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qua coplexuseftyin eolib, g me chanicarfi infcriptuseftqonu* rep&autTfia., vero eft corporii flue dixerisfolidorum, fcia.Cti «n.Geometria lineas et fpacia ca tu extimet, ad ipfam ftereomex triam corpora , pertineac necefx feeft. (pa/fo/êpe^notanteaquae vifuntur et apparent cu in acre, tu i ccelo , quorum magna pars adnauigandi pertinetdifcipli' aam,qux ven toru,ac ftellar um ortus Qi. occafus rone d ifquirit * Fere aut vniuocae funt^nonnul/lac iftaru fciarum,vt Aftrologia et q Mathemati. et q Nauifica : atque Harmonica , £>C q Mathex rnatica,&quae fm auditum ] rgyr. f Atqj ham nonnullg fclaru,nomine, rone vt fere conueniunt , ceu Aftrologia eft, 6£ q Mathex rnatica, & Nauigadi fcia:& Mu fica ea eft q Mathematica , G£ q audituoblecflat] loctipclarum perpedas vbi fcias , q fcre ex tat finonimac, recenfet.Altera.n.6d quide latinoruinterptu extitit explanatio,velledifciplinas fex, hoc eft tres fubiecflijContinuijac totidem difcretitcotinui, Aftro logia, Mathematica hoc e Geox metria S>C Nautica, Difcreti vex ro Mufica , Mathematica, hoc e Arithmetica,&vocaleMufica« fubtilis fane Jterptatio,fed quae no ita facile fuftincri poflct,na Animad.Tom. illud cjrendujcurftereonietriaf eoordine fueritptermifTa,nec no optica,cum hedug deconti^ nuo perpetua faciant metione c* Atlonge aptius,meliusij? Graex corii vult interptatio,ni fallor, q ait, finonimia explicate inter Aftrologiam Mathematicam et Nautica, tu et inter Mufica Ma^ thematica^ q in fonoreinftru mentoru verfatur.Cur verodix xerit, «êôV, hoc eft, fer^, vide Philponu , & ron e q uere, Itaq? fie et libeat transfer re [fere aute finonim j funt harum , fcfarum nonnullaerqtiemadmodu Aftro logia Mathematica, 6>C q Nauti ca.Tum Mufica et Mathemati' ca&quf ad aures pertinetj Ex his conftat duplice efle Aftrolo gia3alteram.,q cceleftiii reru co^ gnitio eft, per fe fe : alia vero, cj peritia nauigandi appellat/Ite Mufica duplex, contemplatrix, f. qnumeroru tin rones difquix rit, turn ea, q vocu, fonorum'qj modulaminibus,artificiofard» neadhibitis3aures 3mulcet.Ad hoc ipfumpertinetea,qfcribit Boethusin fuode Mufica li,fta> tim abinitio.Nec te fugiat, Ari fto.hoc in loco finonimia trade reiter difciplinascoteplatiuas, &eas quae ad praxim fpe
InPodRefoI. artesexercent,q fenfuu iudicio continent.] Arg.jjpfum qdem cffead eospertinet fcire,qui fen fu vtuntj veljad fenfitiuos quix de,qjipfum,cognofcer fpec"iat3 collige difciplinas alias efle Ma* thematicas,alias fenfitiuas, cau famiugquireexThe.etPhilop. " Nonaduertut] a.vfrta-x,£^.itf^noanimaduertut] nodeea recogitat] velet, [noanimum adhibentjhoc verbu qonem ar dua in pnmis,atq? difficile tol* lit, quo mo effici illud posfit vt quis fciat vFe,et gticularia igno retjfivFis cognitio3particulariu eftfimilitudo,fed de hiscopuv fein commentaries noftris « a Se habet autem & ad perfpe< fpef if x? TO [AciQti- /xatjfic vetus traslatio.alrj [ auc fimpfr,autfmdifciplina]] Arg. [aut fimplV, aut eius qui cople/ctitMathematica. J locum hiic difficileiure arbitratur.Philo^ ponus.Na fi de fpeculari id itek Iigat,q3 voluit Proclus, ia ipfe no fimplr eft optic 9 ,fed Fm diffciplina, q e de iride. verii fi de ea parte naturalis fcTe,quf de iri de dilTerit,id audias, turn affuex tus tune interpretari f m TO [teL- 9u^ct,hoc eftC»eometria:qm na turalis Alex optical Geome> trica rationeTheorema de iride colligere folet. Qct& Olympio dorus no negat. Acceditq* pau lo antea,fupremas Mathemati" cas, difciplinas vocauit: vt fenx fus fit, Naturale aiTumere cam theorematis de iride, fiue ab op ticofimplVjfiueet^Geometra: qm Gcometrica ro, poftrema vr in eo cafu facereêfolutione* Vtmedicina] oJovia.7fix,tt J c totu,pgte, figurg quadarone, inteliigit.Na pro medicina Chi rurgiaintelligas;qparsde folux tioce
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A V,E R R Q 1 S EXPOSITIONIS MEDIAE
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Tractatus K quaercbat, nifi ipfum a
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Traftatus fc Cue non yerum. Sed pro
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Tradatus k uota per intelle&um, qui
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Tra&atus Primus. »odos,&hoe cfi mo
