Main  History  Search  Repository tree

[BACK] Return to bianc_locam_009_la_1615.xml CVS log [TXT][DIR] Up to [CVSROOT] / texts / archimedes / xml

Colored diff for /texts/archimedes/xml/bianc_locam_009_la_1615.xml between version 1.7 and 1.11

version 1.7, 2004/03/24 21:09:57 version 1.11, 2007/05/25 17:52:42
Line 17 
Line 17 
       <pb xlink:href="009/01/001.jpg" />       <pb xlink:href="009/01/001.jpg" />
       <section>       <section>
         <p type="head">         <p type="head">
           <s id="id.000001">ARISTOTELIS <lb/>LOCA MATHEMATICA <lb/>           <s id="s.000001">ARISTOTELIS <lb/>LOCA MATHEMATICA <lb/>
 Ex vniuer&longs;is ip&longs;ius Operibus collecta, <lb/> Ex vniuer&longs;is ip&longs;ius Operibus collecta, <lb/>
 &amp; explicata.</s> &amp; explicata.</s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000002"><emph type="italics"/>Aristotelic&aelig; videlicet expo&longs;itionis complementum <lb/>           <s id="s.000002"><emph type="italics"/>Aristotelic&aelig; videlicet expo&longs;itionis complementum <lb/>
 hactenus de&longs;ideratum.<emph.end type="italics"/></s> hactenus de&longs;ideratum.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000003">Acce&longs;&longs;ere de Natura Mathematicarum &longs;cientiarum Tractatio; <lb/>           <s id="s.000003">Acce&longs;&longs;ere de Natura Mathematicarum &longs;cientiarum Tractatio; <lb/>
 <expan abbr="atq;">atque</expan> Clarorum Mathematicorum Chronologia.</s> <expan abbr="atq;">atque</expan> Clarorum Mathematicorum Chronologia.</s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000004"><emph type="italics"/>Authore IOSEPHO BLANCANO Bononien&longs;i &egrave; Societate Ie&longs;u, <lb/>           <s id="s.000004"><emph type="italics"/>Authore IOSEPHO BLANCANO Bononien&longs;i &egrave; Societate Ie&longs;u, <lb/>
 Mathematicarum in Gymna&longs;io Parmen&longs;i Profe&longs;&longs;ore.<emph.end type="italics"/></s> Mathematicarum in Gymna&longs;io Parmen&longs;i Profe&longs;&longs;ore.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000005">Ad Illu&longs;tri&longs;&longs;imum, ac Nobili&longs;&longs;imum <lb/>PETRVMFRANCISCVM MALASPINAM <lb/>           <s id="s.000005">Ad Illu&longs;tri&longs;&longs;imum, ac Nobili&longs;&longs;imum <lb/>PETRVM FRANCISCVM MALASPINAM <lb/>
 Aedificiorum Marchionem, apud C&aelig;&longs;. <!-- REMOVE S-->Maie&longs;tatem <lb/> Aedificiorum Marchionem, apud C&aelig;&longs;. <!-- REMOVE S-->Maie&longs;tatem <lb/>
 pro Sereni&longs;s. <!-- REMOVE S-->Parmen&longs;ium Duce Legatum.</s> pro Sereni&longs;s. <!-- REMOVE S-->Parmen&longs;ium Duce Legatum.</s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000006">BONONI&AElig; M. <!-- REMOVE S-->D C. <!-- KEEP S--><!-- REMOVE S-->X V.<!-- KEEP S--></s>           <s id="s.000006">BONONI&AElig; M. <!-- REMOVE S-->D C. <!-- KEEP S--><!-- REMOVE S-->X V.<!-- KEEP S--></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000007">Apud Bartholom&aelig;um Cochium. <!-- KEEP S--></s>           <s id="s.000007">Apud Bartholom&aelig;um Cochium. <!-- KEEP S--></s>
           <s id="id.000008">Superiorum permi&longs;&longs;u.</s>           <s id="s.000008">Superiorum permi&longs;&longs;u.</s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000009">Sumptibus Hieronymi Tamburini.</s>           <s id="s.000009">Sumptibus Hieronymi Tamburini.</s>
         </p>         </p>
         <pb xlink:href="009/01/002.jpg" />         <pb xlink:href="009/01/002.jpg" />
         <pb xlink:href="009/01/003.jpg" pagenum="3" />         <pb pagenum="3" xlink:href="009/01/003.jpg"/>
       </section>       </section>
       <section>       <section>
         <p type="head">         <p type="head">
           <s id="id.000010">ILLVSTRISSIMO <lb/>AC NOBILISSIMO <lb/>           <s id="s.000010">ILLVSTRISSIMO <lb/>AC NOBILISSIMO <lb/>PETRO FRANCISCO <lb/>MALASPINAE <lb/>
 PETROFRANCISCO <lb/>MALASPINAE <lb/> 
 &AElig;DIFICIORVM MARCHIONI.</s> &AElig;DIFICIORVM MARCHIONI.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000011"><emph type="italics"/>En tandem Illustri&szlig;. <!-- REMOVE S-->Marchio opus no&shy;<lb/>           <s id="s.000011"><emph type="italics"/>En tandem Illustri&szlig;. <!-- REMOVE S-->Marchio opus no&shy;<lb/>
 strum de Locis Mathematicis apud Ari&shy;<lb/> strum de Locis Mathematicis apud Ari&shy;<lb/>
 stotelem, vn&agrave; cum Tractatione de natura <lb/> stotelem, vn&agrave; cum Tractatione de natura <lb/>
 &longs;cientiarum Mathematicarum, necnon <lb/> &longs;cientiarum Mathematicarum, necnon <lb/>
Line 66 
Line 65 
 quod tibi Mec&oelig;nati meo munificenti&longs;simo iure merit&ograve; <lb/> quod tibi Mec&oelig;nati meo munificenti&longs;simo iure merit&ograve; <lb/>
 dicare, ac &longs;ub clari&szlig;imi tui nominis patrocinio in lucem <lb/> dicare, ac &longs;ub clari&szlig;imi tui nominis patrocinio in lucem <lb/>
 dare con&longs;titui. </s> dare con&longs;titui. </s>
           <s id="id.000012">prim&ugrave;m quidem, vt mei perpetui erga te <lb/>           <s id="s.000012">prim&ugrave;m quidem, vt mei perpetui erga te <lb/>
 amoris, &amp; ob&longs;eruanti&aelig; hoc vnum &longs;altem specimen exta&shy;<lb/> amoris, &amp; ob&longs;eruanti&aelig; hoc vnum &longs;altem specimen exta&shy;<lb/>
 ret: t&ugrave;m vt idoneum, &aelig;quumque propo&longs;it&aelig; rei iudicem <lb/> ret: t&ugrave;m vt idoneum, &aelig;quumque propo&longs;it&aelig; rei iudicem <lb/>
 nanci&longs;cerer. </s> nanci&longs;cerer. </s>
           <s id="id.000013">c&ugrave;m enim adiu&longs;tum <expan abbr="arbitr&utilde;">arbitrum</expan> duo poti&szlig;im&ugrave;m <lb/>           <s id="s.000013">c&ugrave;m enim ad iu&longs;tum <expan abbr="arbitr&utilde;">arbitrum</expan> duo poti&szlig;im&ugrave;m <lb/>
 requirantur, rerum &longs;cilicet cognitio, atque prudentia, quem <lb/> requirantur, rerum &longs;cilicet cognitio, atque prudentia, quem <lb/>
 te rei, de qua agitur peritiorem, quemu&egrave; prudentiorem <lb/> te rei, de qua agitur peritiorem, quemu&egrave; prudentiorem <lb/>
 inuenire potuerim? </s> inuenire potuerim? </s>
           <s id="id.000014">tu enim c&ugrave;m Phy&longs;iologi&aelig;, ac Mathe&shy;<lb/>           <s id="s.000014">tu enim c&ugrave;m Phy&longs;iologi&aelig;, ac Mathe&shy;<lb/>
 maticarum omnium Encyclop&aelig;diam mirum in modum<emph.end type="italics"/> <pb xlink:href="009/01/004.jpg" pagenum="4" /><emph type="italics"/>excolueris, adintima Mathematicarum penetralia ita <lb/> maticarum omnium Encyclop&aelig;diam mirum in modum<emph.end type="italics"/> <pb pagenum="4" xlink:href="009/01/004.jpg"/><emph type="italics"/>excolueris, adintima Mathematicarum penetralia ita <lb/>
 per&longs;ua&longs;i&longs;ti, vt Archimedis, &amp; Apollonij admirandis, ac <lb/> per&longs;ua&longs;i&longs;ti, vt Archimedis, &amp; Apollonij admirandis, ac <lb/>
 &longs;ubtili&szlig;imis Demon&longs;trationibus detinearis. </s> &longs;ubtili&szlig;imis Demon&longs;trationibus detinearis. </s>
           <s id="id.000015">Quanta por&shy;<lb/>           <s id="s.000015">Quanta por&shy;<lb/>
 r&ograve; in rebus agendis prudentia valeas, toti pen&egrave; Europ&aelig; <lb/> r&ograve; in rebus agendis prudentia valeas, toti pen&egrave; Europ&aelig; <lb/>
 innotuit, c&ugrave;m pro no&longs;tris Sereni&szlig;. <!-- REMOVE S-->Ducibus, non &longs;ol&ugrave;m ad <lb/> innotuit, c&ugrave;m pro no&longs;tris Sereni&szlig;. <!-- REMOVE S-->Ducibus, non &longs;ol&ugrave;m ad <lb/>
 omnes fer&egrave; Itali&aelig;, atque Germani&aelig; Principes, ver&ugrave;m etiam <lb/> omnes fer&egrave; Itali&aelig;, atque Germani&aelig; Principes, ver&ugrave;m etiam <lb/>
 ad C&aelig;&longs;aream Maie&longs;tatem rebus f&oelig;liciter ge&longs;tis Legatus <lb/> ad C&aelig;&longs;aream Maie&longs;tatem rebus f&oelig;liciter ge&longs;tis Legatus <lb/>
 decim&ugrave;m extiteris; ac dem&ugrave;m &agrave; Sereni&szlig;. <!-- REMOVE S-->Duce Ranutio <lb/> decim&ugrave;m extiteris; ac dem&ugrave;m &agrave; Sereni&szlig;. <!-- REMOVE S-->Duce Ranutio <lb/>
 inter primarios de Rep. <!-- KEEP S--></s> inter primarios de Rep. <!-- KEEP S--></s>
           <s id="id.000016">Con&longs;iliorum Authores ad&longs;citus <lb/>           <s id="s.000016">Con&longs;iliorum Authores ad&longs;citus <lb/>
 fueris. </s> fueris. </s>
           <s id="id.000017">C&aelig;ter&ugrave;m in Clarorum Mathematicorum Chro&shy;<lb/>           <s id="s.000017">C&aelig;ter&ugrave;m in Clarorum Mathematicorum Chro&shy;<lb/>
 nologia perlegenda, &longs;&aelig;pi&szlig;im&egrave; tibi nobili&szlig;imi &aelig;qu&egrave;, ac do&shy;<lb/> nologia perlegenda, &longs;&aelig;pi&szlig;im&egrave; tibi nobili&szlig;imi &aelig;qu&egrave;, ac do&shy;<lb/>
 cti&szlig;imi Viri, tui omnino per&longs;imiles occurrent, quod tibi <lb/> cti&szlig;imi Viri, tui omnino per&longs;imiles occurrent, quod tibi <lb/>
 nonni&longs;i grati&szlig;imum accidere po&longs;&longs;e arbitror. </s> nonni&longs;i grati&szlig;imum accidere po&longs;&longs;e arbitror. </s>
           <s id="id.000018">Complectere <lb/>           <s id="s.000018">Complectere <lb/>
 igitur ea benignitate, atque clementia, qua &longs;oles no&longs;tra stu&shy;<lb/> igitur ea benignitate, atque clementia, qua &longs;oles no&longs;tra stu&shy;<lb/>
 dia promouere, mea h&aelig;c quantulacumque munu&longs;cula. <lb/> dia promouere, mea h&aelig;c quantulacumque munu&longs;cula. <lb/>
 </s> </s>
           <s id="id.000019">qu&aelig; &longs;i tibi accepta e&longs;&longs;e intellexero, iam tandem ma&shy;<lb/>           <s id="s.000019">qu&aelig; &longs;i tibi accepta e&longs;&longs;e intellexero, iam tandem ma&shy;<lb/>
 ximorum munerum loco habenda e&longs;&longs;e cen&longs;e&shy;<lb/> ximorum munerum loco habenda e&longs;&longs;e cen&longs;e&shy;<lb/>
 bo. </s> bo. </s>
           <s id="id.000020">incolumem tibi, ac f&oelig;licem D. Opt. <lb/>           <s id="s.000020">incolumem tibi, ac f&oelig;licem D. Opt. <lb/>
 <!-- REMOVE S-->Max. <!-- REMOVE S-->long&aelig;uitatem tueatur. <lb/> <!-- REMOVE S-->Max. <!-- REMOVE S-->long&aelig;uitatem tueatur. <lb/>
 </s> </s>
           <s id="id.000021">Vale.<emph.end type="italics"/><!-- KEEP S--></s>           <s id="s.000021">Vale.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000022"><emph type="italics"/>Parm&aelig; Idibus Maij M. DC. XIIII.<emph.end type="italics"/><lb/>           <s id="s.000022"><emph type="italics"/>Parm&aelig; Idibus Maij M. DC. XIIII.<emph.end type="italics"/><lb/>
 <!-- KEEP S--></s> <!-- KEEP S--></s>
         </p>         </p>
       </section>       </section>
       <pb xlink:href="009/01/005.jpg" pagenum="5" />       <pb pagenum="5" xlink:href="009/01/005.jpg"/>
       <section>       <section>
         <p type="head">         <p type="head">
           <s id="id.000023">Liber de &longs;e ip&longs;o.</s>           <s id="s.000023">Liber de &longs;e ip&longs;o.</s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000024"><emph type="italics"/>Nec di&longs;cet Lector me &longs;olo interprete totum, <lb/>           <s id="s.000024"><emph type="italics"/>Nec di&longs;cet Lector me &longs;olo interprete totum, <lb/>
 Nec &longs;ine me totum di&longs;cet Aristotelem.<emph.end type="italics"/><!-- KEEP S--></s> Nec &longs;ine me totum di&longs;cet Aristotelem.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000025">Ego Iordanus Ca&longs;&longs;ini Pr&aelig;po&longs;itus Prouincialis Prouinci&aelig; Venet&aelig; Societatis <lb/>           <s id="s.000025">Ego Iordanus Ca&longs;&longs;ini Pr&aelig;po&longs;itus Prouincialis Prouinci&aelig; Venet&aelig; Societatis <lb/>
 Ie&longs;u, ex auctoritate Adm. <!-- REMOVE S-->Reuer. <!-- REMOVE S-->P. no&longs;tro Pr&aelig;po&longs;iti Generalis P. <!-- REMOVE S-->Claudij <lb/> Ie&longs;u, ex auctoritate Adm. <!-- REMOVE S-->Reuer. <!-- REMOVE S-->P. no&longs;tro Pr&aelig;po&longs;iti Generalis P. <!-- REMOVE S-->Claudij <lb/>
 Aqu&aelig;uiu&aelig;, facultatem concedo, vt hoc opus P. <!-- REMOVE S-->Io&longs;ephi Blancani eiu&longs;dem <lb/> Aqu&aelig;uiu&aelig;, facultatem concedo, vt hoc opus P. <!-- REMOVE S-->Io&longs;ephi Blancani eiu&longs;dem <lb/>
 Societatis, quod in&longs;cribitur, Ari&longs;t. Loca Mathematica ex vniuer&longs;is ip&longs;ius <lb/> Societatis, quod in&longs;cribitur, Ari&longs;t. Loca Mathematica ex vniuer&longs;is ip&longs;ius <lb/>
 operibus collecta, &amp; explicata, &agrave; deputatis Patribus recognitum, &amp; ap&shy;<lb/> operibus collecta, &amp; explicata, &agrave; deputatis Patribus recognitum, &amp; ap&shy;<lb/>
 probatum typis mandari po&longs;&longs;it. </s> probatum typis mandari po&longs;&longs;it. </s>
           <s id="id.000026">Parm&aelig; die 15. Ianuarij 1615.</s>           <s id="s.000026">Parm&aelig; die 15. Ianuarij 1615.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000027"><emph type="italics"/>Iordanus Ca&longs;&longs;ini P.<emph.end type="italics"/><!-- REMOVE S--><lb/>           <s id="s.000027"><emph type="italics"/>Iordanus Ca&longs;&longs;ini P.<emph.end type="italics"/><!-- REMOVE S--><lb/>
 Don Marcellus Balda&longs;&longs;inus pro Illu&longs;tri&longs;s. </s> Don Marcellus Balda&longs;&longs;inus pro Illu&longs;tri&longs;s. </s>
           <s id="id.000028">&amp; Reuerendi&longs;s. <!-- REMOVE S-->Archiepi&longs;c. <!-- REMOVE S-->Bonon.</s>           <s id="s.000028">&amp; Reuerendi&longs;s. <!-- REMOVE S-->Archiepi&longs;c. <!-- REMOVE S-->Bonon.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000029">Imprimatur</s>           <s id="s.000029">Imprimatur</s>
           <s id="id.000030">Fr. <!-- REMOVE S-->Hieronymus Onuphrius pro Reuerendi&longs;s. <!-- REMOVE S-->P. <!-- REMOVE S-->Inqui&longs;itore Bonon.</s>           <s id="s.000030">Fr. <!-- REMOVE S-->Hieronymus Onuphrius pro Reuerendi&longs;s. <!-- REMOVE S-->P. <!-- REMOVE S-->Inqui&longs;itore Bonon.</s>
         </p>         </p>
       </section>       </section>
       <pb xlink:href="009/01/006.jpg" pagenum="6" />       <pb pagenum="6" xlink:href="009/01/006.jpg"/>
       <section>       <section>
         <p type="head">         <p type="head">
           <s id="id.000031">LECTORI.</s>           <s id="s.000031">LECTORI.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000032">Qvod pri&longs;cis olim temporibus &lpar;humani&longs;&longs;ime Lector&rpar; &longs;um&shy;<lb/>           <s id="s.000032">Qvod pri&longs;cis olim temporibus &lpar;humani&longs;&longs;ime Lector&rpar; &longs;um&shy;<lb/>
 mi duo Philo&longs;ophi, Philippus Mendeus, ac Theon Smyr&shy;<lb/> mi duo Philo&longs;ophi, Philippus Mendeus, ac Theon Smyr&shy;<lb/>
 n&aelig;us in Platonis Dialogis egregi&egrave; perfecerunt, vt videli&shy;<lb/> n&aelig;us in Platonis Dialogis egregi&egrave; perfecerunt, vt videli&shy;<lb/>
 cet qu&aelig; pa&longs;&longs;im &longs;ummus hic Philo&longs;ophus de Mathemati&shy;<lb/> cet qu&aelig; pa&longs;&longs;im &longs;ummus hic Philo&longs;ophus de Mathemati&shy;<lb/>
Line 154 
Line 153 
 qui pri&longs;ca illa con&longs;uetudine relicta, Mathematicarum omnium ignari <lb/> qui pri&longs;ca illa con&longs;uetudine relicta, Mathematicarum omnium ignari <lb/>
 non &longs;ine graui &longs;tudiorum &longs;uorum detrimento Philo&longs;ophi&aelig; curriculum <lb/> non &longs;ine graui &longs;tudiorum &longs;uorum detrimento Philo&longs;ophi&aelig; curriculum <lb/>
 aggrediuntur. </s> aggrediuntur. </s>
           <s id="id.000033">Vt autem huius operis nece&longs;&longs;itas, <expan abbr="vari&aelig;&qacute;">vari&aelig;que</expan>; vtilitates pla&shy;<lb/>           <s id="s.000033">Vt autem huius operis nece&longs;&longs;itas, <expan abbr="vari&aelig;&qacute;">vari&aelig;que</expan>; vtilitates pla&shy;<lb/>
 nius cogno&longs;cantur oper&aelig;pretium erit initio illius cau&longs;as exponere; qu&aelig; <lb/> nius cogno&longs;cantur oper&aelig;pretium erit initio illius cau&longs;as exponere; qu&aelig; <lb/>
 me poti&longs;&longs;imum ad illud con&longs;cribendum compulerunt, quarum</s> me poti&longs;&longs;imum ad illud con&longs;cribendum compulerunt, quarum</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000034">Prima &longs;it, quod h&aelig;c Ari&longs;t. loca Mathematica, qu&aelig; quidem fer&egrave; 408. <lb/>           <s id="s.000034">Prima &longs;it, quod h&aelig;c Ari&longs;t. loca Mathematica, qu&aelig; quidem fer&egrave; 408. <lb/>
