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Colored diff for /texts/archimedes/xml/Attic/bianc_locam_01_la_1615.xml between version 1.55 and 1.56

version 1.55, 2002/08/15 00:36:20 version 1.56, 2002/08/15 00:54:45
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 ait duo cubi, cu&shy;<lb/>bus, ip&longs;um loqui putant de duplatione Geometrici cubi, nondum in&shy;<lb/>uenta; non intelligentes, eum ibi de numeris cubis &longs;ermonem habere. <lb/></s> ait duo cubi, cu&shy;<lb/>bus, ip&longs;um loqui putant de duplatione Geometrici cubi, nondum in&shy;<lb/>uenta; non intelligentes, eum ibi de numeris cubis &longs;ermonem habere. <lb/></s>
  
 <s>Auerroes ip&longs;e tantus vir 5. Phy&longs;. </s> <s>Auerroes ip&longs;e tantus vir 5. Phy&longs;. commen. </s>
  
 <s>commen. </s> 
  
 <s>15. qu&agrave;m &longs;e Mathematicis, <lb/>reliqui&longs;que Philo&longs;ophis irridendum pr&aelig;bet dum &agrave; permutata propor&shy;<lb/>tione putat &longs;erect&egrave; in hunc modum pluribus apud ip&longs;um verbis explica&shy;<lb/>tum, argumentari,</s></p><p type="main"> <s>15. qu&agrave;m &longs;e Mathematicis, <lb/>reliqui&longs;que Philo&longs;ophis irridendum pr&aelig;bet dum &agrave; permutata propor&shy;<lb/>tione putat &longs;erect&egrave; in hunc modum pluribus apud ip&longs;um verbis explica&shy;<lb/>tum, argumentari,</s></p><p type="main">
  
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 <s>&amp; tex. </s> <s>&amp; tex. </s>
  
 <s>89. &longs;e&shy;<lb/>cundi Phy&longs;. </s> <s>89. &longs;e&shy;<lb/>cundi Phy&longs;. &amp; tex. </s>
  
 <s>&amp; tex. </s> 
  
 <s>15. octaui Phy&longs;. </s> <s>15. octaui Phy&longs;. </s>
  
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 <s>&amp; tex. </s> <s>&amp; tex. </s>
  
 <s>35. quinti Methaphy&longs;. </s> <s>35. quinti Methaphy&longs;. &amp; tex. </s>
  
 <s>&amp; tex. </s> 
  
 <s>20. &longs;exti Methaphy&longs;. </s> <s>20. &longs;exti Methaphy&longs;. </s>
  
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 <s>&amp; tex. <lb/></s> <s>&amp; tex. <lb/></s>
  
 <s>120. quarti Phy&longs;. </s> <s>120. quarti Phy&longs;. &amp; tex. </s>
  
 <s>&amp; tex. </s> 
  
 <s>21. tertij de Anima. </s> <s>21. tertij de Anima. </s>
  
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 <s>addito numero impari. <lb/></s> <s>addito numero impari. <lb/></s>
  
 <s>quemadmodum infra 3. Phy&longs;. </s> <s>quemadmodum infra 3. Phy&longs;. tex. </s>
  
 <s>tex. </s> 
  
 <s>26. fus&egrave; explicabimus.</s></p><p type="head"> <s>26. fus&egrave; explicabimus.</s></p><p type="head">
  
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 <s>quam ideo appellant intelligibilem, quia cum &longs;it ab&longs;tracta <lb/>per intellectum &agrave; &longs;en&longs;ibilibus affectionibus, re&longs;tat vt &longs;it tantummodo intel&shy;<pb pagenum="84"/>lectu perceptibilis. </s> <s>quam ideo appellant intelligibilem, quia cum &longs;it ab&longs;tracta <lb/>per intellectum &agrave; &longs;en&longs;ibilibus affectionibus, re&longs;tat vt &longs;it tantummodo intel&shy;<pb pagenum="84"/>lectu perceptibilis. </s>
  
 <s>Hanc eandem &longs;upponunt e&longs;&longs;e diui&longs;ibilem in infinitum, <lb/>vt &longs;upra 3. Phy&longs;. </s> <s>Hanc eandem &longs;upponunt e&longs;&longs;e diui&longs;ibilem in infinitum, <lb/>vt &longs;upra 3. Phy&longs;. textu 31. dictum e&longs;t.</s></p><p type="main">
  
