vol. I pars III
vol. I pars III vol. I pars III
Media expo. G de fimul, ipfa funtxqualia.fed hxc enuntiatioc6isatq-,vfis,licetfu vera,non tia eft appropriata, fed coic2s Et ppea deelaiauit Arift.in lib. Sophifticorum,cb haic monftrario Bryfonis eft moftrario Sophiftica, licet non fit faifa: tn vocauit ipfam Sophiftica, hoc eft apparente, qm cxiftimabat,q7 eflet demonf tratio, icnoneftdemoftrario: &propterca fieri pot, vt modus iftemonftra tionis trasferatur de arte in arte, & efHciatur ad moftiadas res multas. f$ Qjioniam vero demfo,quemad- *>J modu declaratu fuit, eft ex rebus j> H le& appropriatis, fequitur ex necef fitate, vt mcdius terminus demf onu fit aut ex natura generis fiibiec~H iftius arris, aut ex natura generis al tioris c6prehede"rishocgenus:qucadmodu dcmf o plerunq; ef I de rebus muhcis ex prmcipijs coputatiuis:& hoc, qm Mufica pdnitur flib Computatiua: &queadmodu plerunq; demonftrario adduciturde rcbus,qua: funtin fcia Perfpec^iuoru ex principijsgeometricis. Acciditautin huiufcemodi duabus arti bus , cu vna ipfarum eft fub alia, I vt ars, quae confiderat de genere altiori,monftret rem per cam fuam: quaz vero eft Tub ipfa, monftret rei exiftentiam.vtin exemplo,qm ars Mufic£ponit, interuallii per qua tuor coaptatur & coftituitur fupcr ca iftius confbnatue ex arte Computatiua : & hoc,quonia fbnus iftc eft fm proportionem fuperparricu laremtfbnusaute, qui eft,cxempli gratia, fm proportionem duplam, aut fuperparticulare eftconfonus, Etquemadmodum illud,qcf ponit Perfpe demfo erit ex priucipijs proportionatis appropriatis, qua: funt caufa propinquarei,& declara turn etia cum hoc fuit,qn trasferri ppflunthmoi dcmonftrationesdc arte in arte, & quado non poflunt, Qjionia vero demonftrario fim- 7^ pliciter,auzexhibet camreijppin F qua,eft demonf Iratio habenspropofitiones cum his conditionibu^ qua; o£s praiceflere, durum eft nobiscognofcere natura demonftrationis,q eft demonftrario fm veritatemrqm difUculter cognofcimu* conditioes,& exiftimamusplerijqj nos (cire rcm fcTa vcra, ciim ip{am fcimusper propones verasimmediatas:resautcm non eftita,niu" ha buerintreliquasc6ditiones,dequi^ bus mentione fccimus, vtfintproportionatx, Scpriores fm natura, Et
A Etqm omnis demfo coplicatur 7 j & confifHtextribus, quoruvnu eft res fubiccTtcIf ea artc.fcclm vcro pro pones,quas oportct admitterc, terrium afit^dicata qfiti in ilia artc,q" hifce fubis per fc infunttigitur manifeftu,q? oportct confyderante in arte,vt pccdar apud ipfum tria hate genera cognitionii primaru: qm lam fuitpofitum,q? oportet omne" doftrina £oem difciplinaefle ex cogmtionc pra-ccdcmc. fi quidem fuom oportet vt 6cedat,& admitta tur ex difpone ipuus,q7 eft,& no fit inquifino fuper exntia ipfius oino, •P qmnS-funt apudipfum propones in eo, quod ntinquifitio fuj? ipfis: fi vero fuerit propones, oportct vt cognofcatur ex difpone ipfarum,qj fignificant nomina ipfarum,&q? liint:fin autfucrint pratdicata qfiti inexiftentia fubiectis, oportet fcire quid fignificantnoiaipfbrum tm, deinde quzratur, an infit fubieclis g demfones: queadmodum oportet Geometra cognofcere, quid fignificat nomen triaguli &circuli, & Computatiuum, quid fignificat uomen paris & imparis,& primi & C non pnmi.Ficriautpotcft,vtn6 fit opus ha:c tria prxcedere in cognitionc reru, quia fortafle resin i^is rnanifcltaf.&c hoc, qm multa fiinf fuota,inquibusn6 oportct p"mit- |cre & enutiare, q> oportet artihcf ifti 9 artis admittcre,q? fint,qm ipfa efle eft maxime manifeftum apud (cnfurn: qucadmodu caloreefleac l&igus, quod eft fubiectum Scic"tix Naturalist & in multis opus e hoc, qucmadmodu fchabet resin C6putatiua.oportetcnim (peculatem in ipfa cognofccrc, atq; admitterc 4priucipio,cp fit: qm ipfius cxncia Tra&atus Primus. i o eft iguota (cnfui,& confiFr (e habec I) res in magnitudinc ac menfura , & confimiliter in mulcts propofitionibus&prjedicatis quxfitorunott oportet pre.cognofccre quid fignificat nomcipfor urn :quemadmodum in propone dicente , fi a Juobus a:qualibus jcquales panes dc - matur,qu3: rcmanet fun tzqu alia. Proponum vero, qua; peragutur 74 rn arribns,quzda funt appropriate, & hx Cant proportionata? per fc , q no pnt affici in pluribus gencrib : veluti,q? linea rec^a eft , qu x ponif {uperfubie