 numerantur, pe&longs;&longs;im&egrave; latinis literis con&longs;ignata &longs;unt v&longs;que ade&ograve;, vt Ari&shy;<lb/> numerantur, pe&longs;&longs;im&egrave; latinis literis con&longs;ignata &longs;unt v&longs;que ade&ograve;, vt Ari&shy;<lb/>
 &longs;totelem ip&longs;um, vel inuitum &lpar;quod po&longs;tea multis in locis planum fiet&rpar; in <lb/> &longs;totelem ip&longs;um, vel inuitum &lpar;quod po&longs;tea multis in locis planum fiet&rpar; in <lb/>
 ab&longs;urdi&longs;&longs;ima errata &longs;&aelig;pi&longs;&longs;im&egrave; compellant.</s> ab&longs;urdi&longs;&longs;ima errata &longs;&aelig;pi&longs;&longs;im&egrave; compellant.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000035">Secunda, qu&ograve;d plurima huiu&longs;modi loca &agrave; nemine, quod &longs;ciam, adhuc <lb/>           <s id="s.000035">Secunda, qu&ograve;d plurima huiu&longs;modi loca &agrave; nemine, quod &longs;ciam, adhuc <lb/>
 declarata in tenebris magno no&longs;trorum malo delite&longs;cunt: cuiu&longs;modi <lb/> declarata in tenebris magno no&longs;trorum malo delite&longs;cunt: cuiu&longs;modi <lb/>
 &longs;unt ad &longs;exaginta problemata, libellus de lineis in &longs;ecabilibus, libellus <lb/> &longs;unt ad &longs;exaginta problemata, libellus de lineis in &longs;ecabilibus, libellus <lb/>
 de mundo, &longs;i tamen Ari&longs;totelis e&longs;t, &amp; Mechanic&aelig; qu&aelig;&longs;tiones, quamuis <lb/> de mundo, &longs;i tamen Ari&longs;totelis e&longs;t, &amp; Mechanic&aelig; qu&aelig;&longs;tiones, quamuis <lb/>
 enim Picolomineus in eas paraphra&longs;im ediderit, loca tamen earum dif&shy;<lb/> enim Picolomineus in eas paraphra&longs;im ediderit, loca tamen earum dif&shy;<lb/>
 ficiliora non &longs;atis illu&longs;trauit. </s> ficiliora non &longs;atis illu&longs;trauit. </s>
           <s id="id.000036">Vt autem dixi 408. in vniuer&longs;um loca mi&shy;<lb/>           <s id="s.000036">Vt autem dixi 408. in vniuer&longs;um loca mi&shy;<lb/>
 nim&ugrave;m numerantur, quibus illud Platonis in&longs;criptum e&longs;t <foreign lang="greek">agaiome/trhtos <lb/> nim&ugrave;m numerantur, quibus illud Platonis in&longs;criptum e&longs;t <foreign lang="greek">agaiome/trhtos <lb/>
 udei/s eisi/to</foreign>; &amp; in quibus Mathematic&aelig; di&longs;ciplin&aelig; rudes, &amp; imperiti, quem <lb/> udei/s eisi/to</foreign>; &amp; in quibus Mathematic&aelig; di&longs;ciplin&aelig; rudes, &amp; imperiti, quem <lb/>
 &longs;equuntur ducem Ari&longs;t. eum &longs;&aelig;pe de&longs;erere non &longs;ine turpi dedecoris no&shy;<lb/> &longs;equuntur ducem Ari&longs;t. eum &longs;&aelig;pe de&longs;erere non &longs;ine turpi dedecoris no&shy;<lb/>
Line 180 
Line 179 
 obducant.</s> obducant.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000037">Tertia, quia Gr&aelig;ci eorumdem locorum commentatores breuiter, &amp; <lb/>           <s id="s.000037">Tertia, quia Gr&aelig;ci eorumdem locorum commentatores breuiter, &amp; <lb/>
 ob&longs;cur&egrave; admodum ea, qu&aelig; ad Mathematicum &longs;pectant, attingunt, hoc <lb/> ob&longs;cur&egrave; admodum ea, qu&aelig; ad Mathematicum &longs;pectant, attingunt, hoc <lb/>
 enim ab ip&longs;is <expan abbr="cert&utilde;">certum</expan> ponitur, Lectorem e&longs;&longs;e, vt moris tunc erat, omnium <lb/> enim ab ip&longs;is <expan abbr="cert&utilde;">certum</expan> ponitur, Lectorem e&longs;&longs;e, vt moris tunc erat, omnium <lb/>
 Philo &longs;ophorum, Mathematicis imbutum; at ver&ograve; no&longs;tra &aelig;tate magna <lb/> Philo &longs;ophorum, Mathematicis imbutum; at ver&ograve; no&longs;tra &aelig;tate magna <lb/>
Line 188 
Line 187 
 tuti pr&aelig;&longs;idijs, ne Gr&aelig;corum quidem Interpretum explanationes, ne&shy;<lb/> tuti pr&aelig;&longs;idijs, ne Gr&aelig;corum quidem Interpretum explanationes, ne&shy;<lb/>
 dum Ari&longs;t. ob&longs;cur&egrave; dicta intelligunt.</s> dum Ari&longs;t. ob&longs;cur&egrave; dicta intelligunt.</s>
         </p>         </p>
         <pb xlink:href="009/01/007.jpg" pagenum="7" />         <pb pagenum="7" xlink:href="009/01/007.jpg"/>
         <p type="main">         <p type="main">
           <s id="id.000038">Quarta. </s>           <s id="s.000038">Quarta. </s>
           <s id="id.000039">Adde, quod etiam &longs;i quis leuiter &longs;it erudito illo Mathemati&shy;<lb/>           <s id="s.000039">Adde, quod etiam &longs;i quis leuiter &longs;it erudito illo Mathemati&shy;<lb/>
 corum puluere con&longs;per&longs;us, ade&ograve; tamen peruer&longs;a e&longs;t eorumdem Gr&aelig;co&shy;<lb/> corum puluere con&longs;per&longs;us, ade&ograve; tamen peruer&longs;a e&longs;t eorumdem Gr&aelig;co&shy;<lb/>
 rum in Latinum tran&longs;latio, <expan abbr="tanta&qacute;">tantaque</expan>; figurarum, qu&aelig; nece&longs;&longs;ari&aelig; erant <lb/> rum in Latinum tran&longs;latio, <expan abbr="tanta&qacute;">tantaque</expan>; figurarum, qu&aelig; nece&longs;&longs;ari&aelig; erant <lb/>
 confu&longs;io, &amp; deprauatio, vt nec abeo, qui &longs;it Mathematicarum &longs;cientia <lb/> confu&longs;io, &amp; deprauatio, vt nec abeo, qui &longs;it Mathematicarum &longs;cientia <lb/>
 excultus, &longs;ine magno labore percipi po&longs;&longs;int. </s> excultus, &longs;ine magno labore percipi po&longs;&longs;int. </s>
           <s id="id.000040">Quin etiam figur&aelig; ill&aelig;, qu&aelig; <lb/>           <s id="s.000040">Quin etiam figur&aelig; ill&aelig;, qu&aelig; <lb/>
 omnino nece&longs;&longs;ari&aelig; &longs;unt ob Scriptorum, &amp; Typographorum in&longs;citiam, <lb/> omnino nece&longs;&longs;ari&aelig; &longs;unt ob Scriptorum, &amp; Typographorum in&longs;citiam, <lb/>
 aut inertiam pluribus in locis de&longs;iderantur. </s> aut inertiam pluribus in locis de&longs;iderantur. </s>
           <s id="id.000041">Latini ver&ograve; multo minus, <lb/>           <s id="s.000041">Latini ver&ograve; multo minus, <lb/>
 qu&agrave;m Gr&aelig;ci Mathematic&aelig; periti, qua ratione eadem loca pertractaue&shy;<lb/> qu&agrave;m Gr&aelig;ci Mathematic&aelig; periti, qua ratione eadem loca pertractaue&shy;<lb/>
 rint, facilius e&longs;t conijcere, qu&agrave;m vt dici oporteat.</s> rint, facilius e&longs;t conijcere, qu&agrave;m vt dici oporteat.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000042">Quinta. </s>           <s id="s.000042">Quinta. </s>
           <s id="id.000043">Ex his omnibus in aliud incommodum, vel maximum Phi&shy;<lb/>           <s id="s.000043">Ex his omnibus in aliud incommodum, vel maximum Phi&shy;<lb/>
 lo&longs;ophi quidam incidebant; aut enim horum locorum expo&longs;itionem ta&shy;<lb/> lo&longs;ophi quidam incidebant; aut enim horum locorum expo&longs;itionem ta&shy;<lb/>
 citi declinabant: aut eam minime nece&longs;&longs;ariam ad Ari&longs;t. percipiendam <lb/> citi declinabant: aut eam minime nece&longs;&longs;ariam ad Ari&longs;t. percipiendam <lb/>
 &longs;ententiam a&longs;&longs;erebant; quo quid ab&longs;urdius, quid &longs;tudio&longs;orum progre&longs;&shy;<lb/> &longs;ententiam a&longs;&longs;erebant; quo quid ab&longs;urdius, quid &longs;tudio&longs;orum progre&longs;&shy;<lb/>
 &longs;ibus pernicio&longs;ius excogitari pote&longs;t? </s> &longs;ibus pernicio&longs;ius excogitari pote&longs;t? </s>
           <s id="id.000044">Eorum ver&ograve; nonnulli eorumdem <lb/>           <s id="s.000044">Eorum ver&ograve; nonnulli eorumdem <lb/>
 locorum expo&longs;itionem audacter nimis aggrediebantur, <expan abbr="atq;">atque</expan> hinc pueri&shy;<lb/> locorum expo&longs;itionem audacter nimis aggrediebantur, <expan abbr="atq;">atque</expan> hinc pueri&shy;<lb/>
 les ill&aelig;, ac ridicul&aelig; expo&longs;itiones pa&longs;&longs;im audit&aelig;, cuiu&longs;modi e&longs;t illa, quan&shy;<lb/> les ill&aelig;, ac ridicul&aelig; expo&longs;itiones pa&longs;&longs;im audit&aelig;, cuiu&longs;modi e&longs;t illa, quan&shy;<lb/>
 do Ari&longs;toteles ait, quod illi frequenti&longs;&longs;imum e&longs;t, omnis triangulus ha&shy;<lb/> do Ari&longs;toteles ait, quod illi frequenti&longs;&longs;imum e&longs;t, omnis triangulus ha&shy;<lb/>
 bet tres; nihil aliud &longs;ignificari volunt, qu&agrave;m omnem triangulum habe&shy;<lb/> bet tres; nihil aliud &longs;ignificari volunt, qu&agrave;m omnem triangulum habe&shy;<lb/>
 re tres angulos. </s> re tres angulos. </s>
           <s id="id.000045">quod &longs;i dicat, omnis triangulus habet tres &aelig;quales duo&shy;<lb/>           <s id="s.000045">quod &longs;i dicat, omnis triangulus habet tres &aelig;quales duo&shy;<lb/>
 bus rectis: hic h&aelig;rent, hinc anguntur: <expan abbr="cumq;">cumque</expan> ex his angu&longs;tijs, ac tricis <lb/> bus rectis: hic h&aelig;rent, hinc anguntur: <expan abbr="cumq;">cumque</expan> ex his angu&longs;tijs, ac tricis <lb/>
 &longs;e minim&egrave; expedire valeant, aurea verba illa, quibus ingentes &longs;apienti&aelig; <lb/> &longs;e minim&egrave; expedire valeant, aurea verba illa, quibus ingentes &longs;apienti&aelig; <lb/>
 the&longs;auri continentur, alto &longs;ilentij velo contegere Mathematicarum eos <lb/> the&longs;auri continentur, alto &longs;ilentij velo contegere Mathematicarum eos <lb/>
 cogit in&longs;citia: vnde illud, quod Gr&aelig;c&aelig; lingu&aelig; imperitis mutata oratio&shy;<lb/> cogit in&longs;citia: vnde illud, quod Gr&aelig;c&aelig; lingu&aelig; imperitis mutata oratio&shy;<lb/>
 ne acclamandum illis foret, Mathematicum e&longs;t, non legitur. </s> ne acclamandum illis foret, Mathematicum e&longs;t, non legitur. </s>
           <s id="id.000046">Nec mi&shy;<lb/>           <s id="s.000046">Nec mi&shy;<lb/>
 nus elegans illa altera expo&longs;itio; Diametrum e&longs;&longs;e incommen&longs;urabilem <lb/> nus elegans illa altera expo&longs;itio; Diametrum e&longs;&longs;e incommen&longs;urabilem <lb/>
 co&longs;t&aelig;; quod &longs;&aelig;pe apud Ari&longs;t. legentibus occurrit, nihil aliud &longs;ibi velle, <lb/> co&longs;t&aelig;; quod &longs;&aelig;pe apud Ari&longs;t. legentibus occurrit, nihil aliud &longs;ibi velle, <lb/>
 quam Diametrum e&longs;&longs;e longiorem co&longs;ta, quam quidem a&longs;ymetri&aelig; huius <lb/> quam Diametrum e&longs;&longs;e longiorem co&longs;ta, quam quidem a&longs;ymetri&aelig; huius <lb/>
 ignorantiam Plato de legibus dial. </s> ignorantiam Plato de legibus dial. 7. non hominum, &longs;ed &longs;uum, <expan abbr="peco-rumq;">peco&shy;<lb/>
           <s id="id.000047">7. non hominum, &longs;ed &longs;uum, <expan abbr="peco-rumq;">peco&shy;<lb/> 
 rumque</expan> appellare non dubitauit. </s> rumque</expan> appellare non dubitauit. </s>
           <s id="id.000048">Quid illa? </s>           <s id="s.000047">Quid illa? </s>
           <s id="id.000049">cum Ari&longs;t. ait duo cubi, cu&shy;<lb/>           <s id="s.000048">cum Ari&longs;t. ait duo cubi, cu&shy;<lb/>
 bus, ip&longs;um loqui putant de duplatione Geometrici cubi, nondum in&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/> uenta; non intelligentes, eum ibi de numeris cubis &longs;ermonem habere. <lb/>
 </s> </s>
           <s id="id.000050">Auerroes ip&longs;e tantus vir 5. Phy&longs;. commen. <!-- REMOVE S-->15. qu&agrave;m &longs;e Mathematicis, <lb/>           <s id="s.000049">Auerroes ip&longs;e tantus vir 5. Phy&longs;. commen. <!-- REMOVE 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/> 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/> tione putat &longs;erect&egrave; in hunc modum pluribus apud ip&longs;um verbis explica&shy;<lb/>
 tum, argumentari,</s> tum, argumentari,</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000051"><emph type="italics"/>Vt &longs;e habet voluntas noua ad effectum nouum, <lb/>           <s id="s.000050"><emph type="italics"/>Vt &longs;e habet voluntas noua ad effectum nouum, <lb/>
 It a voluntas antiqua ad effectum antiquum. <lb/> It a voluntas antiqua ad effectum antiquum. <lb/>
 </s> </s>
           <s id="id.000052">Ergo permutatim, vt &longs;e habebit voluntas noua ad effectum <lb/>           <s id="s.000051">Ergo permutatim, vt &longs;e habebit voluntas noua ad effectum <lb/>
 antiquum, ita voluntas antiqua ad effectum nouum.<emph.end type="italics"/></s> antiquum, ita voluntas antiqua ad effectum nouum.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000053"><expan abbr="Spectat&utilde;">Spectatum</expan> admi&longs;&longs;i ri&longs;um teneatis amici? </s>           <s id="s.000052"><expan abbr="Spectat&utilde;">Spectatum</expan> admi&longs;&longs;i ri&longs;um teneatis amici? </s>
           <s id="id.000054">nego, ait; qui&longs;piam con&longs;equen&shy;           <s id="s.000053">nego, ait; qui&longs;piam con&longs;equen&shy;
  
  
 <pb xlink:href="009/01/008.jpg" pagenum="8" />tiam, non enim hoc e&longs;t argumentari &agrave; permutata ratione, deberet enim <lb/> <pb pagenum="8" xlink:href="009/01/008.jpg"/>tiam, non enim hoc e&longs;t argumentari &agrave; permutata ratione, deberet enim <lb/>
 inferre, &longs;ic, ergo ita &longs;e habebit voluntas noua ad antiquam, quemad&shy;<lb/> inferre, &longs;ic, ergo ita &longs;e habebit voluntas noua ad antiquam, quemad&shy;<lb/>
 modum effectus nouus ad antiquum. </s> modum effectus nouus ad antiquum. </s>
           <s id="id.000055">qu&aelig; vitio&longs;a argumentatio quan&shy;<lb/>           <s id="s.000054">qu&aelig; vitio&longs;a argumentatio quan&shy;<lb/>
 tumuis l&aelig;uis &longs;it, &amp; manife&longs;ta, quo&longs;dam tamen magni nominis philo&longs;o&shy;<lb/> tumuis l&aelig;uis &longs;it, &amp; manife&longs;ta, quo&longs;dam tamen magni nominis philo&longs;o&shy;<lb/>
 phantes ade&ograve; tor&longs;it, vt adhuc torqueat.</s> phantes ade&ograve; tor&longs;it, vt adhuc torqueat.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000056">Quanta autem mi&longs;eratione digni, qui public&egrave; aliquando apud &longs;uos <lb/>           <s id="s.000055">Quanta autem mi&longs;eratione digni, qui public&egrave; aliquando apud &longs;uos <lb/>
 auditores totam Per&longs;pectiuam, qua nihil iucundius e&longs;t, de medio tolle&shy;<lb/> auditores totam Per&longs;pectiuam, qua nihil iucundius e&longs;t, de medio tolle&shy;<lb/>
 re conati &longs;unt, propterea quod ill&aelig; vi&longs;uales line&aelig;, illi anguli, ill&aelig; pyra&shy;<lb/> re conati &longs;unt, propterea quod ill&aelig; vi&longs;uales line&aelig;, illi anguli, ill&aelig; pyra&shy;<lb/>
 mides, aut coni, quibus vi&longs;io perficitur nullibi extarent, &longs;ed e&longs;&longs;ent vana <lb/> mides, aut coni, quibus vi&longs;io perficitur nullibi extarent, &longs;ed e&longs;&longs;ent vana <lb/>
 qu&aelig;dam opticorum figmenta. </s> qu&aelig;dam opticorum figmenta. </s>
           <s id="id.000057">Qu&igrave; ver&ograve; fieri potuit, vt non aduerterint <lb/>           <s id="s.000056">Qu&igrave; ver&ograve; fieri potuit, vt non aduerterint <lb/>
 i&longs;ti &longs;e Ari&longs;toteli &longs;uo manife&longs;te repugnare, qui &longs;&aelig;pius de lineis vi&longs;ualibus <lb/> i&longs;ti &longs;e Ari&longs;toteli &longs;uo manife&longs;te repugnare, qui &longs;&aelig;pius de lineis vi&longs;ualibus <lb/>
 per&longs;pectiuum pertractare a&longs;&longs;erit, <expan abbr="di&longs;crimen&qacute;">di&longs;crimenque</expan>; inter lineam phy&longs;icam, &amp; <lb/> per&longs;pectiuum pertractare a&longs;&longs;erit, <expan abbr="di&longs;crimen&qacute;">di&longs;crimenque</expan>; inter lineam phy&longs;icam, &amp; <lb/>
 opticam a&longs;&longs;ignat, <expan abbr="ip&longs;ius&qacute;">ip&longs;iusque</expan>; optices tanquam ver&aelig; &longs;cienti&aelig; mentionem <lb/> opticam a&longs;&longs;ignat, <expan abbr="ip&longs;ius&qacute;">ip&longs;iusque</expan>; optices tanquam ver&aelig; &longs;cienti&aelig; mentionem <lb/>
 &longs;&aelig;pius facit.</s> &longs;&aelig;pius facit.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000058">Alij ex altera parte contra A&longs;tronomos in &longs;urgunt, eccentricos, <expan abbr="atq;">atque</expan> <lb/>           <s id="s.000057">Alij ex altera parte contra A&longs;tronomos in &longs;urgunt, eccentricos, <expan abbr="atq;">atque</expan> <lb/>
 epiciclos omnes de c&oelig;lo detrahere cupientes. </s> epiciclos omnes de c&oelig;lo detrahere cupientes. </s>
           <s id="id.000059">Verum id i&longs;ti nulla ex&shy;<lb/>           <s id="s.000058">Verum id i&longs;ti nulla ex&shy;<lb/>
 pre&longs;&longs;a nedum probabili ratione faciunt, fals&ograve; exi&longs;timantes A&longs;tronomos <lb/> pre&longs;&longs;a nedum probabili ratione faciunt, fals&ograve; exi&longs;timantes A&longs;tronomos <lb/>