 <s>textu 31. dictum e&longs;t.</s></p><p type="main"> 
  
 <s><arrow.to.target n="marg120"></arrow.to.target></s></p><p type="margin"> <s><arrow.to.target n="marg120"></arrow.to.target></s></p><p type="margin">
  
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 <s>vnde etiam &longs;equitur Mathe&shy;<lb/>maticas ha&longs;ce &agrave; notioribus nobis, &amp; natura, vt vult Auerroes, &amp; c&aelig;teri fer&egrave; <lb/>omnes, &amp; ex no&longs;tris maxim&egrave; Toletus qu&ecedil;&longs;t. </s> <s>vnde etiam &longs;equitur Mathe&shy;<lb/>maticas ha&longs;ce &agrave; notioribus nobis, &amp; natura, vt vult Auerroes, &amp; c&aelig;teri fer&egrave; <lb/>omnes, &amp; ex no&longs;tris maxim&egrave; Toletus qu&ecedil;&longs;t. </s>
  
 <s>4. &longs;ecundi Phy&longs;. </s> <s>4. &longs;ecundi Phy&longs;. procedere. </s>
  
 <s>procedere. </s> 
  
 <s>no&shy;<lb/>rioribus nobis, quia primum omnium manife&longs;ta e&longs;t tota figur&aelig; e&longs;&longs;entia ex <lb/>definitione ip&longs;ius allata, ignotis adhuc ip&longs;ius affectionibus, notioribus na&shy;<lb/>tura, quia prius natura e&longs;t &longs;ubiecti e&longs;&longs;entia, qu&agrave;m pa&longs;siones, qu&aelig; ab ea ma&shy;<lb/>nant, <expan abbr="de&qacute;">deque</expan>; ea demon&longs;trantur: <expan abbr="atq;">atque</expan> h&aelig;c cau&longs;&aelig; e&longs;t, cur &longs;emper tanti fact&aelig; &longs;ine <lb/>Geometric&aelig; demon&longs;trationes, <expan abbr="primum&qacute;">primumque</expan>; certitudinis gradum obtineant.</s></p><p type="head"> <s>no&shy;<lb/>rioribus nobis, quia primum omnium manife&longs;ta e&longs;t tota figur&aelig; e&longs;&longs;entia ex <lb/>definitione ip&longs;ius allata, ignotis adhuc ip&longs;ius affectionibus, notioribus na&shy;<lb/>tura, quia prius natura e&longs;t &longs;ubiecti e&longs;&longs;entia, qu&agrave;m pa&longs;siones, qu&aelig; ab ea ma&shy;<lb/>nant, <expan abbr="de&qacute;">deque</expan>; ea demon&longs;trantur: <expan abbr="atq;">atque</expan> h&aelig;c cau&longs;&aelig; e&longs;t, cur &longs;emper tanti fact&aelig; &longs;ine <lb/>Geometric&aelig; demon&longs;trationes, <expan abbr="primum&qacute;">primumque</expan>; certitudinis gradum obtineant.</s></p><p type="head">
  
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 <s>quamuis autem Geometr&aelig; non di&shy;<lb/>cant talem angulum, vel talem figuram e&longs;&longs;e <expan abbr="diui&longs;ibil&etilde;">diui&longs;ibilem</expan> in partes &aelig;quales alijs <lb/>quibu&longs;dam, &longs;ed &longs;tatim diuidant, id faciunt breuitatis cau&longs;a; vtuntur enim <lb/>actu pro potentia, quia actus potentiam &longs;upponit, qu&ograve;d optim&egrave; Ari&longs;tot. </s> <s>quamuis autem Geometr&aelig; non di&shy;<lb/>cant talem angulum, vel talem figuram e&longs;&longs;e <expan abbr="diui&longs;ibil&etilde;">diui&longs;ibilem</expan> in partes &aelig;quales alijs <lb/>quibu&longs;dam, &longs;ed &longs;tatim diuidant, id faciunt breuitatis cau&longs;a; vtuntur enim <lb/>actu pro potentia, quia actus potentiam &longs;upponit, qu&ograve;d optim&egrave; Ari&longs;tot. </s>
  
 <s>9. <lb/>Metaphy&longs;. </s> <s>9. <lb/>Metaphy&longs;. tex. </s>
  
 <s>tex. </s> 
  
 <s>20. annotauit, &longs;ic; De&longs;criptiones quoque actu inueniuntur, <lb/>diuidentes namque inueniunt, qu&ograve;d &longs;i diui&longs;&aelig; e&longs;&longs;ent, manife &longs;t&aelig; e&longs;&longs;ent, nunc <lb/>autem in&longs;unt potentia, &amp;c. </s> <s>20. annotauit, &longs;ic; De&longs;criptiones quoque actu inueniuntur, <lb/>diuidentes namque inueniunt, qu&ograve;d &longs;i diui&longs;&aelig; e&longs;&longs;ent, manife &longs;t&aelig; e&longs;&longs;ent, nunc <lb/>autem in&longs;unt potentia, &amp;c. </s>
  
