<TEI xmlns="http://www.tei-c.org/ns/1.0" xmlns:py="http://codespeak.net/lxml/objectify/pytype" py:pytype="TREE"><text><body><div type="edition" xml:lang="lat" n="urn:cts:latinLit:stoa0058.stoa007.opp-lat3"><div type="textpart" subtype="book" n="4"><div type="textpart" subtype="chapter" n="11"><p>Rebus enim ex materia et forma constantibus
uel ad similitudinem rtfateriae et formae constituti-
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onem habentibus, quemadmodum statua ex materia
est aeris, forma autem figura, sic et homo communis
et specialis ex materia quidem similiter consistit
genere, ex forma autem differentia, totum autem hoc
animal rationale mortale homo est, quemadmodum
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illic statua.</p><p>Dixit superius differentias esse quae in qualitate speciei
praedicarentur, nunc autem causas exequitur, cur speciei qua-
litas differentia sit. omnes, inquit, res uel ex materia formaque
consistunt uel ad similitudinem materiae atque formae sub-
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stantiam sortiuntur, ex materia quidem formaque subsistunt
<note type="footnote">3—10] Porph. p. 11, 12—17 (Boeth. p. 37, 12-17).</note>
<note type="footnote">1 <hi rend="italic">post</hi> quale <hi rend="italic">add</hi>. quid <hi rend="italic">Lm2(in ras.) E (sed er.) Rm1, del. m2, add</hi>. quid
<hi rend="italic">post</hi> sit <hi rend="italic">s. l. Hm2</hi> 4 <hi rend="italic">post</hi> similitudinem <hi rend="italic">add</hi>. proportionemque <hi rend="italic">LNRQ</hi>
(<hi rend="italic">in mg</hi>. nempe communionem <foreign xml:lang="grc">Γ</foreign>); <hi rend="italic">om. Porph. p. 11, 13</hi> et) ac <foreign xml:lang="grc">ΓΔΙΙΨ-</foreign>,
<hi rend="italic">om</hi>. <hi rend="italic">L</hi><foreign xml:lang="grc">Α2Φ</foreign> formae] <foreign xml:lang="grc">A</foreign><hi rend="italic">m2</hi><foreign xml:lang="grc">HI!1-</foreign> speciei <hi rend="italic">CEGHNPR</hi><foreign xml:lang="grc">h</foreign><hi rend="italic">m1</hi> specieique
<hi rend="italic">L</hi><foreign xml:lang="grc">Λ2Φ</foreign> formae speciei <hi rend="italic">er. uid</hi>. <foreign xml:lang="grc">Γ</foreign>; <hi rend="italic">cf. Porph. et infra 13 ss</hi>. 5 quem-
admodum—differentia <hi rend="italic">(8)</hi>] <hi rend="italic">LR</hi><foreign xml:lang="grc">Q</foreign>, <hi rend="italic">om. cett. post</hi> materia <hi rend="italic">add</hi>. quidem
<hi rend="italic">edd., recte ut uid.; Porph. p. 11, 14</hi> <foreign xml:lang="grc">μέν</foreign> 6 aeris] et <hi rend="italic">(s. l. m2)</hi> aere
<hi rend="italic">(in ras. m2)</hi> <foreign xml:lang="grc">Ψ</foreign> forma] ex (<hi rend="italic">in al. litt.</hi> <foreign xml:lang="grc">xV</foreign><hi rend="italic">m2</hi>) forma <hi rend="italic">L</hi><foreign xml:lang="grc">xV</foreign><hi rend="italic">brm</hi> <hi rend="italic">Busse;</hi>
<hi rend="italic">Porph</hi>. <foreign xml:lang="grc">εΐϊοος</foreign> post figura haec Proportionale autem (enim <foreign xml:lang="grc">Φ</foreign>) dicitur
(est <foreign xml:lang="grc">Σ</foreign>) quod proportionem omnium specierum teneat (tenet <foreign xml:lang="grc">Σ</foreign>) id est