 admirandam illam C&oelig;lorum fabricam a&longs;&longs;erere, non autem &longs;upponere: <lb/> admirandam illam C&oelig;lorum fabricam a&longs;&longs;erere, non autem &longs;upponere: <lb/>
 &longs;ed a&longs;tronomi illam &longs;upponunt, <expan abbr="eam&qacute;">eamque</expan>; propterea hypothe&longs;im <expan abbr="appell&atilde;t">appellant</expan>, <lb/> &longs;ed a&longs;tronomi illam &longs;upponunt, <expan abbr="eam&qacute;">eamque</expan>; propterea hypothe&longs;im <expan abbr="appell&atilde;t">appellant</expan>, <lb/>
 non a&longs;&longs;erunt. </s> non a&longs;&longs;erunt. </s>
           <s id="id.000060">Quod &longs;i aliqua probabili ratione id facerent, vti nonnulli <lb/>           <s id="s.000059">Quod &longs;i aliqua probabili ratione id facerent, vti nonnulli <lb/>
 ex recentioribus, quorum Ticho Coripheus e&longs;t, laudandi potius, quam <lb/> ex recentioribus, quorum Ticho Coripheus e&longs;t, laudandi potius, quam <lb/>
 vituperandi e&longs;&longs;ent. </s> vituperandi e&longs;&longs;ent. </s>
           <s id="id.000061">Impugnant <expan abbr="itaq;">itaque</expan> a&longs;tronomachi i&longs;ti hypothe&longs;im pro <lb/>           <s id="s.000060">Impugnant <expan abbr="itaq;">itaque</expan> a&longs;tronomachi i&longs;ti hypothe&longs;im pro <lb/>
 a&longs;&longs;ertione; <expan abbr="tales&qacute;">talesque</expan>; &longs;&aelig;p&egrave; hi &longs;unt, vt non &longs;atis intelligant, quid &longs;it Aequa&shy;<lb/> a&longs;&longs;ertione; <expan abbr="tales&qacute;">talesque</expan>; &longs;&aelig;p&egrave; hi &longs;unt, vt non &longs;atis intelligant, quid &longs;it Aequa&shy;<lb/>
 tor, aut Zodiacus, ne dum quid Epiciclus, aut Eccentricus. </s> tor, aut Zodiacus, ne dum quid Epiciclus, aut Eccentricus. </s>
           <s id="id.000062">Nec defuit <lb/>           <s id="s.000061">Nec defuit <lb/>
 qui viginti duo argumenta excogitarit, <expan abbr="atq;">atque</expan> in medium protulerit, qui&shy;<lb/> qui viginti duo argumenta excogitarit, <expan abbr="atq;">atque</expan> in medium protulerit, qui&shy;<lb/>
 bus contra A&longs;tronomos probare conatus e&longs;t, nullo modo Solem, aut <lb/> bus contra A&longs;tronomos probare conatus e&longs;t, nullo modo Solem, aut <lb/>
 Lunam moueri po&longs;&longs;e motibus contrarijs, ide&longs;t, ab oriente in <expan abbr="occid&etilde;tem">occidentem</expan> <lb/> Lunam moueri po&longs;&longs;e motibus contrarijs, ide&longs;t, ab oriente in <expan abbr="occid&etilde;tem">occidentem</expan> <lb/>
 motu diurno, &amp; proprio ab occidente in orientem. </s> motu diurno, &amp; proprio ab occidente in orientem. </s>
           <s id="id.000063">Sed exi&longs;timandum <lb/>           <s id="s.000062">Sed exi&longs;timandum <lb/>
 e&longs;t <expan abbr="i&longs;t&utilde;">i&longs;tum</expan> Lunam nouam &agrave; Sole quotidie magis, ac magis ver&longs;us orientem <lb/> e&longs;t <expan abbr="i&longs;t&utilde;">i&longs;tum</expan> Lunam nouam &agrave; Sole quotidie magis, ac magis ver&longs;us orientem <lb/>
 recedere, nunquam animaduerti&longs;&longs;e; ab ea enim hanc motuum concor&shy;<lb/> recedere, nunquam animaduerti&longs;&longs;e; ab ea enim hanc motuum concor&shy;<lb/>
 diam didici&longs;&longs;et.</s> diam didici&longs;&longs;et.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000064">Quid tandem <expan abbr="dic&etilde;dum">dicendum</expan> de quodam magni nominis Philo&longs;opho, om&shy;<lb/>           <s id="s.000063">Quid tandem <expan abbr="dic&etilde;dum">dicendum</expan> de quodam magni nominis Philo&longs;opho, om&shy;<lb/>
 nium tamen <expan abbr="Mathematicar&utilde;">Mathematicarum</expan> experte, qui in publica di&longs;putatione axio&shy;<lb/> nium tamen <expan abbr="Mathematicar&utilde;">Mathematicarum</expan> experte, qui in publica di&longs;putatione axio&shy;<lb/>
 ma illud Mathematicum, omne totum e&longs;t maius &longs;ua parte, in &longs;en&longs;u in <lb/> ma illud Mathematicum, omne totum e&longs;t maius &longs;ua parte, in &longs;en&longs;u in <lb/>
 quo &agrave; Mathematicis effertur negare non erubuit, e&ograve;, quod in infinito, <lb/> quo &agrave; Mathematicis effertur negare non erubuit, e&ograve;, quod in infinito, <lb/>
 vt aiebat non concederetur ab omnibus. </s> vt aiebat non concederetur ab omnibus. </s>
           <s id="id.000065">&longs;cilicet non intelligebat ma&shy;<lb/>           <s id="s.000064">&longs;cilicet non intelligebat ma&shy;<lb/>
 thematicum tantummodo tractare de Quantitate finita, ac terminata, <lb/> thematicum tantummodo tractare de Quantitate finita, ac terminata, <lb/>
 in qua axioma pr&aelig;dictum ab omnibus conceditur. </s> in qua axioma pr&aelig;dictum ab omnibus conceditur. </s>
           <s id="id.000066">Neque vero hic <lb/>           <s id="s.000065">Neque vero hic <lb/>
 nonnullorum infen&longs;us in Mathematicas animus quieuit, verum etiam <lb/> nonnullorum infen&longs;us in Mathematicas animus quieuit, verum etiam <lb/>
 e&ograve; progre&longs;&longs;us e&longs;t, vt eas omnes omnino conuellere, atque ex albo &longs;cien&shy; e&ograve; progre&longs;&longs;us e&longs;t, vt eas omnes omnino conuellere, atque ex albo &longs;cien&shy;
  
  
 <pb xlink:href="009/01/009.jpg" pagenum="9" />tiarum, quamuis non Ari&longs;totele tantum, &longs;ed ip&longs;a etiam veritate repu&shy;<lb/> <pb pagenum="9" xlink:href="009/01/009.jpg"/>tiarum, quamuis non Ari&longs;totele tantum, &longs;ed ip&longs;a etiam veritate repu&shy;<lb/>
 gnante, expungere conati &longs;int; <expan abbr="idq;">idque</expan> ne&longs;cio an vlla alia de cau&longs;a egerint, <lb/> gnante, expungere conati &longs;int; <expan abbr="idq;">idque</expan> ne&longs;cio an vlla alia de cau&longs;a egerint, <lb/>
 qu&agrave;m quod eas non &longs;atis calerent; non &longs;ecus <expan abbr="atq;">atque</expan> Ae&longs;opica illa Vulpes, <lb/> qu&agrave;m quod eas non &longs;atis calerent; non &longs;ecus <expan abbr="atq;">atque</expan> Ae&longs;opica illa Vulpes, <lb/>
 qu&aelig; cum cauda mutilata e&longs;&longs;et, caudarum mutilationem reliquis vulpi&shy;<lb/> qu&aelig; cum cauda mutilata e&longs;&longs;et, caudarum mutilationem reliquis vulpi&shy;<lb/>
 bus vafr&egrave; per&longs;uadere conabatur. </s> bus vafr&egrave; per&longs;uadere conabatur. </s>
           <s id="id.000067">Verum enim ver&ograve; optim&egrave; &longs;cio, ea, <lb/>           <s id="s.000066">Verum enim ver&ograve; optim&egrave; &longs;cio, ea, <lb/>
 qu&etail; hactenus dicta &longs;unt non in omnes no&longs;tri temporis Philo&longs;ophos qua&shy;<lb/> qu&etail; hactenus dicta &longs;unt non in omnes no&longs;tri temporis Philo&longs;ophos qua&shy;<lb/>
 drare, cum non pauci hodie quoque &longs;int, qui more antiquorum Mathe&shy;<lb/> drare, cum non pauci hodie quoque &longs;int, qui more antiquorum Mathe&shy;<lb/>
 maticis &longs;uffulti, optim&egrave; &longs;uis &longs;tudijs con&longs;ulentes, reliquam Philo&longs;ophiam <lb/> maticis &longs;uffulti, optim&egrave; &longs;uis &longs;tudijs con&longs;ulentes, reliquam Philo&longs;ophiam <lb/>
 non &longs;ine magno compendio aggrediuntur. </s> non &longs;ine magno compendio aggrediuntur. </s>
           <s id="id.000068">Quo fit, vt c&aelig;teros ageo&shy;<lb/>           <s id="s.000067">Quo fit, vt c&aelig;teros ageo&shy;<lb/>
 metretos ita antecellant, vt eorum Magi&longs;tri appellari po&longs;&longs;int, &amp; <expan abbr="debe&atilde;t">debeant</expan>; <lb/> metretos ita antecellant, vt eorum Magi&longs;tri appellari po&longs;&longs;int, &amp; <expan abbr="debe&atilde;t">debeant</expan>; <lb/>
 tales fuerunt in primis Vicomercatus, Cardanus, Zabarella, Toletus, <lb/> tales fuerunt in primis Vicomercatus, Cardanus, Zabarella, Toletus, <lb/>
 Bonamicus, &amp; alij, quibus paulo antiquiores fuerunt D. Tho. <!-- REMOVE S-->&amp; Scotus, <lb/>Hi omnes Mathematicarum auxilio, quantum inter reliquos philo&longs;o&shy;<lb/> Bonamicus, &amp; alij, quibus paulo antiquiores fuerunt D. Tho. <!-- REMOVE S-->&amp; Scotus, <lb/>Hi omnes Mathematicarum auxilio, quantum inter reliquos philo&longs;o&shy;<lb/>
 phantes excelluerint, nemo e&longs;t qui non nouerit. </s> phantes excelluerint, nemo e&longs;t qui non nouerit. </s>
           <s id="id.000069">Illud hoc loco minim&egrave; <lb/>           <s id="s.000068">Illud hoc loco minim&egrave; <lb/>
 tacendum, Iacobum Zabarellam in &longs;uis logic&aelig; commentarijs te&longs;tari &longs;e <lb/> tacendum, Iacobum Zabarellam in &longs;uis logic&aelig; commentarijs te&longs;tari &longs;e <lb/>
 bis &longs;umma diligentia totum Euclidem perlegi&longs;&longs;e, vt perfect&egrave; Ari&longs;t. de <lb/> bis &longs;umma diligentia totum Euclidem perlegi&longs;&longs;e, vt perfect&egrave; Ari&longs;t. de <lb/>
 demon&longs;tratione &longs;ententiam a&longs;&longs;equi po&longs;&longs;et.</s> demon&longs;tratione &longs;ententiam a&longs;&longs;equi po&longs;&longs;et.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000070">Hi ridiculas illas, ac pueriles expo&longs;itiones &longs;uperius allatas minim&egrave; <lb/>           <s id="s.000069">Hi ridiculas illas, ac pueriles expo&longs;itiones &longs;uperius allatas minim&egrave; <lb/>
 effutierunt, neque reliquis &longs;upra recen&longs;itis incommodis obnoxij fue&shy;<lb/> effutierunt, neque reliquis &longs;upra recen&longs;itis incommodis obnoxij fue&shy;<lb/>
 runt, quibus magno etiam cum dedecore alij Mathematicarum ope ca&shy;<lb/> runt, quibus magno etiam cum dedecore alij Mathematicarum ope ca&shy;<lb/>
 rentes afficiuntur.</s> rentes afficiuntur.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000071">In horum igitur gratiam operam diligenter dedi, vt quantum in me <lb/>           <s id="s.000070">In horum igitur gratiam operam diligenter dedi, vt quantum in me <lb/>
 e&longs;&longs;et damna &agrave; me &longs;upra enarrata aliqua ex parte re&longs;arcirem. </s> e&longs;&longs;et damna &agrave; me &longs;upra enarrata aliqua ex parte re&longs;arcirem. </s>
           <s id="id.000072">Quaprop&shy;<lb/>           <s id="s.000071">Quaprop&shy;<lb/>
 ter loca h&aelig;c mathematica num rect&egrave; e&longs;&longs;ent &egrave; gr&aelig;co in latinum tran&longs;lata <lb/> ter loca h&aelig;c mathematica num rect&egrave; e&longs;&longs;ent &egrave; gr&aelig;co in latinum tran&longs;lata <lb/>
 diligenter prius expendi. </s> diligenter prius expendi. </s>
           <s id="id.000073">Deinde claritate, qu&agrave;m potui maxima eadem <lb/>           <s id="s.000072">Deinde claritate, qu&agrave;m potui maxima eadem <lb/>
 loca interpretatus &longs;um, &amp; in horum, de quibus dixi gratiam, qu&aelig;dam <lb/> loca interpretatus &longs;um, &amp; in horum, de quibus dixi gratiam, qu&aelig;dam <lb/>
 fan&egrave; tenuia pro&longs;equutus &longs;um, qu&aelig; alioquin libenter omi&longs;i&longs;&longs;em. </s> fan&egrave; tenuia pro&longs;equutus &longs;um, qu&aelig; alioquin libenter omi&longs;i&longs;&longs;em. </s>
           <s id="id.000074">Tum fi&shy;<lb/>           <s id="s.000073">Tum fi&shy;<lb/>
 guras omnes, aut correxi, aut re&longs;titui, aut nouas appo&longs;ui. </s> guras omnes, aut correxi, aut re&longs;titui, aut nouas appo&longs;ui. </s>
           <s id="id.000075">Hoc igitur <lb/>           <s id="s.000074">Hoc igitur <lb/>
 no&longs;tro qualicunque labore poterit qui&longs;que omnia illa facile intelligere, <lb/> no&longs;tro qualicunque labore poterit qui&longs;que omnia illa facile intelligere, <lb/>
 <expan abbr="atq;">atque</expan> enumerata incommoda euitare, vnum tantummodo &agrave; Lectore ma&shy;<lb/> <expan abbr="atq;">atque</expan> enumerata incommoda euitare, vnum tantummodo &agrave; Lectore ma&shy;<lb/>
 thematicarum experte requiram, vt principia &longs;altem illa, &longs;cilicet defini&shy;<lb/> thematicarum experte requiram, vt principia &longs;altem illa, &longs;cilicet defini&shy;<lb/>
 tiones, po&longs;tulata, &amp; axiomata, qu&aelig; prim&ograve; Euclideis libro pr&aelig;ponuntur, <lb/> tiones, po&longs;tulata, &amp; axiomata, qu&aelig; prim&ograve; Euclideis libro pr&aelig;ponuntur, <lb/>
 diligenter prius perlegat cum illa &longs;ua per&longs;picuitate omnibus &longs;int obuia; <lb/> diligenter prius perlegat cum illa &longs;ua per&longs;picuitate omnibus &longs;int obuia; <lb/>
 c&aelig;tera ego explicanda recipio. </s> c&aelig;tera ego explicanda recipio. </s>
           <s id="id.000076">Obiter etiam auctaria nonnulla partim <lb/>           <s id="s.000075">Obiter etiam auctaria nonnulla partim <lb/>
 mathematica, partim naturalia in&longs;erui, qu&aelig; ob nouitatem, ac pulchri&shy;<lb/> mathematica, partim naturalia in&longs;erui, qu&aelig; ob nouitatem, ac pulchri&shy;<lb/>
 tudinem grata Lectori, atque iucunda fore exi&longs;timaui.</s> tudinem grata Lectori, atque iucunda fore exi&longs;timaui.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000077">Sciat pr&aelig;terea Lector no&longs;trum in&longs;titutum e&longs;&longs;e loca h&aelig;c mathemati&shy;<lb/>           <s id="s.000076">Sciat pr&aelig;terea Lector no&longs;trum in&longs;titutum e&longs;&longs;e loca h&aelig;c mathemati&shy;<lb/>
 ca, quatenus mathematica &longs;unt declarare, &longs;iue ea &longs;upplere, qu&aelig; ex ma&shy;<lb/> ca, quatenus mathematica &longs;unt declarare, &longs;iue ea &longs;upplere, qu&aelig; ex ma&shy;<lb/>
 thematicis petenda e&longs;&longs;ent: reliqua autem me tantum attingere, quan&shy;<lb/> thematicis petenda e&longs;&longs;ent: reliqua autem me tantum attingere, quan&shy;<lb/>
 tum harum rerum cum illis connexio po&longs;tulat.</s> tum harum rerum cum illis connexio po&longs;tulat.</s>
         </p>         </p>
         <pb xlink:href="009/01/010.jpg" pagenum="10" />         <pb pagenum="10" xlink:href="009/01/010.jpg"/>
         <p type="main">         <p type="main">
           <s id="id.000078">His omnibus placuit appendices opportune nonnullas addere, qua&shy;<lb/>           <s id="s.000077">His omnibus placuit appendices opportune nonnullas addere, qua&shy;<lb/>
 rum prima de natura mathematicarum &longs;cientiarum: altera, qua omnes <lb/> rum prima de natura mathematicarum &longs;cientiarum: altera, qua omnes <lb/>
 demon&longs;trationes primi libri Euclidis breuiter ad Logicam normam ex&shy;<lb/> demon&longs;trationes primi libri Euclidis breuiter ad Logicam normam ex&shy;<lb/>
 penduntur, vt pateat, quonam demon&longs;trationis genere <expan abbr="c&etilde;&longs;eri">cen&longs;eri</expan> <expan abbr="vnaqu&etail;q;">vnaqu&etail;que</expan> <lb/> penduntur, vt pateat, quonam demon&longs;trationis genere <expan abbr="c&etilde;&longs;eri">cen&longs;eri</expan> <expan abbr="vnaqu&etail;q;">vnaqu&etail;que</expan> <lb/>
 debeat, &amp; ex illis de c&aelig;teris iudicium fiat. </s> debeat, &amp; ex illis de c&aelig;teris iudicium fiat. </s>
           <s id="id.000079">Tandem in gratiam etiam <lb/>           <s id="s.000078">Tandem in gratiam etiam <lb/>
 Mathematicorum tertiam appendicem appendi, qua omnia loca Ari&longs;t. <lb/> Mathematicorum tertiam appendicem appendi, qua omnia loca Ari&longs;t. <lb/>
 <!-- REMOVE S-->Geometrica ad Euclidis ordinem referuntur; vnde &amp; ip&longs;i ad &longs;uas pr&etail;le&shy;<lb/> <!-- REMOVE S-->Geometrica ad Euclidis ordinem referuntur; vnde &amp; ip&longs;i ad &longs;uas pr&etail;le&shy;<lb/>
 ctiones exornandas aliquid &longs;ubinde depromere queant.</s> ctiones exornandas aliquid &longs;ubinde depromere queant.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000080">Fruere igitur amice Lector hoc no&longs;tro qualiquali labore, quo ad ple&shy;<lb/>           <s id="s.000079">Fruere igitur amice Lector hoc no&longs;tro qua liquali labore, quo ad ple&shy;<lb/>
 nam totius Ari&longs;t. intelligentiam, cui adhuc mathematicarum ignoratio <lb/> nam totius Ari&longs;t. intelligentiam, cui adhuc mathematicarum ignoratio <lb/>
 ob&longs;titit peruenire tandem po&longs;&longs;is: <expan abbr="illud&qacute;">illudque</expan>; experiaris, quod optimus qui&shy;<lb/> ob&longs;titit peruenire tandem po&longs;&longs;is: <expan abbr="illud&qacute;">illudque</expan>; experiaris, quod optimus qui&shy;<lb/>
 dam Philo&longs;ophus, cum totum hunc librum perlegi&longs;&longs;et, effatus e&longs;t, vide&shy;<lb/> dam Philo&longs;ophus, cum totum hunc librum perlegi&longs;&longs;et, effatus e&longs;t, vide&shy;<lb/>
