<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="13"><p>Adsignant autem etiam hoc modo : differentia<lb n="5"/>
est qua differunt a se singula; nam secundum genus
non differunt, sumus enim mortalia animalia et nos
et inrationabilia, sed additum rationabile separauit
nos ab illis, et rationabiles sumus et nos et dii, sed
mortale adpositum disiunxit nos ab illis.
<lb n="10"/></p><p>Vitiosa ratione et non sana quod uult explicat definitio
quorundam. id enim esse dicunt differentiam qua una quaeque
res ab alia distet, in qua definitione nihil interest quod ita
dixit an ita concluserit : differentia est id quod est differentia,
etenim differentiae nomine in eiusdem differentiae usus est
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<note type="footnote">5—10] Porph. p. 11, 21—12, 1 (Boeth. p. 38, 1—5).</note>
<note type="footnote">2 describuntur <hi rend="italic">EG</hi> 3 <hi rend="italic">post</hi> equo <hi rend="italic">distinguunt edd., post</hi> equus <hi rend="italic">expec-
tatur</hi> igitur’ <hi rend="italic">Schepps</hi>, additum <hi rend="italic">eqs. nominatiuum absolut</hi>. <hi rend="italic">(cf. indicem
Meiseri) interpretatur Brandt</hi> qui <hi rend="italic">Lm2P</hi> 5 autem <hi rend="italic">om</hi>.<foreign xml:lang="grc"> \,</foreign> <hi rend="italic">del.
Lm2</hi><foreign xml:lang="grc">A.</foreign><hi rend="italic">m2</hi> etiam <hi rend="italic">om. H</hi> etiam et <foreign xml:lang="grc">Λ</foreign> eam et <hi rend="italic">Ν</hi><foreign xml:lang="grc">Σ</foreign>; <hi rend="italic">Porph. p. 11, 21</hi> <foreign xml:lang="grc">St
καί</foreign> 6 qua] <hi rend="italic">Porph.</hi> <foreign xml:lang="grc">διαφορά έσχιν δχψ διαφέρει έκασχα;</foreign> ‘an quo?’ <hi rend="italic">Busse,
sed cf. infra p. 271, 1.7. 18. 272, 17</hi>. 6 nam—ab illis <hi rend="italic">(9)</hi>] <hi rend="italic">LR</hi><foreign xml:lang="grc">Q</foreign>,
<hi rend="italic">om. cett. post</hi> nam <hi rend="italic">add</hi>. homo et equus <hi rend="italic">cum Porph. edd. (cf. etiam
infra p. 271, 9. 12, sed etiam supra p. 269, 9)</hi>, <hi rend="italic">etiam Bussio</hi> homo
atque equus <hi rend="italic">addendum uid</hi>. 7 enim] autem <foreign xml:lang="grc">Γ</foreign> 8 inrationalia (<hi rend="italic">uel</hi>
irr-) <hi rend="italic">R</hi><foreign xml:lang="grc">?ΓΠ</foreign> <hi rend="italic">(in ras.)</hi> ros. <hi rend="italic">ex</hi> -bilia <foreign xml:lang="grc">Δ</foreign> sed—illis <hi rend="italic">(9)</hi> <hi rend="italic">om. R</hi> ratio-
nabile] <foreign xml:lang="grc"> </foreign><hi rend="italic">p.r</hi><foreign xml:lang="grc"> </foreign> rationale <foreign xml:lang="grc">\</foreign><hi rend="italic">a.r. et cett</hi>. separauit] disiunxit <foreign xml:lang="grc">ΓΦ</foreign> 9 et]
<hi rend="italic">CHP, s. l. er. uid.</hi> <foreign xml:lang="grc">Δ</foreign>, <hi rend="italic">om. cett</hi>. rationabiles] <hi rend="italic">L</hi><foreign xml:lang="grc">\</foreign><hi rend="italic">m1</hi><foreign xml:lang="grc">2</foreign> rationale <hi rend="italic">CP</hi>
rationales <hi rend="italic">cett., add</hi>. enim <hi rend="italic">ΕGΗ</hi><foreign xml:lang="grc">ΑίΙΦΨ</foreign>; <hi rend="italic">codd. Porph. aut</hi> <foreign xml:lang="grc">λογικοί</foreign> aut
<foreign xml:lang="grc">λογικά</foreign> sumus <hi rend="italic">om. CEGHP; Porph</hi>. <foreign xml:lang="grc">έσμέν</foreign> et nos <hi rend="italic">om. E</hi> et <hi rend="italic">om. N</hi>
di <hi rend="italic">C</hi> dei <hi rend="italic">ut uid</hi> <foreign xml:lang="grc"> </foreign>. 2 sed—ab illis <hi rend="italic">om. EG</hi> 11 <hi rend="italic">ante</hi> Vitiosa <hi rend="italic">in ras.</hi>
Haec <hi rend="italic">E</hi> ratione] <hi rend="italic">L edd., om. cett. (recte?), in ras</hi>. est <hi rend="italic">E</hi> et <hi rend="italic">om. G</hi>
sane <hi rend="italic">E (in ras.) NP</hi> explicans <hi rend="italic">HNP</hi> non <hi rend="italic">(s. l. m2)</hi> explicat <hi rend="italic">L</hi>
12 id] <hi rend="italic">cf. p. 263, 10</hi> 13 aliis <hi rend="italic">R</hi> distat <hi rend="italic">HN</hi> differt <hi rend="italic">P</hi> 14 dixerit
<hi rend="italic">Lm2P</hi> an] utrum <hi rend="italic">R</hi> concluderit <hi rend="italic">L</hi> concludat <hi rend="italic">EGR</hi> id quod
est <hi rend="italic">om. E ante</hi> differentia <hi rend="italic">add</hi>. ipsa <hi rend="italic">ER</hi> differentia <hi rend="italic">om. G</hi> 15 etenim
<hi rend="italic">om. EGR</hi> differentiae nomine] qua differt una res ab alia, id est id
quod est differentia est differentia. Differentiae nomine fid est—nomine
<hi rend="italic">in ras. m2) E</hi> in—definitione] usus in eius diffinitione <hi rend="italic">N</hi></note>
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definitione dicens : differentia est qua differunt a se
singula, quodsi adhuc differentia nescitur, nisi definitione
clarescat, differre quoque quid sit qui poterimus agnoscere?