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 <s>Decima, qua dicunt entia Mathematica non extare: &longs;ed ex initio dictis <lb/>de materia intelligibili h&ecedil;c nota &longs;atis detergitur.</s></p><p type="main"> <s>Decima, qua dicunt entia Mathematica non extare: &longs;ed ex initio dictis <lb/>de materia intelligibili h&ecedil;c nota &longs;atis detergitur.</s></p><p type="main">
  
 <s>Vndecima, ab&longs;tractionem &agrave; materia <expan abbr="mult&utilde;">multum</expan> derogare perfectioni Mathe&shy;<lb/>maticarum demon&longs;trationum; cui re&longs;pondeat eruditi&longs;&longs;imus Toletus, qui <lb/>in 2. Phy&longs;. </s> <s>Vndecima, ab&longs;tractionem &agrave; materia <expan abbr="mult&utilde;">multum</expan> derogare perfectioni Mathe&shy;<lb/>maticarum demon&longs;trationum; cui re&longs;pondeat eruditi&longs;&longs;imus Toletus, qui <lb/>in 2. Phy&longs;. qu&aelig;&longs;t. </s>
  
 <s>qu&aelig;&longs;t. </s> 
  
 <s>4. &longs;ic ait: Phy&longs;icus frequentet vtitur demon&longs;tratione effe&shy;<lb/>ctus, &amp; &longs;igni, quia ip&longs;ius cau&longs;&aelig; frequentius &longs;unt occult&aelig; nec per &longs;e &longs;en&longs;ibiles, <lb/>at Mathematicus frequentius &agrave; prioribus procedit, c&ugrave;m eius cau&longs;&aelig; notio&shy;<lb/>res &longs;int effectibus, &agrave; &longs;en&longs;u .n. </s> <s>4. &longs;ic ait: Phy&longs;icus frequentet vtitur demon&longs;tratione effe&shy;<lb/>ctus, &amp; &longs;igni, quia ip&longs;ius cau&longs;&aelig; frequentius &longs;unt occult&aelig; nec per &longs;e &longs;en&longs;ibiles, <lb/>at Mathematicus frequentius &agrave; prioribus procedit, c&ugrave;m eius cau&longs;&aelig; notio&shy;<lb/>res &longs;int effectibus, &agrave; &longs;en&longs;u .n. </s>
  
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 dum lib.  dum lib.
  
 13. Metaphy&longs;. </s> 13. Metaphy&longs;. ait: qui dicunt Mathematicas &longs;cientias ni&shy;<lb/>hil de bono, vel pulchro dicere, fal&longs;um dicunt: dicunt enim, &amp; maxim&egrave; <expan abbr="o&longs;t&etilde;-dunt">o&longs;ten&shy;<lb/>dunt</expan>, nam etiam&longs;i non nominant, quia tamen opera, &amp; rationes o&longs;tendunt, <lb/>non ne dicunt de eis? </s>
  
 <s>ait: qui dicunt Mathematicas &longs;cientias ni&shy;<lb/>hil de bono, vel pulchro dicere, fal&longs;um dicunt: dicunt enim, &amp; maxim&egrave; <expan abbr="o&longs;t&etilde;-dunt">o&longs;ten&shy;<lb/>dunt</expan>, nam etiam&longs;i non nominant, quia tamen opera, &amp; rationes o&longs;tendunt, <lb/>non ne dicunt de eis? </s> 
  
 <s>pulchri <expan abbr="nam&qacute;">namque</expan>; maxim&egrave; &longs;pecies &longs;unt, ordo, commen&shy;<lb/>&longs;uratio, &amp; definitum, qu&aelig; maxim&egrave; &agrave; Mathematicis &longs;cientijs o&longs;tenduntur.</s></p><p type="main"> <s>pulchri <expan abbr="nam&qacute;">namque</expan>; maxim&egrave; &longs;pecies &longs;unt, ordo, commen&shy;<lb/>&longs;uratio, &amp; definitum, qu&aelig; maxim&egrave; &agrave; Mathematicis &longs;cientijs o&longs;tenduntur.</s></p><p type="main">
  

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