Line 383 
Line 381 
 diem de&longs;ideratum<emph.end type="italics"/> iure ac merit&ograve; nuncupari po&longs;&longs;e.</s> diem de&longs;ideratum<emph.end type="italics"/> iure ac merit&ograve; nuncupari po&longs;&longs;e.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000081">Illud demum tanquam parergon addam, quod ego his elucubran&shy;<lb/>           <s id="s.000080">Illud demum tanquam parergon addam, quod ego his elucubran&shy;<lb/>
 dis experientia didici, ad veram &longs;cilicet, ac perfectam to&shy;<lb/> dis experientia didici, ad veram &longs;cilicet, ac perfectam to&shy;<lb/>
 tius Ari&longs;totelis intelligentiam lingu&aelig; in primis <lb/> tius Ari&longs;totelis intelligentiam lingu&aelig; in primis <lb/>
 gr&aelig;c&aelig;, necnon mathematicarum om&shy;<lb/> gr&aelig;c&aelig;, necnon mathematicarum om&shy;<lb/>
Line 391 
Line 389 
 crem cognitionem ne&shy;<lb/> crem cognitionem ne&shy;<lb/>
 ce&longs;&longs;ariam e&longs;&longs;e. <lb/> ce&longs;&longs;ariam e&longs;&longs;e. <lb/>
 </s> </s>
           <s id="id.000082">Vale.<!-- KEEP S--></s>           <s id="s.000081">Vale.<!-- KEEP S--></s>
         </p>         </p>
       </section>       </section>
       <pb xlink:href="009/01/011.jpg" pagenum="11" />       <pb pagenum="11" xlink:href="009/01/011.jpg"/>
       <section>       <section>
         <p type="head">         <p type="head">
           <s id="id.000083">Pr&etail;cipua qu&etail;dam, aut noua, aut re&longs;taurata, <lb/>           <s id="s.000082">Pr&etail;cipua qu&etail;dam, aut noua, aut re&longs;taurata, <lb/>
 qu&aelig; obiter pertractantur.<lb/> qu&aelig; obiter pertractantur.<lb/>
 <arrow.to.target n="table1"/></s> <arrow.to.target n="table1"/></s>
         </p>         </p>
Line 490 
Line 488 
           </row>           </row>
         </table>         </table>
       </section>       </section>
       <pb xlink:href="009/01/012.jpg" pagenum="12" />       <pb pagenum="12" xlink:href="009/01/012.jpg"/>
       <section>       <section>
         <p type="head">         <p type="head">
           <s id="id.000084"><emph type="italics"/>PRIMVS INDEX LOCORVM ARIST.<emph.end type="italics"/><!-- KEEP S--></s>           <s id="s.000083"><emph type="italics"/>PRIMVS INDEX LOCORVM ARIST.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000085"><emph type="italics"/>Qu&aelig; in hoc opere explicantur, iuxta ordine librorum <lb/>           <s id="s.000084"><emph type="italics"/>Qu&aelig; in hoc opere explicantur, iuxta ordine librorum <lb/>
 ip&longs;ius ex vulgata editione Lugdunen&longs;i.<emph.end type="italics"/></s> ip&longs;ius ex vulgata editione Lugdunen&longs;i.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000086">In Pr&aelig;dicamentis.</s>           <s id="s.000085">In Pr&aelig;dicamentis.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000087"><emph type="italics"/>Capite s. </s>           <s id="s.000086"><emph type="italics"/>Capite s. </s>
           <s id="id.000088">de Relatione, vbi de Quadratura circuli.<emph.end type="italics"/></s>           <s id="s.000087">de Relatione, vbi de Quadratura circuli.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000089"><emph type="italics"/>Cap. de Priori, vbi de Principijs Mathematicarum,<emph.end type="italics"/></s>           <s id="s.000088"><emph type="italics"/>Cap. de Priori, vbi de Principijs Mathematicarum,<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000090"><emph type="italics"/>Cap. de Motu, vbi de Gnomone.<emph.end type="italics"/><!-- KEEP S--></s>           <s id="s.000089"><emph type="italics"/>Cap. de Motu, vbi de Gnomone.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000091">In Primo Priorum Re&longs;olutoriorum.</s>           <s id="s.000090">In Primo Priorum Re&longs;olutoriorum.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000092"><emph type="italics"/>Ad titulum libri de Re&longs;olutione.<emph.end type="italics"/></s>           <s id="s.000091"><emph type="italics"/>Ad titulum libri de Re&longs;olutione.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000093"><emph type="italics"/>Cap. 23. &longs;ect 1. libri 1. de Incommen&longs;urabilibus.<emph.end type="italics"/></s>           <s id="s.000092"><emph type="italics"/>Cap. 23. &longs;ect 1. libri 1. de Incommen&longs;urabilibus.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000094"><emph type="italics"/>Cap. 24. &longs;ecti 1. lib. 1. de De&longs;criptionibus.<emph.end type="italics"/><!-- KEEP S--></s>           <s id="s.000093"><emph type="italics"/>Cap. 24. &longs;ecti 1. lib. 1. de De&longs;criptionibus.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000095"><emph type="italics"/>Cap. 2. &longs;ect 2. lib. 1. de De&longs;criptionibus.<emph.end type="italics"/><!-- KEEP S--></s>           <s id="s.000094"><emph type="italics"/>Cap. 2. &longs;ect 2. lib. 1. de De&longs;criptionibus.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000096"><emph type="italics"/>Cap. 3. &longs;ecti 2. lib. 1. de Incommen&longs;urabili.<emph.end type="italics"/></s>           <s id="s.000095"><emph type="italics"/>Cap. 3. &longs;ecti 2. lib. 1. de Incommen&longs;urabili.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000097"><emph type="italics"/>Cap. 1. &longs;ecti 3. lib. 1. de eo, quod est, omnis triangulus habet tres angulos &aelig;quales <lb/>           <s id="s.000096"><emph type="italics"/>Cap. 1. &longs;ecti 3. lib. 1. de eo, quod est, omnis triangulus habet tres angulos &aelig;quales <lb/>
 &aelig;quales duobus rectis: Aequalitas Geometrica, qu&aelig;.<emph.end type="italics"/></s> &aelig;quales duobus rectis: Aequalitas Geometrica, qu&aelig;.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000098"><emph type="italics"/>Cap. eodem, de exemplis, quibus vtuntuar Geometr&aelig;.<emph.end type="italics"/></s>           <s id="s.000097"><emph type="italics"/>Cap. eodem, de exemplis, quibus vtuntur Geometr&aelig;.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000099">In &longs;ecundo Priorum Re&longs;ol.<!-- REMOVE S--><emph type="italics"/>Cap. 21. de lineis Paralellis, &longs;eu Coalternis.<emph.end type="italics"/></s>           <s id="s.000098">In &longs;ecundo Priorum Re&longs;ol.<!-- REMOVE S--><emph type="italics"/>Cap. 21. de lineis Paralellis, &longs;eu Coalternis.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000100"><emph type="italics"/>Cap. eodem. </s>           <s id="s.000099"><emph type="italics"/>Cap. eodem. </s>
           <s id="id.000101">de Paralellis, &amp; de triangulo.<emph.end type="italics"/></s>           <s id="s.000100">de Paralellis, &amp; de triangulo.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000102"><emph type="italics"/>Cap. 26. Quod omnis triangulus habet tres, &amp; c.<emph.end type="italics"/><!-- KEEP S--></s>           <s id="s.000101"><emph type="italics"/>Cap. 26. Quod omnis triangulus habet tres, &amp; c.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000103"><emph type="italics"/>Cap. 31. de Abductione.<emph.end type="italics"/><!-- KEEP S--></s>           <s id="s.000102"><emph type="italics"/>Cap. 31. de Abductione.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000104"><emph type="italics"/>Cap. codem, de circuli Quadratura, &longs;ecundum Hippocratem Chium.<emph.end type="italics"/><!-- KEEP S--></s>           <s id="s.000103"><emph type="italics"/>Cap. codem, de circuli Quadratura, &longs;ecundum Hippocratem Chium.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000105">In primo Po&longs;teriorum.</s>           <s id="s.000104">In primo Po&longs;teriorum.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000106"><emph type="italics"/>Textu primo, De Pr&aelig;cognitis Mathematicarum.<emph.end type="italics"/><!-- KEEP S--></s>           <s id="s.000105"><emph type="italics"/>Textu primo, De Pr&aelig;cognitis Mathematicarum.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000107"><emph type="italics"/>T. 2. Omnis triangulus habet tres, &amp; c.<emph.end type="italics"/><!-- KEEP S--></s>           <s id="s.000106"><emph type="italics"/>T. 2. Omnis triangulus habet tres, &amp; c.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000108"><emph type="italics"/>T. 5. De Diametro incommen&longs;urabili. </s>           <s id="s.000107"><emph type="italics"/>T. 5. De Diametro incommen&longs;urabili. </s>
           <s id="id.000109">Item De Mathematicarum Principijs.<emph.end type="italics"/></s>           <s id="s.000108">Item De Mathematicarum Principijs.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000110"><emph type="italics"/>T. eodem, De Indiui&longs;ibilitate vnitatis.<emph.end type="italics"/></s>           <s id="s.000109"><emph type="italics"/>T. eodem, De Indiui&longs;ibilitate vnitatis.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000111"><emph type="italics"/>T. 9. De Puncto, &amp; linea. </s>           <s id="s.000110"><emph type="italics"/>T. 9. De Puncto, &amp; linea. </s>
           <s id="id.000112">Item de recto, &amp; circulari. </s>           <s id="s.000111">Item de recto, &amp; circulari. </s>
           <s id="id.000113">Item de numero pari, impari; <lb/>           <s id="s.000112">Item de numero pari, impari; <lb/>
 primo, &amp; compo&longs;ito; &aelig;quilatero, &amp; altera parte longiore.<emph.end type="italics"/></s> primo, &amp; compo&longs;ito; &aelig;quilatero, &amp; altera parte longiore.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000114"><emph type="italics"/>T. 11. Line&aelig; punctum inest per &longs;e, &amp; c.<emph.end type="italics"/><!-- KEEP S--></s>           <s id="s.000113"><emph type="italics"/>T. 11. Line&aelig; punctum inest per &longs;e, &amp; c.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000115"><emph type="italics"/>T. 13. De Parallelis. <!-- KEEP S--></s>           <s id="s.000114"><emph type="italics"/>T. 13. De Parallelis. <!-- KEEP S--></s>
           <s id="id.000116">De I&longs;o&longs;cele. </s>           <s id="s.000115">De I&longs;o&longs;cele. </s>
           <s id="id.000117">De Alterna Proportione, <lb/>           <s id="s.000116">De Alterna Proportione, <lb/>
 Item quod omnis triangulus habet tres, &amp; c.<emph.end type="italics"/><!-- KEEP S--></s> Item quod omnis triangulus habet tres, &amp; c.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000118"><emph type="italics"/>T. 14. De ij&longs;dem cum pr&aelig;cedentibus.<emph.end type="italics"/></s>           <s id="s.000117"><emph type="italics"/>T. 14. De ij&longs;dem cum pr&aelig;cedentibus.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000119"><emph type="italics"/>T. 20. Magnitudines euadunt numeri. </s>           <s id="s.000118"><emph type="italics"/>T. 20. Magnitudines euadunt numeri. </s>
           <s id="id.000120">Item, quod non duo cubi cubus. </s>           <s id="s.000119">Item, quod non duo cubi cubus. </s>
           <s id="id.000121">Item de <lb/>           <s id="s.000120">Item de <lb/>
 Mathematicis &longs;ubalternatis.<emph.end type="italics"/></s> Mathematicis &longs;ubalternatis.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000122"><emph type="italics"/>T. 23. Quadratura circuli &longs;ecundum Bry&longs;onem. </s>           <s id="s.000121"><emph type="italics"/>T. 23. Quadratura circuli &longs;ecundum Bry&longs;onem. </s>
           <s id="id.000123">Item per&longs;ectam illam e&longs;&longs;e Demon&shy;<lb/>           <s id="s.000122">Item per&longs;ectam illam e&longs;&longs;e Demon&shy;<lb/>
 &longs;trationem, qua Geometr&aelig; o&longs;tendunt, quod Omnis triangulus habet tres, &amp; c. <lb/> &longs;trationem, qua Geometr&aelig; o&longs;tendunt, quod Omnis triangulus habet tres, &amp; c. <lb/>
 <!-- KEEP S--></s> <!-- KEEP S--></s>
           <s id="id.000124">Per&longs;pectiuam, &amp; Mechanicam &longs;ubalternari Geometri&aelig;, Mu&longs;icam, Arithmetic&aelig;.<emph.end type="italics"/><!-- KEEP S--></s>           <s id="s.000123">Per&longs;pectiuam, &amp; Mechanicam &longs;ubalternari Geometri&aelig;, Mu&longs;icam, Arithmetic&aelig;.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000125"><emph type="italics"/>T. 24. De numero pari, impari, quadrangulo, cubo. </s>           <s id="s.000124"><emph type="italics"/>T. 24. De numero pari, impari, quadrangulo, cubo. </s>
           <s id="id.000126">In Geometria quid irrationale, <lb/>           <s id="s.000125">In Geometria quid irrationale, <lb/>
 refrangi, concurrere. </s> refrangi, concurrere. </s>
           <s id="id.000127">Quid Astronomia con&longs;ideret.<emph.end type="italics"/></s>           <s id="s.000126">Quid Astronomia con&longs;ideret.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000128"><emph type="italics"/>T. 25. Geometram non mentiri in &longs;uis exemplis.<emph.end type="italics"/></s>           <s id="s.000127"><emph type="italics"/>T. 25. Geometram non mentiri in &longs;uis exemplis.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000129"><emph type="italics"/>T. 28. De Parallelis.<emph.end type="italics"/><!-- KEEP S--></s>           <s id="s.000128"><emph type="italics"/>T. 28. De Parallelis.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <pb xlink:href="009/01/013.jpg" pagenum="13" />         <pb pagenum="13" xlink:href="009/01/013.jpg"/>
         <p type="main">         <p type="main">
           <s id="id.000130"><emph type="italics"/>T. 29. Cur in Mathematicis non &longs;it Paralogi&longs;mus. <!-- KEEP S--></s>           <s id="s.000129"><emph type="italics"/>T. 29. Cur in Mathematicis non &longs;it Paralogi&longs;mus. <!-- KEEP S--></s>
           <s id="id.000131">Item quid multiplicata propor&shy;<lb/>           <s id="s.000130">Item quid multiplicata propor&shy;<lb/>
 tio. </s> tio. </s>
           <s id="id.000132">Quid C&aelig;neus dixerit. </s>           <s id="s.000131">Quid C&aelig;neus dixerit. </s>
           <s id="id.000133">Cur Affectiones <expan abbr="Mathematicor&utilde;">Mathematicor&utilde;</expan> maxim&egrave; <expan abbr="conuert&atilde;tur">conuertantur</expan>.<emph.end type="italics"/></s>           <s id="s.000132">Cur Affectiones <expan abbr="Mathematicor&utilde;">Mathematicor&utilde;</expan> maxim&egrave; <expan abbr="conuert&atilde;tur">conuertantur</expan>.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000134"><emph type="italics"/>T. 30. De Lun&aelig; &longs;ph&aelig;ricitate. </s>           <s id="s.000133"><emph type="italics"/>T. 30. De Lun&aelig; &longs;ph&aelig;ricitate. </s>
           <s id="id.000135">Quid &longs;tereometria. </s>           <s id="s.000134">Quid &longs;tereometria. </s>
           <s id="id.000136">&amp; De &longs;ubalternatione, &amp;c. </s>           <s id="s.000135">&amp; De &longs;ubalternatione, &amp;c. </s>
           <s id="id.000137">&amp; Ma&shy;<lb/>           <s id="s.000136">&amp; Ma&shy;<lb/>
 thematicorum e&longs;t &longs;cire Propter quid: &longs;en&longs;itiuorum ver&ograve; &longs;cire Quod.<emph.end type="italics"/></s> thematicorum e&longs;t &longs;cire Propter quid: &longs;en&longs;itiuorum ver&ograve; &longs;cire Quod.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000138"><emph type="italics"/>T. 37. I&longs;o&longs;celes, &amp; Scalenum habere tres &aelig;quales, &amp;c.<emph.end type="italics"/></s>           <s id="s.000137"><emph type="italics"/>T. 37. I&longs;o&longs;celes, &amp; Scalenum habere tres &aelig;quales, &amp;c.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000139"><emph type="italics"/>T. 38. Quid Mina, quid Die&longs;is.<emph.end type="italics"/><!-- KEEP S--></s>           <s id="s.000138"><emph type="italics"/>T. 38. Quid Mina, quid Die&longs;is.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000140"><emph type="italics"/>T. 39. Habere tres angulos &aelig;quales, &amp;c. </s>           <s id="s.000139"><emph type="italics"/>T. 39. Habere tres angulos &aelig;quales, &amp;c. </s>
           <s id="id.000141">Item, quod omnis figura habet &longs;uos angu&shy;<lb/>           <s id="s.000140">Item, quod omnis figura habet &longs;uos angu&shy;<lb/>
 los externos &aelig;quales quatuor tantum rectis.<emph.end type="italics"/></s> los externos &aelig;quales quatuor tantum rectis.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000142"><emph type="italics"/>T. 43. Triangulum tres &aelig;quales, &amp;c. </s>           <s id="s.000141"><emph type="italics"/>T. 43. Triangulum tres &aelig;quales, &amp;c. </s>