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Tra&atus Primus. K Dixit :Oportet a
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Tractacus Primus. £is: & c6fimilit
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TracSbtus Primus* 8 X propofittorie
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Tra&atus Primus. 9 £ firidneSYFeJp
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A Etqm omnis demfo coplicatur 7 j &
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Tra&atus A fion eftnonfinhum tconcl
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A litproptereanonoportetinftan- 91
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Tradatus A «6n eft fanum: qm non e
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Tra&atus A a fiibiecto negatione no
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Tractatus Primus. A cjuodpofitumfui
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Traftatus Jt treAuatibusn'tp0fitio,
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Tra&atus & tmsj&adcognofcedas propo
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Tra&atus Primus, A ralis,n3inUeniet
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Tra&atus Primus. A vniuerfalia,mfi
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Tracbtus Primus. A Jcquemadtnodudeu
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Tra&atus Primus. A musperloeicps.At
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Tra&atus Primus. ±2, A plicuerimus
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Tra&atus Primus. XfJ" Monftratur a(
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Tra&atus Primus. diuidatur per ipfa
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AVERROIS MEDIA EXPOS IT. In Lib. De
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Traflatus A habet definitione", hab
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Traftatus Sccundus. 2.7 A nnmJnediu
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A oftedatur dcfimtio,cu no fit ex r
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Tra&atus £ terrogauerimus * exempl
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Tracbatus Secimdtis. A Etnihiljphib
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Tra&atus Sccnndus. 31 A tern tepore
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A tfahendisdcfinitionibus loci com
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A $&Ulabimur fub vtro ipforum po na
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Tra£tatus A ftemadnafandumin anima
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Tra&atus Sccundus. 3 5 A meditis ef
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C O R D V B E N S I S Epitome in Li
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**"** difpe- De Incomplexis. 3 7 de
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Deincomplcxis 3 8 A ferentia diciru
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De i ncomplexis. 3 9 A quidditate f
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Demcottiplexis. 40 H alter ufm-fm a
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DePraedicamentis. 41 A Stftftt tier
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Decomplcxis, 41 ji tUrionttm,veIeTi
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Decomplexis. 43 A ftccmet veritatem
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De complexis. E P I A eft Cum fignc
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Defyllogifmo. 45 A Etifte;dti£pr$m
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Secimdtu •todus. Defyllogifino. 4
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De {yllogifino A ccflarium,ncq;perf
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I>e fyllogifmo A Etfuar(pedesconclu
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De fyllogifino conditional!. 4 9 A
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DC fyllogifino conditional!. 5 Cpts
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DC (yUogifino compofito. ? 51 A p«
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Ablbluta IWGU. "De Demonftratione.