communionem omnium partium uel (et <foreign xml:lang="grc">T</foreign>) specierum quae diuidi (diui-
dendo Rhm1 diuidendae <foreign xml:lang="grc">Th</foreign><hi rend="italic">m2</hi><foreign xml:lang="grc">\l</foreign><hi rend="italic">m1</hi><foreign xml:lang="grc">2'l&gt;</foreign>) ex ea (eo <foreign xml:lang="grc">ΣΣ</foreign>) contingunt (con-
tingant <hi rend="italic">R</hi>) per (del. <foreign xml:lang="grc">Σ</foreign>) differentiam figuras <foreign xml:lang="grc">ΓΠ</foreign><hi rend="italic">m2</hi> diffe-
rentiam figuras <foreign xml:lang="grc">\</foreign>) <hi rend="italic">add</hi>. <hi rend="italic">LR</hi><foreign xml:lang="grc">T</foreign><hi rend="italic">m1</hi><foreign xml:lang="grc">h</foreign><hi rend="italic">m1</hi><foreign xml:lang="grc">ΑΠΣΦ</foreign>, <hi rend="italic">om</hi>. <foreign xml:lang="grc">Ψ</foreign>, <hi rend="italic">del</hi>. <foreign xml:lang="grc">T</foreign><hi rend="italic">m2</hi><foreign xml:lang="grc">\</foreign><hi rend="italic">m2</hi> 7 simi-
liter] <hi rend="italic">Busse</hi> similiter proportionaliter <hi rend="italic">LR</hi><foreign xml:lang="grc">ll</foreign><hi rend="italic">m1</hi> similiter proportionaliterquc
<foreign xml:lang="grc">ΓΔΙ</foreign><hi rend="italic">m2</hi><foreign xml:lang="grc">Φ'Ρρ</foreign> proportionaliter <foreign xml:lang="grc">2</foreign><hi rend="italic">brm; cf. Porph. p. 11, 15</hi> 8 ante genere
<hi rend="italic">add</hi>. in <foreign xml:lang="grc">Γ</foreign><hi rend="italic">m2</hi> (ex <hi rend="italic">m1</hi>) <hi rend="italic">L</hi><foreign xml:lang="grc">Σ</foreign> toto <hi rend="italic">Ga.c</hi>. 9 ratione <hi rend="italic">E ante</hi> mortale
<hi rend="italic">add</hi>. et <hi rend="italic">CEGHLPR, om</hi>. <hi rend="italic">N</hi><foreign xml:lang="grc">Q</foreign> <hi rend="italic">cum Porph. p. 11, 16</hi> homo est om. <hi rend="italic">N</hi>,
<hi rend="italic">ex</hi> homine <foreign xml:lang="grc">Δ</foreign><hi rend="italic">m2</hi> 11 differentiam <hi rend="italic">HN</hi> 12 praedicaretur <hi rend="italic">HN</hi> causis
<hi rend="italic">Em1 post</hi> cur <hi rend="italic">add</hi>. autem <hi rend="italic">Hm1, del. m2</hi> qualitas speciei <hi rend="italic">H</hi> 13 omnis
<hi rend="italic">ELm2N</hi> uel <hi rend="italic">om. EGR</hi> 14 consistit <hi rend="italic">Ea.c.HLm2</hi> subsistit <hi rend="italic">N</hi>
15 sortitur <hi rend="italic">HLm2N</hi> ex <hi rend="italic">om. CEGR</hi> formaque] et forma <hi rend="italic">P</hi></note>
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omnia quaecumque sunt corporalia; nisi enim sit subiectum
corpus quod suscipiat formam, nihil omnino esse potest, si
enim lapides non fuissent, muri parietesque non essent, si
lignum non fuisset, omnino nec mensa quidem, quae ex ligni
materia est, esse potuisset, igitur supposita materia ac prae-
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iacente cum in ipsam figura superuenerit, fit quaelibet illa
res corporea ex materia formaque subsistens, ut Achillis statua
ex aeris materia et ipsius Achillis figura perficitur, atque ea
quidem quae corporea sunt, manifestum est ex materia for-
maque subsistere, ea uero quae sunt incorporalia, ad simili-