           <s id="id.000143">De Eclyp&longs;i.<emph.end type="italics"/></s>           <s id="s.000142">De Eclyp&longs;i.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000144"><emph type="italics"/>De combu&longs;tione per refractionem ex &longs;ph&aelig;ra vitrea. </s>           <s id="s.000143"><emph type="italics"/>De combu&longs;tione per refractionem ex &longs;ph&aelig;ra vitrea. </s>
           <s id="id.000145">De principijs &longs;cientiarum.<emph.end type="italics"/></s>           <s id="s.000144">De principijs &longs;cientiarum.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000146"><emph type="italics"/>T. 44. Diameter incommen&longs;urabilis.<emph.end type="italics"/></s>           <s id="s.000145"><emph type="italics"/>T. 44. Diameter incommen&longs;urabilis.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000147">In 2. Po&longs;teriorum.</s>           <s id="s.000146">In 2. Po&longs;teriorum.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000148"><emph type="italics"/>T. 1. Aequalitas, &amp; in&aelig;qualitas. </s>           <s id="s.000147"><emph type="italics"/>T. 1. Aequalitas, &amp; in&aelig;qualitas. </s>
           <s id="id.000149">Terram e&longs;&longs;e in medio mundi ab A&longs;tronomis per&shy;<lb/>           <s id="s.000148">Terram e&longs;&longs;e in medio mundi ab A&longs;tronomis per&shy;<lb/>
 fect&egrave; demon&longs;tratur. </s> fect&egrave; demon&longs;tratur. </s>
           <s id="id.000150">Item Quid con&longs;onantia.<emph.end type="italics"/></s>           <s id="s.000149">Item Quid con&longs;onantia.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000151"><emph type="italics"/>T. 2. Omnis triangulus habet tres, &amp;c. </s>           <s id="s.000150"><emph type="italics"/>T. 2. Omnis triangulus habet tres, &amp;c. </s>
           <s id="id.000152">Item de Definitionibus Mathematicarum.<emph.end type="italics"/><!-- KEEP S--></s>           <s id="s.000151">Item de Definitionibus Mathematicarum.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000153"><emph type="italics"/>T. 7. Geometra, qu&aelig;dam accipit, qu&aelig;dam demon&longs;trat.<emph.end type="italics"/></s>           <s id="s.000152"><emph type="italics"/>T. 7. Geometra, qu&aelig;dam accipit, qu&aelig;dam demon&longs;trat.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000154"><emph type="italics"/>T. 11. Angulum in &longs;emicirculo rectum e&longs;&longs;e probari &agrave; Geometra per cau&longs;am materia&shy;<lb/>           <s id="s.000153"><emph type="italics"/>T. 11. Angulum in &longs;emicirculo rectum e&longs;&longs;e probari &agrave; Geometra per cau&longs;am materia&shy;<lb/>
 lem. </s> lem. </s>
           <s id="id.000155">Zabarella correctus.<emph.end type="italics"/></s>           <s id="s.000154">Zabarella correctus.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000156"><emph type="italics"/>T. 24. Echo, Imago &egrave; &longs;peculo, Iris.<emph.end type="italics"/><!-- KEEP S--></s>           <s id="s.000155"><emph type="italics"/>T. 24. Echo, Imago &egrave; &longs;peculo, Iris.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000157"><emph type="italics"/>T. 25. Permutatim proportionale quid; exemplum in triangulis.<emph.end type="italics"/></s>           <s id="s.000156"><emph type="italics"/>T. 25. Permutatim proportionale quid; exemplum in triangulis.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000158">In primo lib. <!-- REMOVE S-->Topicorum.</s>           <s id="s.000157">In primo lib. <!-- REMOVE S-->Topicorum.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000159"><emph type="italics"/>Cap. 13. Diameter est incommen&longs;urabilis. </s>           <s id="s.000158"><emph type="italics"/>Cap. 13. Diameter est incommen&longs;urabilis. </s>
           <s id="id.000160">Vox acuta velox, cur. </s>           <s id="s.000159">Vox acuta velox, cur. </s>
           <s id="id.000161">&amp;c. </s>           <s id="s.000160">&amp;c. </s>
           <s id="id.000162">Colores in <lb/>           <s id="s.000161">Colores in <lb/>
 Mu&longs;ica, qui. </s> Mu&longs;ica, qui. </s>
           <s id="id.000163">tria genera veteris Mu&longs;ic&aelig;.<emph.end type="italics"/></s>           <s id="s.000162">tria genera veteris Mu&longs;ic&aelig;.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000164">In 4. libro.</s>           <s id="s.000163">In 4. libro.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000165"><emph type="italics"/>Cap. 1. loco 1. line&aelig; in&longs;ecabiles.<emph.end type="italics"/></s>           <s id="s.000164"><emph type="italics"/>Cap. 1. loco 1. line&aelig; in&longs;ecabiles.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000166">In 6. libro.</s>           <s id="s.000165">In 6. libro.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000167"><emph type="italics"/>Cap. 2. loco 32. Definitio line&aelig;.<emph.end type="italics"/></s>           <s id="s.000166"><emph type="italics"/>Cap. 2. loco 32. Definitio line&aelig;.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000168">In 8. libro.</s>           <s id="s.000167">In 8. libro.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000169"><emph type="italics"/>Cap. 2. loco 41. V&longs;us Definitionum in Mathematicis.<emph.end type="italics"/><!-- KEEP S--></s>           <s id="s.000168"><emph type="italics"/>Cap. 2. loco 41. V&longs;us Definitionum in Mathematicis.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000170"><emph type="italics"/>Cap. 4. loco 86. Elementa geometrica: Numeri capitales.<emph.end type="italics"/></s>           <s id="s.000169"><emph type="italics"/>Cap. 4. loco 86. Elementa geometrica: Numeri capitales.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000171">In Elenchorum lib. 1.<!-- KEEP S--></s>           <s id="s.000170">In Elenchorum lib. 1.<!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000172"><emph type="italics"/>Cap. 10. Quid P&longs;eudographia. </s>           <s id="s.000171"><emph type="italics"/>Cap. 10. Quid P&longs;eudographia. </s>
           <s id="id.000173">Quadratura rur&longs;us Hippocratis, &amp; Bry&longs;onis. </s>           <s id="s.000172">Quadratura rur&longs;us Hippocratis, &amp; Bry&longs;onis. </s>
           <s id="id.000174">Mathe&shy;<lb/>           <s id="s.000173">Mathe&shy;<lb/>
 matic&aelig; non contentio&longs;&aelig;. </s> matic&aelig; non contentio&longs;&aelig;. </s>
           <s id="id.000175">Quadratio Antiphontis.<emph.end type="italics"/></s>           <s id="s.000174">Quadratio Antiphontis.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000176">Ex 1. Phy&longs;ic.<!-- KEEP S--></s>           <s id="s.000175">Ex 1. Phy&longs;ic.<!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000177"><emph type="italics"/>T. 11. De Quadraturis circuli Hippocratis, &amp; Antiphontis.<emph.end type="italics"/></s>           <s id="s.000176"><emph type="italics"/>T. 11. De Quadraturis circuli Hippocratis, &amp; Antiphontis.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000178">Ex 2. Phy&longs;ic.<!-- KEEP S--></s>           <s id="s.000177">Ex 2. Phy&longs;ic.<!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000179"><emph type="italics"/>T. 20. Quatenus Per&longs;pectiuus con&longs;ideret lineam.<emph.end type="italics"/></s>           <s id="s.000178"><emph type="italics"/>T. 20. Quatenus Per&longs;pectiuus con&longs;ideret lineam.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000180"><emph type="italics"/>T. 28. Quid con&longs;onantia Diapa&longs;on.<emph.end type="italics"/><!-- KEEP S--></s>           <s id="s.000179"><emph type="italics"/>T. 28. Quid con&longs;onantia Diapa&longs;on.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000181"><emph type="italics"/>T. 68. Mathematicas Demon&longs;trationes babere cau&longs;am, qu&aelig; reducitur ad defini&shy;<lb/>           <s id="s.000180"><emph type="italics"/>T. 68. Mathematicas Demon&longs;trationes habere cau&longs;am, qu&aelig; reducitur ad defini&shy;<lb/>
 tionem.<emph.end type="italics"/></s> tionem.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000182"><emph type="italics"/>T. 8. De nece&longs;&longs;ario, quod e&longs;t in Mathematicis. <!-- KEEP S--></s>           <s id="s.000181"><emph type="italics"/>T. 8. De nece&longs;&longs;ario, quod e&longs;t in Mathematicis. <!-- KEEP S--></s>
           <s id="id.000183">&amp; omnis triangulus habet tres an&shy;<lb/>           <s id="s.000182">&amp; omnis triangulus habet tres an&shy;<lb/>
 gulos, &amp;c.<emph.end type="italics"/></s> gulos, &amp;c.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000184">Ex 3. Phy&longs;ic.<!-- KEEP S--></s>           <s id="s.000183">Ex 3. Phy&longs;ic.<!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000185"><emph type="italics"/>T. 76. Quinam numeri dicantur Gnomones.<emph.end type="italics"/></s>           <s id="s.000184"><emph type="italics"/>T. 76. Quinam numeri dicantur Gnomones.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000186"><emph type="italics"/>T. 31. Quonam infinito vtantur Mathematici.<emph.end type="italics"/><!-- KEEP S--></s>           <s id="s.000185"><emph type="italics"/>T. 31. Quonam infinito vtantur Mathematici.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000187"><emph type="italics"/>T. 71. De infinito Mathematica.<emph.end type="italics"/><!-- KEEP S--></s>           <s id="s.000186"><emph type="italics"/>T. 71. De infinito Mathematica.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <pb xlink:href="009/01/014.jpg" pagenum="14" />         <pb pagenum="14" xlink:href="009/01/014.jpg"/>
         <p type="head">         <p type="head">
           <s id="id.000188">Ex 4. Phy&longs;ic.<!-- KEEP S--></s>           <s id="s.000187">Ex 4. Phy&longs;ic.<!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000189"><emph type="italics"/>T. 120. De commen&longs;urab. </s>           <s id="s.000188"><emph type="italics"/>T. 120. De commen&longs;urab. </s>
           <s id="id.000190">&amp; incommen&longs;.<emph.end type="italics"/></s>           <s id="s.000189">&amp; incommen&longs;.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000191">Ex 5. Phy&longs;ic.<!-- KEEP S--></s>           <s id="s.000190">Ex 5. Phy&longs;ic.<!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000192"><emph type="italics"/>T. 6. De chordis, graui, acuta; media, &amp; vltima.<emph.end type="italics"/></s>           <s id="s.000191"><emph type="italics"/>T. 6. De chordis, graui, acuta; media, &amp; vltima.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000193">Ex 8. Phy&longs;ic.<!-- KEEP S--></s>           <s id="s.000192">Ex 8. Phy&longs;ic.<!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000194"><emph type="italics"/>T. 15. Omnis triangulus habet tres &aelig;quales, &amp;c.<emph.end type="italics"/></s>           <s id="s.000193"><emph type="italics"/>T. 15. Omnis triangulus habet tres &aelig;quales, &amp;c.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000195">Ex 1. de C&oelig;lo.<!-- KEEP S--></s>           <s id="s.000194">Ex 1. de C&oelig;lo.<!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000196"><emph type="italics"/>T. 33. De minimo indiui&longs;ibili.<emph.end type="italics"/></s>           <s id="s.000195"><emph type="italics"/>T. 33. De minimo indiui&longs;ibili.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000197"><emph type="italics"/>T. 36. Ratione vtitur lineari; vt probet mundum e&longs;&longs;e finitum.<emph.end type="italics"/></s>           <s id="s.000196"><emph type="italics"/>T. 36. Ratione vtitur lineari; vt probet mundum e&longs;&longs;e finitum.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000198"><emph type="italics"/>T. 48. Commen&longs;urab. <!-- REMOVE S-->&amp; incommen&longs;urab. </s>           <s id="s.000197"><emph type="italics"/>T. 48. Commen&longs;urab. <!-- REMOVE S-->&amp; incommen&longs;urab. </s>
           <s id="id.000199">quid.<emph.end type="italics"/></s>           <s id="s.000198">quid.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000200"><emph type="italics"/>T. 119. Omnis triangulus habet tres, &amp;c. </s>           <s id="s.000199"><emph type="italics"/>T. 119. Omnis triangulus habet tres, &amp;c. </s>
           <s id="id.000201">Item de commen&longs;urabili.<emph.end type="italics"/></s>           <s id="s.000200">Item de commen&longs;urabili.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000202">Ex 2. de C&oelig;lo.<!-- KEEP S--></s>           <s id="s.000201">Ex 2. de C&oelig;lo.<!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000203"><emph type="italics"/>T. 24. Plato ex planis &longs;olida componebat, qu&igrave;.<emph.end type="italics"/></s>           <s id="s.000202"><emph type="italics"/>T. 24. Plato ex planis &longs;olida componebat, qu&igrave;.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000204"><emph type="italics"/>T. 25. Ordo figurarum planarum.<emph.end type="italics"/></s>           <s id="s.000203"><emph type="italics"/>T. 25. Ordo figurarum planarum.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000205"><emph type="italics"/>T. 31. Aqu&aelig; &longs;uperficiem e&longs;&longs;e &longs;ph&aelig;ricam.<emph.end type="italics"/></s>           <s id="s.000204"><emph type="italics"/>T. 31. Aqu&aelig; &longs;uperficiem e&longs;&longs;e &longs;ph&aelig;ricam.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000206"><emph type="italics"/>T. 46. Maiorem circulum velocius moueri. </s>           <s id="s.000205"><emph type="italics"/>T. 46. Maiorem circulum velocius moueri. </s>
           <s id="id.000207">Recentiorum ob&longs;eruationes.<emph.end type="italics"/></s>           <s id="s.000206">Recentiorum ob&longs;eruationes.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000208"><emph type="italics"/>T. 57. De ordine C&oelig;lorum ex &longs;ententia A&longs;tronomorum.<emph.end type="italics"/></s>           <s id="s.000207"><emph type="italics"/>T. 57. De ordine C&oelig;lorum ex &longs;ententia A&longs;tronomorum.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000209"><emph type="italics"/>T. 59. De rotunditate Lun&aelig;, bis.<emph.end type="italics"/></s>           <s id="s.000208"><emph type="italics"/>T. 59. De rotunditate Lun&aelig;, bis.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000210"><emph type="italics"/>T. 107. Centrum duplex grauit: &amp; molis. </s>           <s id="s.000209"><emph type="italics"/>T. 107. Centrum duplex grauit: &amp; molis. </s>
           <s id="id.000211">Qua ratione grauia ad mundi centrum <lb/>           <s id="s.000210">Qua ratione grauia ad mundi centrum <lb/>
 aptarentur.<emph.end type="italics"/></s> aptarentur.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000212"><emph type="italics"/>T. 109. Terram e&longs;&longs;e rotundam. </s>           <s id="s.000211"><emph type="italics"/>T. 109. Terram e&longs;&longs;e rotundam. </s>
           <s id="id.000213">alio item modo.<emph.end type="italics"/></s>           <s id="s.000212">alio item modo.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000214"><emph type="italics"/>T. 110. Terram e&longs;&longs;e paruam re&longs;pectu C&oelig;li.<emph.end type="italics"/></s>           <s id="s.000213"><emph type="italics"/>T. 110. Terram e&longs;&longs;e paruam re&longs;pectu C&oelig;li.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000215"><emph type="italics"/>T. 111. Mare occidentale coniungi indico.<emph.end type="italics"/></s>           <s id="s.000214"><emph type="italics"/>T. 111. Mare occidentale coniungi indico.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000216"><emph type="italics"/>T. 112. De quantitate Terr&aelig;.<emph.end type="italics"/><!-- KEEP S--></s>           <s id="s.000215"><emph type="italics"/>T. 112. De quantitate Terr&aelig;.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000217">Ex 3. de C&oelig;lo.<!-- KEEP S--></s>           <s id="s.000216">Ex 3. de C&oelig;lo.<!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000218"><emph type="italics"/>T. 40. Vt componatur &longs;ph&aelig;ra.<emph.end type="italics"/></s>           <s id="s.000217"><emph type="italics"/>T. 40. Vt componatur &longs;ph&aelig;ra.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000219"><emph type="italics"/>T. 66. Omne corpus diui&longs;ibile.<emph.end type="italics"/></s>           <s id="s.000218"><emph type="italics"/>T. 66. Omne corpus diui&longs;ibile.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000220"><emph type="italics"/>T. 66. Qu&aelig;nam planarum figurarum totum &longs;patium repleant. </s>           <s id="s.000219"><emph type="italics"/>T. 66. Qu&aelig;nam planarum figurarum totum &longs;patium repleant. </s>