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DC Dcmonftrationc. 5 5 t inpraedica
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DC Demonftrationc. 5 4 A lia funt /
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DC Demon fixation c. 55 A aliquo mp
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De Demonftratione 5 6 A Ie(tefltitt
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DcDcmonftfatidne. 57 A fett prius,q
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A rnodis,«iioru' vnfi eft prime &
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DC Definttionibus. 5 9 A bigratia,6
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DC Definitionibus, A nisipfiumtiona
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DC Defmhionibus. ]A Tx Methtfa &tno
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AVER DeloeisTopids. R O 1 autfuntjp
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Dclocis Topicis . JL ftem prater fp
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De locis tealitjttibttslpecieb' cui
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DC Locis Topicis. 6 5 A g«hiK,vel
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DC locis Topicis. A pofiuocft,tunce
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DC locis Topicis. £7 A ucnicnXem o
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AVER EPITOME Z1.ENCHOX.VM. jy tlenc
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DC Sophiflicis. 6 ? 41 tioneej? fit
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DC Elcnchis 7 o Jl fimplidter,putat
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DC Elenchis 71 A An c«cultim eft,
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DcElcflchis 71 A Antloagiera feliqo
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DeElenchis. 75 A hapropofiooiws top
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DC elenchis* 74 A, HKtts4utemfpecie
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DcElenchis. 75 A TcrMtftimatur, (\>
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A RJ,cni conne£H£,rvec in queinac
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Libri Perihcrmenias. A locuni>,c|n
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Libri Priorum. A pwutcemuenit fieri
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A tepore futttrd. Illius afit, cuiu
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X bmnishomd c animal neceflario. Te
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A inquantnm eft in potcria: ficq; h
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Librl Prioturri. 8 4tlatia:flcrdcoi
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Libri Pricrum. 83 A Acceflanj^tSe a
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Libri Priorum. 8 4 1 mihus fit vnos
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DC omrii,ineflFe5&: miftione 4 audf
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Libit rere,£dkerecum breiiiloqu* f
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Dcotnnijinefle, JL zpntit Arift;iaf
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Libri A PhiJofophtim, tj> cuttt lat
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Libri Priorum. A *ineam eft vnus,ra
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Libri li in porcntia , & n6 verific
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Libri Priorum. $i A amrmatiomscondi
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Libri A -quod inftituitutcondJtio m
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A 4np*rtrri:aut pratdicatum anteccd
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Libii Prioram A dnfio fitaffirrttat
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Libri A fylfin vnum duorumlyiPorum
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quo ambo funt Correlatiua. Ipfe re
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Libri Priorum. 97 ft fyllogjfmus-fu
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, c ^ d e,eiulq. prmatioae.Difieren
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A coQfeexionera, ez quo ilia eft pe
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Libri Priorum. A «ft,ittJlpcr,pTOq
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Libri Pofteriorum. xor A *rtiti«ff
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Libri Priorum. 102, A fit printipiu
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Libri Pofteriorum 103 A fintvfevnte
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Libri Pofteriomm 104 A per& notum.
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Libri Pofteriorum. i o 5 A feeevhiu
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Libri Ppfteiiorum* A rradatdefiniri
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Tertifi ge tuudem& flianonii, mS ha
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Libri Pofteriorum. 108 putaderat Au
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Libri Poftcriorum. tdj A dee«,qnoc
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Libri Pbftcriorum. no A qtieetiamfi
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A p«ctcritafit,q>illefylfijs(itfal
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Libri Pofteribriim rri. AJu6tpr6p6t
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Libri Poftcriorum. 115 H feientijs,
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Libri Poftcriorum. 114 ft wee.Arift
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A Hertem iflras eflcex accideti cau
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Ji nS taxtfanoh pr oxima conftaf fm
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Libri Pofteriorum. 117 y titar circ
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LibrI Pofteriorum £ conceptusa£Hu
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Libri Poftcrionlm A fcmpli(fecr,&qu
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Auer. Epiftv in lib. Dettionftrat.
