poteft. Amf Pytjia^orici.pcrfeftionem aliquam dnima
lium icit Tjj habere,quia quinario numero compithcmiuntur. In elementismfitam effevim;
at: ir .n ri ftfufturamit|Ui
3
.quiteniario.Aniiriai,nimirum veyetalem.fcrittehtenl, «Stratio- tn1*iiiinio
nalcm,ft hi /c iplis pcrfcftgs eflt,& fuam cum corporibus pcrJctftioncm conimuniearc,quia'
tertiano numeroconducuntur.O indignam philofophiain.qui Pythagoricanofrrfnhtir .* Cor>fcntfc.
Animalium fenfus non ideo'fenutadi inftruirichta dicuntur, qUta funt quinque, fedmiia iri eAfadeni.
tpfis icnucno: fiieulras rcpCfitur.Dcmas Vnum%v tin caecis,nunquidcrirrr, quia ranfii rftia-
iuoi remanent,iccirco feriarum (jr,eru!irquc fcnticridj facultate p:iua:i?Eicmcnta,nont| ii/ai
fj:'4 quatuor,ideo vjrn habent in ttiubdi (!rui
3
uram:fedquia talibusformisv& qualitatifutt.
p ir ::a funr,vt i/mul mtfecfi pofiint,cx quorum pnftea miftionc resomnes, quae- in /tib(t:rtx‘
11mundoapparcr.otianrur.Sintiiitir anima?,no quia funr tics.idco in fc ipfis perfert /ahi ,
vcJ pcr/e£;oncm cum ijscorpar.buscommunicat^quomm funt formae; fcd quia natura fua *, *
*
iubflantixfuor,t
3
{ onims fiibfranria.efl rarione,qua talis fubftantia cCKpcifcliioHcrn aliqua
innram habet. 0jrnusJdrfpiirauom.sgramJratia:ialcmanimam,k-iitienrem.&vcgerrtlcm
irco banepcrfo&ioncnS obtinereiVU&fittt corporum formasqtiia funt tresrtunccumcjt po- liibfujdA.
flcrionfticaregulari qiiatcnys ipium ad omncicOnfrcurfo,valcatirieceffario fcquctur,
t i
e i '*•'
*(
omnia,qudbternario nutflerooominenturdmc eandem perfectionem obtinelr, vr.f.fintcof1
[\
■ j
porumformx.-iraquc tria vexiluVjudf fuht Veftcti/s,in platea Diui Marci.ea rarione,-
?
tria faatjdicenturcoi^porum forniarjouo nefdoquidabfuMiu&dict.cogifarivcfbfnf.Scd pre1
,
tcr:a,a numero ternaria tresaninus fuam pcrfc«ioncm Pythagoriciaflerun: obtinere. f(i
tccipir.edfane pofrerius rife ddict^aIiequio pcrfti^um cfTet,antequam perfodionero^^w,,,*
**
rccipcrcrtfiigirur tres animx a tmmeroternario iri carum fu&ftarufj pcrleftiontmrccipiuf, «rwiortipy
cv>procul dubiopoftcriorcs crunt-.at vcro^qyicquic’ dr c irc i ti animabus fir(qui ner: vnquii- t-1J£at,<;os'*
poteft,vt rationalis anima, ^qua nufneruA' nuineransih effe k ‘dct/ir ipfo njmero pofferior?’
*>iccnt fortaiTc Pythagorici,far;oncs hat iionr.ihit ro b o ri,firm ita ti? habere,quia nos po
nirius»numerum c.lccnsrationis.iabaninuiratjbnis participc vfqucquaqiic pendere:dt
verof: qu is.ftatoetet^numtruin
if iquotiefle Jtaaf,a rebus numcratisd:jeifunv, non i:a
»b.u:djin ciTct,cdncevxrc,vir;urcm aliquam in.iramcus rcptrii i.S i enim catterisenribUs rerf
* i .
.
i*
r
. . . . . .
a
.
f
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*
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■ . v
. _ «■-»
ialiqt
none r.oscogcnrjvc dJiquam numeris vn^urcm.rribucndam ciTcconcedamus. Faciamtis,riu
memmens aliouod efferca?c.Cedo,cuodnam cri^Prolcdt-
5
nihilanudnifiQ uanc ir^Nuc
i ’j tetndicansqu^-narri cfficietidt
.'aletfRuJluS
premerev l tfN M frinle lTcrcme
jjliajuitatemdeadiuorum i>enct________
fjnalirasgratia
^ormatiita quaiKi.ra<s^atta
ma;crur;f.ibftanir:am
cOfvicquitur r quare ficut fo
^
iaTorina.r.onetiahi matcrta*,agi;jit;no{
4
t|li;;t)r:LSTOiHte:n c^janrita^a^cndi
vir;utc
praedi
U crirupfa
enim veluti
materia
qu±dini e ftjh q iil proximi ca^cra aocjdcntia recipiuntur;
d^inutepi f
'QiTaieerfamHnimirmg
r « aliqua pegfgfif>Oon lblnimapCTdens(qtlbd tarff8irfi.l/nm ff-
pt>
1...,194,195,196,197,198,199,200,201,202,203 205,206,207,208,209,210,211,212,213,214,...535