           <s id="id.000221">Hinc de admirabili <lb/>Apum ingenio.<emph.end type="italics"/></s>           <s id="s.000220">Hinc de admirabili <lb/>Apum ingenio.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000222"><emph type="italics"/>T. eodem. </s>           <s id="s.000221"><emph type="italics"/>T. eodem. </s>
           <s id="id.000223">Num plures Pyramides locum replere valeant, vbi Ari&longs;totiles, &amp; omnes <lb/>           <s id="s.000222">Num plures Pyramides locum replere valeant, vbi Ari&longs;toteles, &amp; omnes <lb/>
 expo&longs;itores erra&longs;&longs;e o&longs;tenduntur.<emph.end type="italics"/></s> expo&longs;itores erra&longs;&longs;e o&longs;tenduntur.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000224"><emph type="italics"/>T. 71. Terram e&longs;&longs;e cubum, cur dictum &longs;it.<emph.end type="italics"/></s>           <s id="s.000223"><emph type="italics"/>T. 71. Terram e&longs;&longs;e cubum, cur dictum &longs;it.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000225">Ex 4. de C&oelig;lo.<!-- KEEP S--></s>           <s id="s.000224">Ex 4. de C&oelig;lo.<!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000226"><emph type="italics"/>T. 33. Extare centrum Mundi, qu&ograve; grauia tendunt, &agrave; quo leuia abeant.<emph.end type="italics"/></s>           <s id="s.000225"><emph type="italics"/>T. 33. Extare centrum Mundi, qu&ograve; grauia tendunt, &agrave; quo leuia abeant.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000227"><emph type="italics"/>T. 44. &amp; <expan abbr="&longs;eq.">&longs;eque</expan> Cur qu&aelig;dam grauiora qu&agrave;m aqua, &longs;upernatent.<emph.end type="italics"/></s>           <s id="s.000226"><emph type="italics"/>T. 44. &amp; <expan abbr="&longs;eq.">&longs;eque</expan> Cur qu&aelig;dam grauiora qu&agrave;m aqua, &longs;upernatent.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000228">Ex 2. de Generatione, &amp; Corruptione.<!-- KEEP S--></s>           <s id="s.000227">Ex 2. de Generatione, &amp; Corruptione.<!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000229"><emph type="italics"/>Tex. 56. Cur Planet&aelig; duobus motibus moueri dicantur.<emph.end type="italics"/></s>           <s id="s.000228"><emph type="italics"/>Tex. 56. Cur Planet&aelig; duobus motibus moueri dicantur.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000230">Ex 1. Meteororum.<!-- KEEP S--></s>           <s id="s.000229">Ex 1. Meteororum.<!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000231"><emph type="italics"/>Summa prima cap. 3. De magnitudine Terr&aelig; ad a&longs;tra, &amp; &longs;olem collata.<emph.end type="italics"/></s>           <s id="s.000230"><emph type="italics"/>Summa prima cap. 3. De magnitudine Terr&aelig; ad a&longs;tra, &amp; &longs;olem collata.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000232"><emph type="italics"/>Cap. eodem. </s>           <s id="s.000231"><emph type="italics"/>Cap. eodem. </s>
           <s id="id.000233">De magnitudine A&longs;trorum.<emph.end type="italics"/></s>           <s id="s.000232">De magnitudine A&longs;trorum.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000234"><emph type="italics"/>Cap. 4. De ordine Luminarium Solis, &amp; Lun&aelig;.<emph.end type="italics"/><!-- KEEP S--></s>           <s id="s.000233"><emph type="italics"/>Cap. 4. De ordine Luminarium Solis, &amp; Lun&aelig;.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000235"><emph type="italics"/>Summa 2. cap. 3. de Mercurij stella. </s>           <s id="s.000234"><emph type="italics"/>Summa 2. cap. 3. de Mercurij stella. </s>
           <s id="id.000236">Item de Cometa: e&longs;&longs;e in C&oelig;lo.<emph.end type="italics"/><!-- KEEP S--></s>           <s id="s.000235">Item de Cometa: e&longs;&longs;e in C&oelig;lo.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000237"><emph type="italics"/>Cap. 5. De Magnitudine Solis, &amp; de vmbra Terr&aelig;.<emph.end type="italics"/><!-- KEEP S--></s>           <s id="s.000236"><emph type="italics"/>Cap. 5. De Magnitudine Solis, &amp; de vmbra Terr&aelig;.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000238"><emph type="italics"/>Cap. 5. De Glaxia.<emph.end type="italics"/></s>           <s id="s.000237"><emph type="italics"/>Cap. 5. De Glaxia.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000239"><emph type="italics"/>Cap. 6. Sententia Ari&longs;totelis de Glaxia, partim defenditur: vera, deinde <lb/>           <s id="s.000238"><emph type="italics"/>Cap. 6. Sententia Ari&longs;totelis de Glaxia, partim defenditur: vera, deinde <lb/>
 aperitur.<emph.end type="italics"/></s> aperitur.<emph.end type="italics"/></s>
         </p>         </p>
         <pb xlink:href="009/01/015.jpg" pagenum="15" />         <pb pagenum="15" xlink:href="009/01/015.jpg"/>
         <p type="main">         <p type="main">
           <s id="id.000240"><emph type="italics"/>Summa 4. cap 1. De Monte Parna&longs;&longs;o, dubia. </s>           <s id="s.000239"><emph type="italics"/>Summa 4. cap 1. De Monte Parna&longs;&longs;o, dubia. </s>
           <s id="id.000241">Mare extraneum, quod. </s>           <s id="s.000240">Mare extraneum, quod. </s>
           <s id="id.000242">Errata qu&aelig;&shy;<lb/>           <s id="s.000241">Errata qu&aelig;&shy;<lb/>
 dam veterum Geographorum, &amp; Ari&longs;t. corriguntur. </s> dam veterum Geographorum, &amp; Ari&longs;t. corriguntur. </s>
           <s id="id.000243">Altitudo montis Cauca&longs;i.<emph.end type="italics"/></s>           <s id="s.000242">Altitudo montis Cauca&longs;i.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000244"><emph type="italics"/>Cap. 2. De permutatione Aquarum, &amp; continentis. </s>           <s id="s.000243"><emph type="italics"/>Cap. 2. De permutatione Aquarum, &amp; continentis. </s>
           <s id="id.000245">Noua ob&longs;eruatio de rotundi&shy;<lb/>           <s id="s.000244">Noua ob&longs;eruatio de rotundi&shy;<lb/>
 tate Terr&aelig;, <expan abbr="atq;">atque</expan> Mundi duratione.<emph.end type="italics"/></s> tate Terr&aelig;, <expan abbr="atq;">atque</expan> Mundi duratione.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000246">Ex 2. Meteororum.<!-- KEEP S--></s>           <s id="s.000245">Ex 2. Meteororum.<!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000247"><emph type="italics"/>Summa 1. cap. 1. De Mari rubro.<emph.end type="italics"/></s>           <s id="s.000246"><emph type="italics"/>Summa 1. cap. 1. De Mari rubro.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000248"><emph type="italics"/>Summa 2. cap. 2. De ortu stellarum fixarum: Item de occa&longs;u earumdem.<emph.end type="italics"/></s>           <s id="s.000247"><emph type="italics"/>Summa 2. cap. 2. De ortu stellarum fixarum: Item de occa&longs;u earumdem.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000249"><emph type="italics"/>Cap. eodem, De Canicula. </s>           <s id="s.000248"><emph type="italics"/>Cap. eodem, De Canicula. </s>
           <s id="id.000250">De Zonis temperatis. </s>           <s id="s.000249">De Zonis temperatis. </s>
           <s id="id.000251">Corona Ariadn&aelig;. </s>           <s id="s.000250">Corona Ariadn&aelig;. </s>
           <s id="id.000252">Zonam torridam <lb/>           <s id="s.000251">Zonam torridam <lb/>
 fals&ograve; putabant inho&longs;pitalem. </s> fals&ograve; putabant inho&longs;pitalem. </s>
           <s id="id.000253">cur habitabilis.<emph.end type="italics"/></s>           <s id="s.000252">cur habitabilis.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000254"><emph type="italics"/>Cap. 3. De Ventorum &longs;itu.<emph.end type="italics"/></s>           <s id="s.000253"><emph type="italics"/>Cap. 3. De Ventorum &longs;itu.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000255">Ex 3. Meteor.<!-- KEEP S--></s>           <s id="s.000254">Ex 3. Meteor.<!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000256"><emph type="italics"/>Summa 2. cap. 2. De Halone, &longs;eu Area, &longs;eu Corona, Mathematica demon&longs;tratio.<emph.end type="italics"/></s>           <s id="s.000255"><emph type="italics"/>Summa 2. cap. 2. De Halone, &longs;eu Area, &longs;eu Corona, Mathematica demon&longs;tratio.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000257"><emph type="italics"/>Cap. 4. De Iridis figura Mathematica demon&longs;tratio, &longs;ed deficiens. </s>           <s id="s.000256"><emph type="italics"/>Cap. 4. De Iridis figura Mathematica demon&longs;tratio, &longs;ed deficiens. </s>
           <s id="id.000258">Noua de eadem <lb/>           <s id="s.000257">Noua de eadem <lb/>
 tractatio.<emph.end type="italics"/></s> tractatio.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000259"><emph type="italics"/>Cap. 5. De Parelio. <!-- KEEP S--></s>           <s id="s.000258"><emph type="italics"/>Cap. 5. De Parelio. <!-- KEEP S--></s>
           <s id="id.000260">Rationes Ari&longs;totelis refelluntur.<emph.end type="italics"/></s>           <s id="s.000259">Rationes Ari&longs;totelis refelluntur.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000261">Ex 1. De Anima.<!-- KEEP S--></s>           <s id="s.000260">Ex 1. De Anima.<!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000262"><emph type="italics"/>Tex. 11. Quid rectum, quid obliquum. </s>           <s id="s.000261"><emph type="italics"/>Tex. 11. Quid rectum, quid obliquum. </s>
           <s id="id.000263">&amp; omnis triangulus habet tres, &amp;c.<emph.end type="italics"/></s>           <s id="s.000262">&amp; omnis triangulus habet tres, &amp;c.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000264"><emph type="italics"/>T. 13. Sph&aelig;ra planum tangit in puncto.<emph.end type="italics"/></s>           <s id="s.000263"><emph type="italics"/>T. 13. Sph&aelig;ra planum tangit in puncto.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000265">Ex 2. De Anima.<!-- KEEP S--></s>           <s id="s.000264">Ex 2. De Anima.<!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000266"><emph type="italics"/>T. 12. Definitionem formalem, &amp; cau&longs;alem explicat exemplo Quadrationis Geo&shy;<lb/>           <s id="s.000265"><emph type="italics"/>T. 12. Definitionem formalem, &amp; cau&longs;alem explicat exemplo Quadrationis Geo&shy;<lb/>
 metric&aelig;.<emph.end type="italics"/></s> metric&aelig;.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000267"><emph type="italics"/>T. 86. Acutum, &amp; Graue, vt differant.<emph.end type="italics"/></s>           <s id="s.000266"><emph type="italics"/>T. 86. Acutum, &amp; Graue, vt differant.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000268"><emph type="italics"/>T. 159. De Solis magnitudine ad terram.<emph.end type="italics"/></s>           <s id="s.000267"><emph type="italics"/>T. 159. De Solis magnitudine ad terram.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000269">Ex 3. De Anima.<!-- KEEP S--></s>           <s id="s.000268">Ex 3. De Anima.<!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000270"><emph type="italics"/>T. 21. Incommen&longs;urabile.<emph.end type="italics"/></s>           <s id="s.000269"><emph type="italics"/>T. 21. Incommen&longs;urabile.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000271"><emph type="italics"/>T. 25. Indiui&longs;ibilia e&longs;&longs;e priuationes.<emph.end type="italics"/></s>           <s id="s.000270"><emph type="italics"/>T. 25. Indiui&longs;ibilia e&longs;&longs;e priuationes.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000272"><emph type="italics"/>T. 32. Permutata proportio.<emph.end type="italics"/></s>           <s id="s.000271"><emph type="italics"/>T. 32. Permutata proportio.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000273">Ex lib. <!-- REMOVE S-->De Sen&longs;u.</s>           <s id="s.000272">Ex lib. <!-- REMOVE S-->De Sen&longs;u.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000274"><emph type="italics"/>Capite 6. Die&longs;is.<emph.end type="italics"/><!-- KEEP S--></s>           <s id="s.000273"><emph type="italics"/>Capite 6. Die&longs;is.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000275"><emph type="italics"/>Cap. 8. Nete. </s>           <s id="s.000274"><emph type="italics"/>Cap. 8. Nete. </s>
           <s id="id.000276">Diapa&longs;on. <!-- KEEP S--></s>           <s id="s.000275">Diapa&longs;on. <!-- KEEP S--></s>
           <s id="id.000277">Diapen&longs;e.<emph.end type="italics"/></s>           <s id="s.000276">Diapen&longs;e.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000278">Ex lib. <!-- REMOVE S-->De Memoria, &amp; Rem.<!-- KEEP S--></s>           <s id="s.000277">Ex lib. <!-- REMOVE S-->De Memoria, &amp; Rem.<!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000279"><emph type="italics"/>Cap. 1. Omnis triangulus habet tres, &amp;c.<emph.end type="italics"/></s>           <s id="s.000278"><emph type="italics"/>Cap. 1. Omnis triangulus habet tres, &amp;c.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000280"><emph type="italics"/>Cap. 3. Mathemata facile remini&longs;cibilia.<emph.end type="italics"/></s>           <s id="s.000279"><emph type="italics"/>Cap. 3. Mathemata facile remini&longs;cibilia.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000281">Ex lib. <!-- REMOVE S-->De Somnijs.<!-- KEEP S--></s>           <s id="s.000280">Ex lib. <!-- REMOVE S-->De Somnijs.<!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000282"><emph type="italics"/>Cap. 2. Terra, cur nauigantibus moueri videatur.<emph.end type="italics"/></s>           <s id="s.000281"><emph type="italics"/>Cap. 2. Terra, cur nauigantibus moueri videatur.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000283"><emph type="italics"/>Cap. 3. Cur Oculus digito dimotus res geminatas videat.<emph.end type="italics"/></s>           <s id="s.000282"><emph type="italics"/>Cap. 3. Cur Oculus digito dimotus res geminatas videat.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000284">Ex 1. Methaphy&longs;.<!-- KEEP S--></s>           <s id="s.000283">Ex 1. Methaphy&longs;.<!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000285"><emph type="italics"/>Cap. 1. Initium Mathematicarum ab Aegyptiorum Sacerdotibus. </s>           <s id="s.000284"><emph type="italics"/>Cap. 1. Initium Mathematicarum ab Aegyptiorum Sacerdotibus. </s>
           <s id="id.000286">Item, Automata, <lb/>           <s id="s.000285">Item, Automata, <lb/>
 qu&aelig; &longs;olstitia. </s> qu&aelig; &longs;olstitia. </s>
           <s id="id.000287">Diameter incommen&longs;.<emph.end type="italics"/></s>           <s id="s.000286">Diameter incommen&longs;.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000288"><emph type="italics"/>Summa 2. cap. 3. Pythagorei Mathematicas c&aelig;teris pr&aelig;ferebant.<emph.end type="italics"/></s>           <s id="s.000287"><emph type="italics"/>Summa 2. cap. 3. Pythagorei Mathematicas c&aelig;teris pr&aelig;ferebant.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000289"><emph type="italics"/>T. 47. Geometria habet &longs;uas pr&aelig;cognitiones.<emph.end type="italics"/></s>           <s id="s.000288"><emph type="italics"/>T. 47. Geometria habet &longs;uas pr&aelig;cognitiones.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000290">Ex 2. Methaphy&longs;.<!-- KEEP S--></s>           <s id="s.000289">Ex 2. Methaphy&longs;.<!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000291"><emph type="italics"/>T. 14. Leges apud Mu&longs;icos quid.<emph.end type="italics"/></s>           <s id="s.000290"><emph type="italics"/>T. 14. Leges apud Mu&longs;icos quid.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000292">Ex 3. Methaphy&longs;.<!-- KEEP S--></s>           <s id="s.000291">Ex 3. Methaphy&longs;.<!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000293"><emph type="italics"/>Tex. <!-- KEEP S--></s>           <s id="s.000292"><emph type="italics"/>Tex. <!-- KEEP S--></s>