ita nihil amplius attulit ad agnitionem qui differentiae nomine
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in eiusdem usus est definitione, est autem communis et uaga
nec includens substantiales differentias, sed quaslibet etiam
accidentes hoc modo : differentia est qua a se differunt
singula; quae enim genere eadem sunt, differentia discrepant,
ut cum homo atque equus idem sint in animalis genere,
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quoniam utraque sunt animalia, differunt tamen differentia
rationali, et cum dii atque homines sub rationalitate sint
positi, differunt mortalitate, rationale igitur hominis ad equum
differentia est, mortale hominis ad deum, atque hoc quidem
modo substantiales differentiae colliguntur, quodsi Socrates
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sedeat, Plato uero ambulet, erit differentia ambulatio uel
sessio, quae substantialis non est. namque istam quoque dif-
ferentiam definitio uidetur includere, cum dicit : differentia
est qua differunt singula; quocumque enim Socrates a
Platone distiterit nullo autem alio distare nisi accidentibus
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potest —, id erit differentia secundum superioris terminum
definitionis, quam rem scilicet uiderunt etiam hi qui definitionis
huius uagum communemque finem reprehendentes certae con-
clusionis terminum subiecerunt.
<note type="footnote">2 nesciatur <hi rend="italic">Lm2</hi> (non noscitur <hi rend="italic">m1) P</hi> definitione] in definitione <hi rend="italic">N</hi>
3 qui] <hi rend="italic">LN</hi> quomodo CEGPR qui<hi rend="subscript">*</hi> (d <hi rend="italic">er.) H</hi> possemus <hi rend="italic">EG</hi> possi-
mus <hi rend="italic">R</hi> 4 ita <hi rend="italic">om. EGR</hi> cognitionem <hi rend="italic">NPm2, post</hi> agnitionem <hi rend="italic">add.</hi>
a cogitatione <hi rend="italic">Hm1, del. m2, s. l.</hi> uel cognitione <hi rend="italic">m2, del. m. al.</hi> set
<hi rend="italic">om. EG</hi> 7 accidentales <hi rend="italic">Lm2Pm2</hi> 9 sunt <hi rend="italic">EGHLm1R</hi> in <hi rend="italic">om. GNR</hi>
11 et <hi rend="italic">om. EGR</hi> rationabilitate <hi rend="italic">CGLm1</hi> rationale <hi rend="italic">N</hi> sunt <hi rend="italic">CEGLm1R</hi>
12 positi] post <hi rend="italic">EG</hi> post differunt <hi rend="italic">add.</hi> tamen <hi rend="italic">L</hi> rationabile <hi rend="italic">L</hi>
13 est <hi rend="italic">om. C</hi> 15 ambulatio uel <hi rend="italic">om. EG, s. l. Lm2</hi> 16 nam <hi rend="italic">HLm1</hi>
ista <hi rend="italic">E</hi> 18 quo <hi rend="italic">EGHm1 post</hi> differunt <hi rend="italic">add.</hi> a se <hi rend="italic">R</hi> cumque <hi rend="italic">EG</hi>
quoque <hi rend="italic">Rm1</hi> quocumque modo <hi rend="italic">P post</hi> enim <hi rend="italic">s. l.</hi> modo <hi rend="italic">Lm2</hi> 19 de-
stiterit <hi rend="italic">CEm1HPRm2</hi> distauerit <hi rend="italic">m1 post</hi> alio <hi rend="italic">s. l.</hi> modo <hi rend="italic">Em2</hi> ac-
cidentibus] ex accidentibus <hi rend="italic">P</hi></note>
							<pb n="272"/>
</p></div></div></div></body></text></TEI>