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Libri Pofteriorum. 12.1 Jl tertiam
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Dtaccforam Afabttm. cpncltff4oni$4c
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Diucrfbrum Arabum. i z 3 A tnaeftcr
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Diuerfbram Arabufti. r ± 4 A De' a
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Ditfcrforum Arabftm, 12.5 A amhmn t
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iftolac. fi 6 i caularum, id eft pr
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Quacfita ac DIVER SORVM Arabian Epi
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Epiftoloe ii 8 bile, cum icdere fit
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In Tertia Primi Voluminisparte, hxc
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Todicorum G demcorumûidi^lifuntlit
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Todicorum G ABEAM MANTINVS In (ceun
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Topicorum G A SRAM MANTTfFTVS £ al
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Topicorum M A N T IN V « ABXAM C O
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Topicorum Strmo & Dtftuoone, Tropri
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A B R A M Topicorum C fubintratillu
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Topicorum N z*t» 5- k On lateat au
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Tapicornm 6 pr«ccptfifedTftflsâri
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Top'icorum A B R A M T T jfccitaq 5
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Topicorum roaletapparebit 3Ccontrar
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Topicorum A » K A M MA.NTIHV* i EC
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A B R. A M Topicorum C nisqu; eft d
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Topicorum AB&AM MANTINT9 € tias T
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Topicorum A 3 S. A M C translatio a
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Topicorum (g J>e Stanphciu frtfojtt
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A S ft. A M Topicorum M A N T X N G
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Topicorum J> fufcum,m Voce autem ni
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Topicorum G tiam eorundenêaedein d
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A B & A M Topicorum 9 Sexta autcm r
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Topicorum A B ft A M C internos&ill
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Topicorum G AdinducfUuasquidcmratio
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Topicoriim A B R. A M G Singulis ve
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Topic A B X. A M Imiameavero poteft
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Topicorutn A B R A M MANTfNVS G Et
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Topicorum A S K A M M A-W T r M VS
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Top 6 vniufcuiufq-, horu fint loca
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Top A • R A 1C MANTTNTS fuoiueuet
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Topicorum A $trmo de loth Mcidental
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Topkorum G dixerit€fle,perfpicien
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Topicorum d \tdifciplinam>huiusquid
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Topicorum D Quareoportet&refpondent
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A 8 K. A M Topicorum M A NT IN V S
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Topicorum A B R A M G aut de ipfb p
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Topicorum A B K A M MANTfNY* G re,
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Lftens. 11. & eftdeci musgntus Topi
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Topicorum A B R A M G rem extra ill
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Topicorum random fi &contrarf) fufc
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G Topicornm Strtno dr atijs loc'u J
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Topicoruiit A B R A U 6 prardicatum
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A 8 R A M G prout reclitudo eft exe
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Topicornm non ineft,nec reliquum re
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lorm.zf
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Topicorum A B * A M MAMTIKYS C farc
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ARI5TOTELIS TOPICORVM LIBER TERTIVS
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Topicorum Strmo if Leo* qutfitorum'
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Topicarum A- B K. A M MAN? t N V S
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A B K. A M C eftci,inudeftnobiliusc
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A B R A M € efficiens ntcellemior
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Topicorum melius eo quod in altero
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Topicorum ptatee,egusque e,quo t. h
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Topicorum A V X A H M A If T f N y
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Topicorufti A * RAM G Etjrerum quod
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Toicorum Cdp. J. Q 48,Loca*. M Mpli
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Topicorum ABKAM MANTINT* G Trigefim
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Topicorum ABRAtf MAKT1NT* 6 eligibi
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ConrequefttiifomnJbusineflc,Manifef
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Topicorum A B ft A M G viccilliusfu
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Topicorum album qmIequippiam,Stcolo
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A 1 K. A M Topicorum C defucritgcne
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Topicorum R A M MANTINTS quianatura
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Topicorum JxGtntre,'locialij. Cap.