           <s id="id.000294">Mathematicas puras carere cau&longs;is efficiente, &amp; finali. </s>           <s id="s.000293">Mathematicas puras carere cau&longs;is efficiente, &amp; finali. </s>
           <s id="id.000295">Ari&longs;tippus, vt Mathe&shy;<lb/>           <s id="s.000294">Ari&longs;tippus, vt Mathe&shy;<lb/>
 maticas &longs;ugillaret. </s> maticas &longs;ugillaret. </s>
           <s id="id.000296">Tetragoni&longs;mus est inuentio medi&aelig;.<emph.end type="italics"/></s>           <s id="s.000295">Tetragoni&longs;mus est inuentio medi&aelig;.<emph.end type="italics"/></s>
         </p>         </p>
         <pb xlink:href="009/01/016.jpg" pagenum="16" />         <pb pagenum="16" xlink:href="009/01/016.jpg"/>
         <p type="main">         <p type="main">
           <s id="id.000297"><emph type="italics"/>Tex. 8. Geod&aelig;&longs;ia quid.<emph.end type="italics"/></s>           <s id="s.000296"><emph type="italics"/>Tex. 8. Geod&aelig;&longs;ia quid.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000298">Ex 4. Methaphy&longs;.<!-- KEEP S--></s>           <s id="s.000297">Ex 4. Methaphy&longs;.<!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000299"><emph type="italics"/>T. 4. Qu&aelig; &longs;int prim&aelig;, &amp; qu&aelig; &longs;ecund&aelig; inter Mathematicas.<emph.end type="italics"/><!-- KEEP S--></s>           <s id="s.000298"><emph type="italics"/>T. 4. Qu&aelig; &longs;int prim&aelig;, &amp; qu&aelig; &longs;ecund&aelig; inter Mathematicas.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000300"><emph type="italics"/>T. 28. Diameter, commen&longs;urabilis.<emph.end type="italics"/></s>           <s id="s.000299"><emph type="italics"/>T. 28. Diameter, commen&longs;urabilis.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000301">Ex 5. Methaphy&longs;.<!-- KEEP S--></s>           <s id="s.000300">Ex 5. Methaphy&longs;.<!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000302"><emph type="italics"/>T. 2. Exemplum cau&longs;&aelig; formalis ex Diapa&longs;on. <!-- KEEP S--></s>           <s id="s.000301"><emph type="italics"/>T. 2. Exemplum cau&longs;&aelig; formalis ex Diapa&longs;on. <!-- KEEP S--></s>
           <s id="id.000303">Qu&aelig; &longs;int proportiones Mu&longs;icales.<emph.end type="italics"/></s>           <s id="s.000302">Qu&aelig; &longs;int proportiones Mu&longs;icales.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000304"><emph type="italics"/>T. 3. Qu&aelig; &longs;it Materia in Mathematicis.<emph.end type="italics"/><!-- KEEP S--></s>           <s id="s.000303"><emph type="italics"/>T. 3. Qu&aelig; &longs;it Materia in Mathematicis.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000305"><emph type="italics"/>T. 4. Quidnam &longs;int elementa apud Geometras.<emph.end type="italics"/></s>           <s id="s.000304"><emph type="italics"/>T. 4. Quidnam &longs;int elementa apud Geometras.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000306"><emph type="italics"/>T. 12. Die&longs;is.<emph.end type="italics"/><!-- KEEP S--></s>           <s id="s.000305"><emph type="italics"/>T. 12. Die&longs;is.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000307"><emph type="italics"/>T. 17. Diameter incommen&longs;urab. </s>           <s id="s.000306"><emph type="italics"/>T. 17. Diameter incommen&longs;urab. </s>
           <s id="id.000308">Quid potentia vnius line&aelig;.<emph.end type="italics"/></s>           <s id="s.000307">Quid potentia vnius line&aelig;.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000309"><emph type="italics"/>T. 34. Diameter incommen&longs;urabilis.<emph.end type="italics"/></s>           <s id="s.000308"><emph type="italics"/>T. 34. Diameter incommen&longs;urabilis.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000310">Ex 6. Methaphy&longs;.<!-- KEEP S--></s>           <s id="s.000309">Ex 6. Methaphy&longs;.<!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000311"><emph type="italics"/>T. 1. Principia, elementa, &amp; cau&longs;&aelig; in Mathem.<emph.end type="italics"/><!-- KEEP S--></s>           <s id="s.000310"><emph type="italics"/>T. 1. Principia, elementa, &amp; cau&longs;&aelig; in Mathem.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000312"><emph type="italics"/>T. 8. Diameter. </s>           <s id="s.000311"><emph type="italics"/>T. 8. Diameter. </s>
           <s id="id.000313">commen&longs;urab.<emph.end type="italics"/></s>           <s id="s.000312">commen&longs;urab.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000314"><emph type="italics"/>T. 20. De&longs;criptiones. </s>           <s id="s.000313"><emph type="italics"/>T. 20. De&longs;criptiones. </s>
           <s id="id.000315">Omnis triangulus habet tres, &amp;c. </s>           <s id="s.000314">Omnis triangulus habet tres, &amp;c. </s>
           <s id="id.000316">Cur Angulus in &longs;emicir&shy;<lb/>           <s id="s.000315">Cur Angulus in &longs;emicir&shy;<lb/>
 culo rectus.<emph.end type="italics"/></s> culo rectus.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000317"><emph type="italics"/>T. 22. Omnis triangulus habet tres, &amp;c.<emph.end type="italics"/></s>           <s id="s.000316"><emph type="italics"/>T. 22. Omnis triangulus habet tres, &amp;c.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000318">Ex 10. Methaphy&longs;.<!-- KEEP S--></s>           <s id="s.000317">Ex 10. Methaphy&longs;.<!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000319"><emph type="italics"/>T. 4. Motum diurnum men&longs;uram reliquorum. </s>           <s id="s.000318"><emph type="italics"/>T. 4. Motum diurnum men&longs;uram reliquorum. </s>
           <s id="id.000320">Die&longs;is.<emph.end type="italics"/><!-- KEEP S--></s>           <s id="s.000319">Die&longs;is.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000321"><emph type="italics"/>T. 11. Similes figur&aelig; qu&aelig;. </s>           <s id="s.000320"><emph type="italics"/>T. 11. Similes figur&aelig; qu&aelig;. </s>
           <s id="id.000322">Diuer&longs;um in Math. quid.<emph.end type="italics"/></s>           <s id="s.000321">Diuer&longs;um in Math. quid.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000323">Ex 11. Methaphy&longs;.<!-- KEEP S--></s>           <s id="s.000322">Ex 11. Methaphy&longs;.<!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000324"><emph type="italics"/>Cap. 2. Ortus punctorum, linearum, &longs;uperficierum.<emph.end type="italics"/></s>           <s id="s.000323"><emph type="italics"/>Cap. 2. Ortus punctorum, linearum, &longs;uperficierum.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000325">Ex 12. Methaphy&longs;.<!-- KEEP S--></s>           <s id="s.000324">Ex 12. Methaphy&longs;.<!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000326"><emph type="italics"/>T. 44. Peculiari&longs;&longs;imam Philo&longs;ophiam, Mathematicorum videlicet, A&longs;tronomiam <lb/>           <s id="s.000325"><emph type="italics"/>T. 44. Peculiari&longs;&longs;imam Philo&longs;ophiam, Mathematicorum videlicet, A&longs;tronomiam <lb/>
 pluralitatem C&oelig;lorum docere.<emph.end type="italics"/></s> pluralitatem C&oelig;lorum docere.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000327"><emph type="italics"/>T. 45. Numerus orbium c&oelig;le&longs;tium &longs;ecundum Eudoxum.<emph.end type="italics"/></s>           <s id="s.000326"><emph type="italics"/>T. 45. Numerus orbium c&oelig;le&longs;tium &longs;ecundum Eudoxum.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000328"><emph type="italics"/>T. 46. Itidem ex Eudoxo.<emph.end type="italics"/></s>           <s id="s.000327"><emph type="italics"/>T. 46. Itidem ex Eudoxo.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000329"><emph type="italics"/>T. 47. Orbium c&oelig;le&longs;tium numerus, &amp; fabrica ex Calippo.<emph.end type="italics"/></s>           <s id="s.000328"><emph type="italics"/>T. 47. Orbium c&oelig;le&longs;tium numerus, &amp; fabrica ex Calippo.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000330">Ex 13. Methaphy&longs;.<!-- KEEP S--></s>           <s id="s.000329">Ex 13. Methaphy&longs;.<!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000331"><emph type="italics"/>Cap. 3. Qua ratione Mathematici tractant de Bono.<emph.end type="italics"/><!-- KEEP S--></s>           <s id="s.000330"><emph type="italics"/>Cap. 3. Qua ratione Mathematici tractant de Bono.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000332">In Mechanicas Qu&aelig;&longs;tiones.</s>           <s id="s.000331">In Mechanicas Qu&aelig;&longs;tiones.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000333"><emph type="italics"/>Cap. 1. Qu&aelig; &longs;it Mechanica facultas.<emph.end type="italics"/></s>           <s id="s.000332"><emph type="italics"/>Cap. 1. Qu&aelig; &longs;it Mechanica facultas.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000334"><emph type="italics"/>Cap. 2. De Admirandis circuli.<emph.end type="italics"/></s>           <s id="s.000333"><emph type="italics"/>Cap. 2. De Admirandis circuli.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000335"><emph type="italics"/>Qu&aelig;&longs;tio 1. De Libra. <!-- KEEP S--></s>           <s id="s.000334"><emph type="italics"/>Qu&aelig;&longs;tio 1. De Libra. <!-- KEEP S--></s>
           <s id="id.000336">cur maior, exactior. </s>           <s id="s.000335">cur maior, exactior. </s>
           <s id="id.000337">inibi Ari&longs;t. lap&longs;us.<emph.end type="italics"/></s>           <s id="s.000336">inibi Ari&longs;t. lap&longs;us.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000338"><emph type="italics"/>Qu&aelig;&longs;t. 2. Duplex Libra. <!-- KEEP S--></s>           <s id="s.000337"><emph type="italics"/>Qu&aelig;&longs;t. 2. Duplex Libra. <!-- KEEP S--></s>
           <s id="id.000339">Piccolomineus reiectus.<emph.end type="italics"/></s>           <s id="s.000338">Piccolomineus reiectus.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000340"><emph type="italics"/>Qu&aelig;&longs;t. 3. De Vecte.<emph.end type="italics"/><!-- KEEP S--></s>           <s id="s.000339"><emph type="italics"/>Qu&aelig;&longs;t. 3. De Vecte.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000341"><emph type="italics"/>Qu&aelig;&longs;t. 4. De Remo; Petri Non&yuml; in Arist. correctio.<emph.end type="italics"/></s>           <s id="s.000340"><emph type="italics"/>Qu&aelig;&longs;t. 4. De Remo; Petri Non&yuml; in Arist. correctio.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000342"><emph type="italics"/>Qu&aelig;&longs;t. 5. De Temone Nauis.<emph.end type="italics"/><!-- KEEP S--></s>           <s id="s.000341"><emph type="italics"/>Qu&aelig;&longs;t. 5. De Temone Nauis.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000343"><emph type="italics"/>Qu&aelig;&longs;t. 6. De Antenna.<emph.end type="italics"/></s>           <s id="s.000342"><emph type="italics"/>Qu&aelig;&longs;t. 6. De Antenna.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000344"><emph type="italics"/>Qu&aelig;&longs;t. 8 De Rota.<emph.end type="italics"/><!-- KEEP S--></s>           <s id="s.000343"><emph type="italics"/>Qu&aelig;&longs;t. 8 De Rota.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000345"><emph type="italics"/>Qu&aelig;&longs;t. 9. De Trochlea, &amp; Scytali. </s>           <s id="s.000344"><emph type="italics"/>Qu&aelig;&longs;t. 9. De Trochlea, &amp; Scytali. figura antiqu&aelig; &longs;cytalis.<emph.end type="italics"/></s>
           <s id="id.000346">figura antiqu&aelig; &longs;cytalis.<emph.end type="italics"/></s> 
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000347"><emph type="italics"/>Qu&aelig;&longs;t. 10. De Libra vacua.<emph.end type="italics"/></s>           <s id="s.000345"><emph type="italics"/>Qu&aelig;&longs;t. 10. De Libra vacua.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000348"><emph type="italics"/>Q&ugrave;&aelig;&longs;t. <!-- REMOVE S-->11. De Curru, &amp; &longs;cytala.<emph.end type="italics"/></s>           <s id="s.000346"><emph type="italics"/>Q&ugrave;&aelig;&longs;t. <!-- REMOVE S-->11. De Curru, &amp; &longs;cytala.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000349"><emph type="italics"/>Qu&aelig;&longs;t. 13. De lugo. </s>           <s id="s.000347"><emph type="italics"/>Qu&aelig;&longs;t. 13. De lugo. </s>
           <s id="id.000350">De Succula.<emph.end type="italics"/><!-- KEEP S--></s>           <s id="s.000348">De Succula.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000351"><emph type="italics"/>Qu&aelig;&longs;t. 15. De Vmbelicis.<emph.end type="italics"/></s>           <s id="s.000349"><emph type="italics"/>Qu&aelig;&longs;t. 15. De Vmbelicis.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000352"><emph type="italics"/>Qu&aelig;&longs;t. 16. De ligni oblongi, ac breuis flexura.<emph.end type="italics"/></s>           <s id="s.000350"><emph type="italics"/>Qu&aelig;&longs;t. 16. De ligni oblongi, ac breuis flexura.<emph.end type="italics"/></s>
         </p>         </p>
         <pb xlink:href="009/01/017.jpg" pagenum="17" />         <pb pagenum="17" xlink:href="009/01/017.jpg"/>
         <p type="main">         <p type="main">
           <s id="id.000353"><emph type="italics"/>Qu&aelig;&longs;t. 17. De Cuneo.<emph.end type="italics"/><!-- KEEP S--></s>           <s id="s.000351"><emph type="italics"/>Qu&aelig;&longs;t. 17. De Cuneo.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000354"><emph type="italics"/>Qu&aelig;&longs;t. 18. De Trochlea; error Piccolominei.<emph.end type="italics"/></s>           <s id="s.000352"><emph type="italics"/>Qu&aelig;&longs;t. 18. De Trochlea; error Piccolominei.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000355"><emph type="italics"/>Qu&aelig;&longs;t. 19. De Securi. </s>           <s id="s.000353"><emph type="italics"/>Qu&aelig;&longs;t. 19. De Securi. </s>
           <s id="id.000356">Securis veteris figura, &amp; con&longs;tructio; vn&agrave; cum affectione <lb/>           <s id="s.000354">Securis veteris figura, &amp; con&longs;tructio; vn&agrave; cum affectione <lb/>
 eius mirabili.<emph.end type="italics"/></s> eius mirabili.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000357"><emph type="italics"/>Qu&aelig;&longs;t. 20. De Statera. <!-- KEEP S--></s>           <s id="s.000355"><emph type="italics"/>Qu&aelig;&longs;t. 20. De Statera. <!-- KEEP S--></s>
           <s id="id.000358">Veteris stater&aelig; figura restaurata.<emph.end type="italics"/></s>           <s id="s.000356">Veteris stater&aelig; figura restaurata.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000359"><emph type="italics"/>Qu&aelig;&longs;t. 21. De Dentiforcipe.<emph.end type="italics"/><!-- KEEP S--></s>           <s id="s.000357"><emph type="italics"/>Qu&aelig;&longs;t. 21. De Dentiforcipe.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000360"><emph type="italics"/>Qu&aelig;&longs;t. 22. De Nucifrago.<emph.end type="italics"/><!-- KEEP S--></s>           <s id="s.000358"><emph type="italics"/>Qu&aelig;&longs;t. 22. De Nucifrago.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000361"><emph type="italics"/>Qu&aelig;&longs;t. 23. De Motibus in Rhombo.<emph.end type="italics"/><!-- KEEP S--></s>           <s id="s.000359"><emph type="italics"/>Qu&aelig;&longs;t. 23. De Motibus in Rhombo.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000362"><emph type="italics"/>Qu&aelig;&longs;t. 24. De duobus circulis concentricis.<emph.end type="italics"/></s>           <s id="s.000360"><emph type="italics"/>Qu&aelig;&longs;t. 24. De duobus circulis concentricis.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000363"><emph type="italics"/>Qu&aelig;&longs;t. 25. De funibus lectulorum.<emph.end type="italics"/></s>           <s id="s.000361"><emph type="italics"/>Qu&aelig;&longs;t. 25. De funibus lectulorum.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000364"><emph type="italics"/>Qu&aelig;&longs;t. 26. De ligno humeris gestato.<emph.end type="italics"/></s>           <s id="s.000362"><emph type="italics"/>Qu&aelig;&longs;t. 26. De ligno humeris gestato.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000365"><emph type="italics"/>Qu&aelig;&longs;t. 27. De ponderibus humero ge&longs;tatis.<emph.end type="italics"/></s>           <s id="s.000363"><emph type="italics"/>Qu&aelig;&longs;t. 27. De ponderibus humero ge&longs;tatis.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000366"><emph type="italics"/>Qu&aelig;&longs;t. 28. De Tollenone.<emph.end type="italics"/><!-- KEEP S--></s>           <s id="s.000364"><emph type="italics"/>Qu&aelig;&longs;t. 28. De Tollenone.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000367"><emph type="italics"/>Qu&aelig;&longs;t. 29. De onere &agrave; duobus phalanga ge&longs;tato.<emph.end type="italics"/></s>           <s id="s.000365"><emph type="italics"/>Qu&aelig;&longs;t. 29. De onere &agrave; duobus phalanga ge&longs;tato.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000368"><emph type="italics"/>Qu&aelig;&longs;t. 30. De &longs;urgente &agrave; &longs;e&longs;&longs;ione.<emph.end type="italics"/></s>           <s id="s.000366"><emph type="italics"/>Qu&aelig;&longs;t. 30. De &longs;urgente &agrave; &longs;e&longs;&longs;ione.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000369">In libello De Mundo ad Alex.<!-- REMOVE S--><emph type="italics"/>Cap. 2. Ordo Planetarum.<emph.end type="italics"/><!-- KEEP S--></s>           <s id="s.000367">In libello De Mundo ad Alex.<!-- REMOVE S--><emph type="italics"/>Cap. 2. Ordo Planetarum.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000370"><emph type="italics"/>Cap. 3. De Cometis.<emph.end type="italics"/><!-- KEEP S--></s>           <s id="s.000368"><emph type="italics"/>Cap. 3. De Cometis.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000371"><emph type="italics"/>Cap. 5. De fluxu maris. </s>           <s id="s.000369"><emph type="italics"/>Cap. 5. De fluxu maris. </s>