- Page 1 and 2: A V,E R R Q 1 S EXPOSITIONIS MEDIAE
- Page 3 and 4: Tractatus K quaercbat, nifi ipfum a
- Page 5 and 6: Traftatus fc Cue non yerum. Sed pro
- Page 7 and 8: Tradatus k uota per intelle&um, qui
- Page 9 and 10: Tra&atus Primus. »odos,&hoe cfi mo
- Page 11 and 12: Tra&atus Primus. K Dixit :Oportet a
- Page 13 and 14: Tractacus Primus. £is: & c6fimilit
- Page 15 and 16: TracSbtus Primus* 8 X propofittorie
- Page 17: Tra&atus Primus. 9 £ firidneSYFeJp
- Page 21 and 22: Tra&atus A fion eftnonfinhum tconcl
- Page 23 and 24: A litproptereanonoportetinftan- 91
- Page 25 and 26: Tradatus A «6n eft fanum: qm non e
- Page 27 and 28: Tra&atus A a fiibiecto negatione no
- Page 29 and 30: Tractatus Primus. A cjuodpofitumfui
- Page 31 and 32: Traftatus Jt treAuatibusn'tp0fitio,
- Page 33 and 34: Tra&atus & tmsj&adcognofcedas propo
- Page 35 and 36: Tra&atus Primus, A ralis,n3inUeniet
- Page 37 and 38: Tra&atus Primus. A vniuerfalia,mfi
- Page 39 and 40: Tracbtus Primus. A Jcquemadtnodudeu
- Page 41 and 42: Tra&atus Primus. A musperloeicps.At
- Page 43 and 44: Tra&atus Primus. ±2, A plicuerimus
- Page 45 and 46: Tra&atus Primus. XfJ" Monftratur a(
- Page 47 and 48: Tra&atus Primus. diuidatur per ipfa
- Page 49 and 50: AVERROIS MEDIA EXPOS IT. In Lib. De
- Page 51 and 52: Traflatus A habet definitione", hab
- Page 53 and 54: Traftatus Sccundus. 2.7 A nnmJnediu
- Page 55 and 56: A oftedatur dcfimtio,cu no fit ex r
- Page 57 and 58: Tra&atus £ terrogauerimus * exempl
- Page 59 and 60: Tracbatus Secimdtis. A Etnihiljphib
- Page 61 and 62: Tra&atus Sccnndus. 31 A tern tepore
- Page 63 and 64: A tfahendisdcfinitionibus loci com
- Page 65 and 66: A $&Ulabimur fub vtro ipforum po na
- Page 67 and 68: Tra£tatus A ftemadnafandumin anima
A Etqm omnis demfo coplicatur<br />
7 j & confifHtextribus, quoruvnu eft<br />
res fubiccTtcIf ea artc.fcclm vcro pro<br />
pones,quas oportct admitterc, terrium<br />
afit^dicata qfiti in ilia artc,q"<br />
hifce fubis per fc infunttigitur manifeftu,q?<br />
oportct confyderante in<br />
arte,vt pccdar apud ipfum tria hate<br />
genera cognitionii primaru: qm<br />
lam fuitpofitum,q? oportet omne"<br />
doftrina £oem difciplinaefle ex<br />
cogmtionc pra-ccdcmc. fi quidem<br />
fuom oportet vt 6cedat,& admitta<br />
tur ex difpone ipuus,q7 eft,& no fit<br />
inquifino fuper exntia ipfius oino,<br />
•P qmnS-funt apudipfum propones<br />
in eo, quod ntinquifitio fuj? ipfis:<br />
fi vero fuerit propones, oportct vt<br />
cognofcatur ex difpone ipfarum,qj<br />
fignificant nomina ipfarum,&q?<br />
liint:fin autfucrint pratdicata qfiti<br />
inexiftentia fubiectis, oportet fcire<br />
quid fignificantnoiaipfbrum tm,<br />
deinde quzratur, an infit fubieclis<br />
g demfones: queadmodum oportet<br />
Geometra cognofcere, quid fignificat<br />
nomen triaguli &circuli,<br />
& Computatiuum, quid fignificat<br />
uomen paris & imparis,& primi &<br />
C non pnmi.Ficriautpotcft,vtn6 fit<br />
opus ha:c tria prxcedere in cognitionc<br />
reru, quia fortafle resin i^is<br />
rnanifcltaf.&c hoc, qm multa fiinf<br />
fuota,inquibusn6 oportct p"mit-<br />
|cre & enutiare, q> oportet artihcf<br />
ifti 9 artis admittcre,q? fint,qm ipfa<br />
efle eft maxime manifeftum apud<br />
(cnfurn: qucadmodu caloreefleac<br />
l&igus, quod eft fubiectum Scic"tix<br />
Naturalist & in multis opus e hoc,<br />
qucmadmodu fchabet resin C6putatiua.oportetcnim<br />
(peculatem<br />
in ipfa cognofccrc, atq; admitterc<br />
4priucipio,cp fit: qm ipfius cxncia<br />
Tra&atus Primus. i o<br />
eft iguota (cnfui,& confiFr (e habec I)<br />
res in magnitudinc ac menfura , &<br />
confimiliter in mulcts propofitionibus&prjedicatis<br />
quxfitorunott<br />
oportet pre.cognofccre quid fignificat<br />
nomcipfor urn :quemadmodum<br />
in propone dicente , fi a Juobus<br />
a:qualibus jcquales panes dc -<br />
matur,qu3: rcmanet fun tzqu alia.<br />
Proponum vero, qua; peragutur 74<br />
rn arribns,quzda funt appropriate,<br />
& hx Cant proportionata? per fc , q<br />
no pnt affici in pluribus gencrib :<br />
veluti,q? linea rec^a eft , qu x ponif<br />
{uperfubie
Change language