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Topicorum G citurlatio,quemadmoduir
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Topicorum ASX.AM MANTINV* qua: iubm
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quiefti4 H Topicorum A 8 *. A M MAK
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Topicorum G Inftantia,qm defeftus q
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A S R A M vulgatu ru vero pnomeindi
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Dec&ao Topicorum € T)e Centre, lo
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Topicorum Genim nullo poflibilc eft
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A » H A M Topicomm C verbi eratia,
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Toplcorum A 1 R A M M A,tyT-t eiuSg
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_ TT\ Topicorum Dr rt tttltm loci i
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Topicorum g Quancfocf* aSt peccant,
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A B K A M ficntpotcnriaadhabitum,pr
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corum A -B H A M WANT I N* V 9 C re
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Toptcorwtt G ciesjeclpluresj&differ
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Topicorum A B ft A M M A N T X-N^V
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4J j MI eft re- Joca. Topicorum X B
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Ttfpieorum MANTlNVf ABKAM G tinfcle
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5. locus Dee r atio Topicorum rat,r
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Topicorum t> Us propritim fenfum ha
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Topi quare iron fit vt per hoc quif
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Topicorum G" eft animal: non erit b
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icorum eadem fpecie* non idem fern
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l opicorum 54-Locus- peccat. Nam o
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Topicorum G hocentmmodono effetprop
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Topicorum ponatnr pro- metpfopriti
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ncorum Etnotfieft derehuiusloci,q>q
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Annota^ tio. Topicorum 43 priu,affi
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Topicorum iideaehv quidem,fiqaodfli
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« *. locos, DccEwio. IOO.IOOM Dccf
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Topicorum G pfiam ncgatittaf.r.gr.
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Toplcorum 6 eft minusigneam,ferri m
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Topicprum 6 partes cfurse.vnaquidem
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Topicorum C omnisconcupifcentia, de
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Topicorum difpofitisitelle&u.quemad
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Tppicorum C finitione ipfurii genus
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Topicorum tor.r.g.qui deKnirct appe
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Topicorutn G rerum,qna:figriin~can
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Topicorum habitus bonu: non enim om
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s LOCUS Topicorum tionum, & dolor f
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Topicorvim honoris: nam oes appetut
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73.Loctfs. Decfacio. Topiconittr di
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Topicorum. ' quandot!aogenera,inqui
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Topicorum C (Jinutneratur v«rfus p
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Topicorum 6 fi definitio i^noranti;
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Decfauo Dectauo. Topicorum dem is,q
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Topi Iefl£aqaatcjuarefi cuilibeteo
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Topiconim G tale &tale,cotingerefiH
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Topicorum 6 autcpdefiniram fignific
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Toptcorum aliqna res,qaam deccrnit
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tf.Locus. Pecikuo. 7. Locus. Decl'a
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Toplcorum tia, & iniuftitia inS ili
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jt. Locus. Dccfatio. Topicorum G no
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Topicomm Altorum aut propriu maxima
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Topi ucorum €> neceflariaspropoft
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Toptcorom ft n6euratanadmittateasal
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Topicorum G diccre,fanitas{itqualit
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Topicoruiri G &hoceftdtf'his,gu£ac
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II.LOCUS. Decfatio.. aj. Locus, Dcd
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.* jS.Locu*. ec ano. locus Decfacio
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effttpr*mMa,pa
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jn i m us,rnquirendo de,reliquisfpe
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Topicorum moram,plufquam decerneret
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Topicorum € doeentibus, cVconeert
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Topicorum autcm non praeuideritdubi
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Topicorum is. il. iritentio eft coc
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Topicorum
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Tof>icoram G diiralgarionc^prjEmifl
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Topicorum cocludat per fa. Veraaut
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Topicorttm £ '&^> concludaiipfuni
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Topkorum 6 irnpofsibiTeeftvincere.D
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So.Locus Declauo. Topicortrm tkmem
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* 7. Locus Dccfiuio. IJ.Locus. DecF
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"Topicorum G untfimulveri,autu'i'fa
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Topicorum G fbIum,nonipfamc5ftitucr
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Elcnchorum 1 ttamuraccidereicfuemad
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G magna fine labore &faftidio,aut a
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H Cfi pocti dicit, Hpmerilinteihj;i
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G & tie tota re fectmdum fui to tal
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€ eratin principio^fectinduidcm.