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tudinem materiae atque formae habent suppositas priores
antiquioresque naturas, super quas differentiae uenientes effi-
ciunt aliquid quod eodem modo sicut corpus tamquam ex
materia ac figura consistere uideatur, ut in genere ac specie
additis generi differentiis species effecta est. ut igitur est in
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Achillis statua aes quidem materia, forma uero Achillis qua-
litas et quaedam figura, ex quibus efficitur Achillis statua,
quae subiecta sensibus capitur, ita etiam in specie, quod est
homo, materia quidem eius genus est, quod est animal, cui
superueniens qualitas rationalis animal rationale, id est speciem
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fecit, igitur speciei materia quaedam est genus, forma uero
et quasi qualitas differentia, quod est igitur in statua aes,
hoc est in specie genus, quod in statua figura conformans, id
in specie differentia, quod in statua ipsa statua, quae ex aere
<note type="footnote">2 potest] putem <hi rend="italic">G</hi> putemus <hi rend="italic">R</hi> 4 nec <hi rend="italic">om. Gm1</hi> ne <hi rend="italic">EGm2L</hi> 5 ma-
teria est] fit materia <hi rend="italic">HNP ante</hi> igitur <hi rend="italic">add</hi>. si <hi rend="italic">E</hi>, <hi rend="italic">sed del</hi>. 6 in
<hi rend="italic">om. R</hi> ipsa <hi rend="italic">ER</hi> figuram <hi rend="italic">Hm1La.r</hi>. peruenerit <hi rend="italic">HN</hi> 9 corpo-
ralia <hi rend="italic">HNP</hi> ex <hi rend="italic">om. C</hi> 11 prioris <hi rend="italic">Em1G</hi> 12 antiquiorisque <hi rend="italic">G</hi>
13 tamquam <hi rend="italic">om. CLP, del. Hm2</hi> ex] ea <hi rend="italic">GL (in ras. m2) R</hi> 14 materia
ac figura] <hi rend="italic">brm</hi> materia <hi rend="italic">(in ras. Lm2)</hi> forma ac figura (ac figura <hi rend="italic">del.
Lm2</hi>) <hi rend="italic">LP</hi> forma ac figura <hi rend="italic">CEGHRp</hi> figura ac forma <hi rend="italic">N</hi> 15 generi]
generis <hi rend="italic">EG</hi> 16 aes—statua <hi rend="italic">(17) om. N</hi> materiae <hi rend="italic">G</hi> 17 et quae-
dam—statua] <hi rend="italic">CH, om. Lm1</hi> (<hi rend="italic">in mg</hi>. et quaedam figura <hi rend="italic">m2</hi>) <hi rend="italic">P</hi> statua
<hi rend="italic">(cet. om.) EGR</hi> 18 quod] quae <hi rend="italic">edd</hi>. 22 et <hi rend="italic">om. EGR, s. l. Lm2</hi> quali-
tatis <hi rend="italic">R</hi> igitur est (est <hi rend="italic">s. l. Pm2</hi>) <hi rend="italic">HNP</hi> 23 figura] forma <hi rend="italic">N</hi> 24 <hi rend="italic">post</hi>
quod <hi rend="italic">add</hi>. est igitur <hi rend="italic">Pm2</hi></note>
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figuraque conformatur, id in specie ipsa species, quae ex
genere differentiaque coniungitur. quodsi materia quidem speciei
genus est, forma autem differentia, omnis uero forma qualitas
est, iure omnis differentia qualitas appellatur, quae cum ita
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sint, iure in eo quod quale sit interrogantibus respondetur.
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