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C eftfpecies&vPc:&putaturpropter ho
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G •conrradictionis,q'uia auferret
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n6enucleamus,fiuenodiuix dimus prop
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Elcrichorum G tile fuit, q? fciens
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•G Strmo it rt\>»s, quibut elenc
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Efenchorutn G lentiaclenchiexreb',
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G largitur propria arri Topicae, &
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SermeJe'Eltnckoram/otutione, modo A
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Elencborum habet d, qui neq* cSfide
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Elenchdrum -G clitaraminp'min'aroir
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6 dCorattoqiiide eadeerit fophix ft
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Elenchorum C* iuisfciuntipft,quauis
Page 564 and 565:
ir.Lociu. . Locos ifeftu qp&illi, q
Page 566 and 567:
pieti3,erTetoppofrunu,& fidicerct',
Page 568 and 569:
£ nodiniditurinduaspartesajquales,
Page 570 and 571:
Elenchorum A R IS T O T E L I S tio
Page 572 and 573:
Elenchorum 4a IV af>p4reitijof(it!o
Page 574 and 575:
Elen'choriirti 6 bus, necefle eft m
Page 576 and 577:
G vnamrnfion'»m,qnommaAgnifica ta,
Page 578 and 579:
Elenchorum 45 fun^êoqjoftediturcoc
Page 580 and 581: Elenchorum cere aliqui no acce hct
Page 582 and 583: 6? Harcatlt fpesiylri fbphiftici,cu
Page 584 and 585: 6 fupraipftim. lam aut declaratii e
Page 586 and 587: f* inacetii, ficqj'iac!ec!ir,quodno
Page 588 and 589: Elenchorum fed "6 poflesfion€,Sd
Page 590 and 591: G ens fimpFr fit no ens equ 9 .Etf
Page 592 and 593: C eerematum eft bonu, flC amitte< r
Page 594 and 595: H De cantela ad duas interro gation
Page 596 and 597: ftircr,cf duplu fit binarius,autqua
Page 598 and 599: Elenchorum G ftatim dubia eft vtrum
Page 600 and 601: Elenchorum circa litigiofas orones
Page 602 and 603: Elenchorum G in verbismcisaliquareS
Page 605 and 606: CLARISS. MARINO CABALLQ PaduaePraet
Page 607 and 608: i^vt quafSam obfelmationes $ quasex
Page 609 and 610: BERNARDINI TOMITANI P A T A V I N I
Page 611 and 612: Jriaîrt codifcedis difciplinis , a
Page 613 and 614: InPoflRefol. 3 diatu aeqjimediatu v
Page 615 and 616: InPodRefol wauoA».jnig.ûi £igit
Page 617 and 618: TOifarJ &cori(tanria: fic.n. cre^ b
Page 619 and 620: & falfam reddcrct f nlam,& de^ truc
Page 621 and 622: TnPoflRcfoI. 7 cua,eaoTofuntptermit
Page 623 and 624: InPo dabit et id ei
Page 625 and 626: InPoftRefol. 9 re qones,tota hf e£
Page 627 and 628: -pgne gigni multiplicata rone] col
Page 629: tn qui nulla re,fum cu illis copa r
Page 633 and 634: tSftate-animi jjceprione fignifi cc
Page 635 and 636: m{ nantp valeSt,fidium.n, funt attr
Page 637 and 638: dam parum adhibitas , hoc eft demon
Page 639 and 640: InPolkRefol. la impermixtadrsfignat
Page 641 and 642: gi; n5 in poderibus eft tande ut de
Page 643 and 644: IaPoft.RefbL 18 i} jmmo potius inep
Page 645 and 646: InPodRefol. T « x* xr. a Petitioni
Page 647 and 648: InPofcRefol. 2.0 poffiSjteipfum ad
Page 649 and 650: lnPoft.RefoL ii ftnn,fdentiae maior
Page 651 and 652: liiPodRcfol. 2,2, cS, Nunicrtrs fub
Page 653 and 654: ItiPodRefoi tere ad libra Pf iorutn
Page 655 and 656: InPodRefol ±4 *tqj inibi t Themift
Page 657 and 658: Quare de talibus vFis honox ratior
Page 659 and 660: lnPbflR.cfoI. z6 extefnos habere 3
Page 661 and 662: eaccufis, 6d calamo exaratis t fie
Page 663 and 664: ctsre&eae diligenter traclSdi, doce
Page 665 and 666: Vertitti enjmuero neqj fteilex » d
Page 667 and 668: InPofcRefol. btw modis dr,eft•< \
Page 669 and 670: InPodRefol. roratiocinatione Compar
Page 671 and 672: InPoft.Rcfol ferf€ id qc! fcimus
Page 673 and 674: Pfotonem oftendit, qui opiniox nem,
Page 675 and 676: InPodRdoL 3 i diftinguit ,in ttelle
Page 677 and 678: iiijbecfflttas perferrc poteft*Sed
Page 679 and 680: tulr Gcefo! quafi q> omnis Phix Jof
Page 681:
BERNARDINI TOMITANI P A T A V I N I
Page 684 and 685:
ContradidHoiium G In his aut, qua v
Page 686 and 687:
G fit?. Tn te« ?,aut vult ilia d e
Page 688 and 689:
Contradiction um fio fit de capitib
Page 690 and 691:
ContradicHonum SO1.VTIO. NON melate
Page 692 and 693:
G opinionem,fiquidem habitude' fini
Page 694 and 695:
fenfiha altera ex parte, non cox gn
Page 696 and 697:
J contradi&io crit,vdfaltem tru> ca
Page 698 and 699:
G (meaflTertioiierri,n6 autem agete
Page 700 and 701:
Contradictionum G vbi ait, de digni
Page 702 and 703:
C concern ere, demonftrationem cauf
Page 705 and 706:
A compofitronem,etiamcnuncia tionis
Page 707 and 708:
Co»io» Solut.Tomitani A Allonge a
Page 709 and 710:
Solut.Tomitam 47 A foluendasab arti
Page 711 and 712:
SoIutTomitani A pe font, per id q*
Page 713 and 714:
Solut.Tomitani 49 A demronefimplici
Page 715 and 716:
oin regrefltinegatdaridemS/ ftratio
Page 717 and 718:
Sol lit. Tomi tan i 51 A
Page 719 and 720:
Solut.Tomitani 5 2, diuiduade nuIIo
Page 721 and 722:
Solut.' XLI. Aucr.fecun dum moduni
Page 723 and 724:
A jg.dixem Ariftoteles 8t Auer. nec
Page 725 and 726:
SolutTomitani 55 A definimusrem vna
Page 727 and 728:
Solut.T omitani 5 A aliam fubiunxit
Page 729 and 730:
A citer vniuerfalem, QC prim am, fe
Page 731 and 732:
SolutTomitani 58 A meta noti x.exta
Page 733 and 734:
A plui S.qfito demratiuo dc eclix p
Page 735 and 736:
Solut. Tomitani A nitio non ad quse
Page 737 and 738:
SoIutTomitani SOLVTIO, iccirco du d
Page 739 and 740:
Solut.Tomitani A parte totius fylFi
Page 741 and 742:
A
Page 743 and 744:
SolutTomitani & Ens vt Ens, Sf itai
Page 745 and 746:
SolutTomitani A nem,fecun
Page 747 and 748:
A uiarint, qui volutit definitione
Page 749 and 750:
A mftrumentareflCobiefto fepax rati
Page 751 and 752:
SolutTomitani in Epith.logicis.'Nam
Page 753 and 754:
SolutTomitani A fed media inter not
Page 755 and 756:
Solut.Tomitani 7 o A drculafefpecie
Page 757 and 758:
SolutTomitani 71 fertim,nec etiam i
Page 759 and 760:
Solut.Tomitant 7 2, fe«!it,vt Hlit
Page 761 and 762:
SoIutTomitani 75 A Honedemonftrariu
Page 763 and 764:
Soltit. Toittitaiii 7 4 Afunt,8£6b
Page 765 and 766:
SolutToitiitani A no* fertiper.Nam
Page 767 and 768:
fit non de priuis complcxis efle re
Page 769 and 770:
Soliit.Tomitani 77 A Sed dices, fup
Page 771 and 772:
A tia demonftratiiMuSedquo ad ordin
Page 773 and 774:
Solut Tomitani 7 7 fiei:tollitautem
Page 775 and 776:
Solut.Tomitai\i 8 o quo fallere pos
Page 777 and 778:
SolutTomitani . 81 A fiue demron?,
Page 779 and 780:
SolutTomitant A. formatum vocatatqu
Page 781 and 782:
A nunquam verutn concludi pofx fet,
Page 783 and 784:
Solut.Tomitani 84 A riaQC fohna«At
Page 785 and 786:
Solut.Tomitani 8 5 A paratiorie ad
Page 787 and 788:
L autem quo ad nos« Poftremo confi
Page 789 and 790:
SolutTomitani «7 A ftratkmis tantu
Page 791 and 792:
A poribus dernoftrario dans quf »
Page 793 and 794:
Solut/Tomitani 8? A Si ergo Volueri
Page 795 and 796:
A &am cognitionem particularix um ,
Page 797 and 798:
Sol ut. Tomitafti 91 A parannm8£ o
Page 799 and 800:
SolutTomitani 9 -L A dicit,mathemat
Page 801 and 802:
Solut.Tomitani A formalis eft prima
Page 803 and 804:
A quibus oibus conftat fcfas Max th
Page 805 and 806:
A cinat, cu ois dcmro fim pfr, hax
Page 807 and 808:
Soltit. Tomitani 9 £ A dlfahCC def
Page 809 and 810:
SolutTomitani 9 7 A ipfo Auer.Hic«
Page 811 and 812:
Solut. Tomitani 9 8 A t*ntialis, qu
Page 813 and 814:
Solut.Tomitani A nonquoad effentiam
Page 815 and 816:
A rcm negatiua, ob id, quod efTe ef
Page 817 and 818:
Solut.Tomitam A 801VTIO* ABVNDE dix
Page 819 and 820:
SoIut.Tomitani A bus, frnfus vero e
Page 821 and 822:
SolutTomitani 103 A ftionem efle pr
Page 823 and 824:
Solut.Tomltani 104 A hfsvefbisAuer.
Page 825 and 826:
SolutTomitani 105 A primoPoftenij.S
Page 827 and 828:
BERNARDINI TOMITANI P A T A I N I I
Page 829 and 830:
in ix.Qjiaefita Poit 107 AHCVMENT V
Page 831 and 832:
In ix.Quaefita Poft. i o 8 A (hatiu
Page 833 and 834:
In ix.Quaefita Poft. 109 ubieAu eft
Page 835 and 836:
In ix. Quaefita Pod . no A demonftr
Page 837 and 838:
In ix.QuxfitzPoft. 11r A in qua nil
Page 839 and 840:
In hr. Quanta Poft. 1 1 1 A pwmma c
Page 841 and 842:
Jn ix; Quaefita Poft. 1 1 3 A dHein
Page 843 and 844:
In ix.Qu^fita Poft i r 4 A tutrt, V
Page 845 and 846:
In ix. Quacfi ta PofL 1 1 5 A pSnes
Page 847 and 848:
In ix. Quaefita Poft. 116 ARGVMENTV
Page 849 and 850:
In ix. Quasfita Poft. 117 A netibii
Page 851 and 852:
in ix.QiKefita Po ft. 118 A quae co
Page 853 and 854:
In ix.Quaefita Poft. 119 A brum prb
Page 855 and 856:
in ix.Quaefita'oft, o A Lattni difc
Page 857 and 858:
in ix.QusefitaPolk izi tnutiio dica
Page 859 and 860:
In htQuaefica PofL i i i dJcantWiVt
Page 861 and 862:
Inix.Quad(itaPo{k *M A 6^ per confe
Page 863 and 864:
In ix.QuarfrtaPoft. 114 vfq?ad fpec
Page 865 and 866:
In ix.Quaefita Poft. 115 A id autem
Page 867 and 868:
INDEX RERVM OMNIVM, QVAE VTILIO; re
Page 869 and 870:
Index 12,7 A flotetis dejcriptionc.
Page 871 and 872:
118 A mdodictndiperje.com.tf. fale
Page 873 and 874:
Index up AQuomodotnfenigenditsfltit
Page 875 and 876:
Index 130 ttrum nonnuUd ibidem. Con
Page 877 and 878:
Index 131 A txjuindtard,fedexeoquod
Page 879 and 880:
Index 132, dwcon£tiontSy
Page 881 and 882:
Index 133 differenti*,uide com.??.
Page 883 and 884:
Index 134 -A tflnu eflentidRbut.e.
Page 885 and 886:
Index 135 A R« qu
Page 887 and 888:
index * Gentritprx&cdth utru jit pr
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