           <s id="id.000372">noua de maris &aelig;&longs;tu &longs;ententia.<emph.end type="italics"/></s>           <s id="s.000370">noua de maris &aelig;&longs;tu &longs;ententia.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000373">In libro De Admirandis audit.</s>           <s id="s.000371">In libro De Admirandis audit.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000374"><emph type="italics"/>Num. <!-- REMOVE S-->8. De nouo orbe.<emph.end type="italics"/></s>           <s id="s.000372"><emph type="italics"/>Num. <!-- REMOVE S-->8. De nouo orbe.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000375"><emph type="italics"/>Nu. </s>           <s id="s.000373"><emph type="italics"/>Nu. </s>
           <s id="id.000376">100. De I&longs;tro, error Ari&longs;t. &amp; veterum Geographorum.<emph.end type="italics"/></s>           <s id="s.000374">100. De I&longs;tro, error Ari&longs;t. &amp; veterum Geographorum.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000377">In libello De lineis in&longs;ecabilibus.</s>           <s id="s.000375">In libello De lineis in&longs;ecabilibus.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000378"><emph type="italics"/>Primus locus. </s>           <s id="s.000376"><emph type="italics"/>Primus locus. </s>
           <s id="id.000379">De commen&longs;urabili, &amp; incommen&longs;urabili.<emph.end type="italics"/></s>           <s id="s.000377">De commen&longs;urabili, &amp; incommen&longs;urabili.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000380"><emph type="italics"/>2. locus. </s>           <s id="s.000378"><emph type="italics"/>2. locus. </s>
           <s id="id.000381">De figuris incommen&longs;.<emph.end type="italics"/></s>           <s id="s.000379">De figuris incommen&longs;.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000382"><emph type="italics"/>3. locus. </s>           <s id="s.000380"><emph type="italics"/>3. locus. </s>
           <s id="id.000383">Qu&aelig; linea rationalis, qu&aelig; irrationalis. </s>           <s id="s.000381">Qu&aelig; linea rationalis, qu&aelig; irrationalis. </s>
           <s id="id.000384">Binomio, Apotome.<emph.end type="italics"/></s>           <s id="s.000382">Binomio, Apotome.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000385"><emph type="italics"/>4. locus. </s>           <s id="s.000383"><emph type="italics"/>4. locus. </s>
           <s id="id.000386">De communi men&longs;ura.<emph.end type="italics"/></s>           <s id="s.000384">De communi men&longs;ura.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000387"><emph type="italics"/>5. locus. </s>           <s id="s.000385"><emph type="italics"/>5. locus. </s>
           <s id="id.000388">Line&aelig; rect&aelig; motus in &longs;emicirculum.<emph.end type="italics"/></s>           <s id="s.000386">Line&aelig; rect&aelig; motus in &longs;emicirculum.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000389"><emph type="italics"/>6. locus. </s>           <s id="s.000387"><emph type="italics"/>6. locus. </s>
           <s id="id.000390">Circulorum &aelig;qualium ab inuicem motus.<emph.end type="italics"/></s>           <s id="s.000388">Circulorum &aelig;qualium ab inuicem motus.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000391"><emph type="italics"/>7. locus. </s>           <s id="s.000389"><emph type="italics"/>7. locus. </s>
           <s id="id.000392">Multum Mathematicis demon&longs;trationibus tribuitur ab Ari&longs;totele.<emph.end type="italics"/><!-- KEEP S--></s>           <s id="s.000390">Multum Mathematicis demon&longs;trationibus tribuitur ab Ari&longs;totele.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000393"><emph type="italics"/>8. locus. </s>           <s id="s.000391"><emph type="italics"/>8. locus. </s>
           <s id="id.000394">Si extarent indiuidua, omnes line&aelig; e&longs;&longs;ent commen&longs;.<emph.end type="italics"/></s>           <s id="s.000392">Si extarent indiuidua, omnes line&aelig; e&longs;&longs;ent commen&longs;.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000395"><emph type="italics"/>9. locus. </s>           <s id="s.000393"><emph type="italics"/>9. locus. </s>
           <s id="id.000396">Idem probat alite&racute;.<emph.end type="italics"/></s>           <s id="s.000394">Idem probat alite&racute;.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000397"><emph type="italics"/>10. locus. </s>           <s id="s.000395"><emph type="italics"/>10. locus. </s>
           <s id="id.000398">Idem ex triangulo.<emph.end type="italics"/></s>           <s id="s.000396">Idem ex triangulo.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000399"><emph type="italics"/>11. locus. </s>           <s id="s.000397"><emph type="italics"/>11. locus. </s>
           <s id="id.000400">Idem ex quadrato.<emph.end type="italics"/></s>           <s id="s.000398">Idem ex quadrato.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000401"><emph type="italics"/>12. Ex diui&longs;ione line&aelig; idem confirmatur.<emph.end type="italics"/></s>           <s id="s.000399"><emph type="italics"/>12. Ex diui&longs;ione line&aelig; idem confirmatur.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000402"><emph type="italics"/>13. Idem eodem fer&egrave; modo cum pr&aelig;cedenti.<emph.end type="italics"/></s>           <s id="s.000400"><emph type="italics"/>13. Idem eodem fer&egrave; modo cum pr&aelig;cedenti.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000403"><emph type="italics"/>14. A quadrato cuiu&longs;uis line&aelig;.<emph.end type="italics"/></s>           <s id="s.000401"><emph type="italics"/>14. A quadrato cuiu&longs;uis line&aelig;.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000404"><emph type="italics"/>15. Idem probat ex &longs;uperficie, &amp; ex corpore.<emph.end type="italics"/></s>           <s id="s.000402"><emph type="italics"/>15. Idem probat ex &longs;uperficie, &amp; ex corpore.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000405"><emph type="italics"/>16. Idem ex contactu circuli cum linea recta.<emph.end type="italics"/></s>           <s id="s.000403"><emph type="italics"/>16. Idem ex contactu circuli cum linea recta.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000406">Ex lib. 9. Hi&longs;tori&aelig; Animalium.</s>           <s id="s.000404">Ex lib. 9. Hi&longs;tori&aelig; Animalium.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000407"><emph type="italics"/>Cap. 39. error Ari&longs;t. &amp; noua ob&longs;eruatio de admiranda quadam Aranearum indu&longs;tria.<emph.end type="italics"/></s>           <s id="s.000405"><emph type="italics"/>Cap. 39. error Ari&longs;t. &amp; noua ob&longs;eruatio de admiranda quadam Aranearum indu&longs;tria.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000408">De Ince&longs;&longs;u Animal.<!-- KEEP S--></s>           <s id="s.000406">De Ince&longs;&longs;u Animal.<!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000409"><emph type="italics"/>Cap. 7. qua ratione in gre&longs;&longs;u fiat bypotenu&longs;a. </s>           <s id="s.000407"><emph type="italics"/>Cap. 7. qua ratione in gre&longs;&longs;u fiat hypotenu&longs;a. </s>
           <s id="id.000410">&amp; ea quid &longs;it.<emph.end type="italics"/></s>           <s id="s.000408">&amp; ea quid &longs;it.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000411">De Motu Animal.<!-- KEEP S--></s>           <s id="s.000409">De Motu Animal.<!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000412"><emph type="italics"/>Cap. 1. in flexuris animalium e&longs;&longs;e centrum, &amp; circulum.<emph.end type="italics"/></s>           <s id="s.000410"><emph type="italics"/>Cap. 1. in flexuris animalium e&longs;&longs;e centrum, &amp; circulum.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000413"><emph type="italics"/>Cap. 3. Automata.<emph.end type="italics"/><!-- KEEP S--></s>           <s id="s.000411"><emph type="italics"/>Cap. 3. Automata.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <pb xlink:href="009/01/018.jpg" pagenum="18" />         <pb pagenum="18" xlink:href="009/01/018.jpg"/>
         <p type="head">         <p type="head">
           <s id="id.000414">De Generatione Animal.<!-- KEEP S--></s>           <s id="s.000412">De Generatione Animal.<!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000415"><emph type="italics"/>Lib. 2. cap. 1. Automata.<emph.end type="italics"/><!-- KEEP S--></s>           <s id="s.000413"><emph type="italics"/>Lib. 2. cap. 1. Automata.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000416"><emph type="italics"/>Lib. 2. cap. 4. Omnis triangulus habet tres, &amp;c. </s>           <s id="s.000414"><emph type="italics"/>Lib. 2. cap. 4. Omnis triangulus habet tres, &amp;c. </s>
           <s id="id.000417">Ibidem Diametrum e&longs;&longs;e incommen&shy;<lb/>           <s id="s.000415">Ibidem Diametrum e&longs;&longs;e incommen&shy;<lb/>
 &longs;urabilem co&longs;t&aelig;, habet cau&longs;am, &amp; demon&longs;trationem.<emph.end type="italics"/></s> &longs;urabilem co&longs;t&aelig;, habet cau&longs;am, &amp; demon&longs;trationem.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000418">In Ethicis ad Nicom.</s>           <s id="s.000416">In Ethicis ad Nicom.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000419"><emph type="italics"/>Lib. 1. cap. 7. Faber, &amp; Geometra diuers&egrave; con&longs;iderant angulum rectum.<emph.end type="italics"/></s>           <s id="s.000417"><emph type="italics"/>Lib. 1. cap. 7. Faber, &amp; Geometra diuers&egrave; con&longs;iderant angulum rectum.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000420"><emph type="italics"/>Lib. 2. cap. 6. De Arithmetica proportione.<emph.end type="italics"/></s>           <s id="s.000418"><emph type="italics"/>Lib. 2. cap. 6. De Arithmetica proportione.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000421"><emph type="italics"/>cap. 9. Centrum circuli reperire.<emph.end type="italics"/></s>           <s id="s.000419"><emph type="italics"/>cap. 9. Centrum circuli reperire.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000422"><emph type="italics"/>Lib. 3. cap. 3. Diameter, &amp; latus incommen&longs;urabilis: Item quid re&longs;olutio Geome&shy;<lb/>           <s id="s.000420"><emph type="italics"/>Lib. 3. cap. 3. Diameter, &amp; latus incommen&longs;urabilis: Item quid re&longs;olutio Geome&shy;<lb/>
 trica: Quid de&longs;ignatio.<emph.end type="italics"/></s> trica: Quid de&longs;ignatio.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000423"><emph type="italics"/>Lib. 5. cap. 3. Vnitarius numerus. </s>           <s id="s.000421"><emph type="italics"/>Lib. 5. cap. 3. Vnitarius numerus. </s>
           <s id="id.000424">Quid Proportionalitas. <!-- KEEP S--></s>           <s id="s.000422">Quid Proportionalitas. <!-- KEEP S--></s>
           <s id="id.000425">Eam in 4. terminis con&shy;<lb/>           <s id="s.000423">Eam in 4. terminis con&shy;<lb/>
 &longs;i&longs;tere. </s> &longs;i&longs;tere. </s>
           <s id="id.000426">Item quid Permutata proportio. </s>           <s id="s.000424">Item quid Permutata proportio. </s>
           <s id="id.000427">Item quid Geometrica proportio. </s>           <s id="s.000425">Item quid Geometrica proportio. </s>
           <s id="id.000428">Propor&shy;<lb/>           <s id="s.000426">Propor&shy;<lb/>
 tio continuata, &amp; di&longs;iuncta quid.<emph.end type="italics"/></s> tio continuata, &amp; di&longs;iuncta quid.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000429"><emph type="italics"/>cap. 6. Proportio Geometrica, &amp; Arithmetica.<emph.end type="italics"/><!-- KEEP S--></s>           <s id="s.000427"><emph type="italics"/>cap. 6. Proportio Geometrica, &amp; Arithmetica.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000430"><emph type="italics"/>Lib. 6. cap. 5. Omnis triangulus, &amp;c.<emph.end type="italics"/></s>           <s id="s.000428"><emph type="italics"/>Lib. 6. cap. 5. Omnis triangulus, &amp;c.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000431"><emph type="italics"/>cap. 8. Principia Mathematica non pendere ab experientia.<emph.end type="italics"/></s>           <s id="s.000429"><emph type="italics"/>cap. 8. Principia Mathematica non pendere ab experientia.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000432"><emph type="italics"/>Lib. 7. cap. 8. De principijs Mathem.<emph.end type="italics"/><!-- KEEP S--></s>           <s id="s.000430"><emph type="italics"/>Lib. 7. cap. 8. De principijs Mathem.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000433">Ex 1. Magnorum Moralium.</s>           <s id="s.000431">Ex 1. Magnorum Moralium.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000434"><emph type="italics"/>Cap. 1. Numerus pariter par.<emph.end type="italics"/></s>           <s id="s.000432"><emph type="italics"/>Cap. 1. Numerus pariter par.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000435"><emph type="italics"/>Cap. 2. Omnis triangulus habet, &amp;c.<emph.end type="italics"/></s>           <s id="s.000433"><emph type="italics"/>Cap. 2. Omnis triangulus habet, &amp;c.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000436"><emph type="italics"/>Cap. 10 Omnis triangulus habet, &amp;c.<emph.end type="italics"/></s>           <s id="s.000434"><emph type="italics"/>Cap. 10 Omnis triangulus habet, &amp;c.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000437"><emph type="italics"/>Cap. 16. Quadratum quatuor rectis &aelig;quales habere.<emph.end type="italics"/></s>           <s id="s.000435"><emph type="italics"/>Cap. 16. Quadratum quatuor rectis &aelig;quales habere.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000438"><emph type="italics"/>Cap. 30. Proportionale in quatuor terminis con&longs;i&longs;tit.<emph.end type="italics"/></s>           <s id="s.000436"><emph type="italics"/>Cap. 30. Proportionale in quatuor terminis con&longs;i&longs;tit.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000439">Ex 1. lib. <!-- REMOVE S-->Moralium Eudemiorum.</s>           <s id="s.000437">Ex 1. lib. <!-- REMOVE S-->Moralium Eudemiorum.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000440"><emph type="italics"/>Cap. 5. Duplum inter multiplices rationes primum tenet locum.<emph.end type="italics"/></s>           <s id="s.000438"><emph type="italics"/>Cap. 5. Duplum inter multiplices rationes primum tenet locum.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000441">Ex 1. lib. <!-- REMOVE S-->Mor. <!-- REMOVE S-->Eudemiorum.</s>           <s id="s.000439">Ex 1. lib. <!-- REMOVE S-->Mor. <!-- REMOVE S-->Eudemiorum.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000442"><emph type="italics"/>Cap. Omnis triangulus habet tres, &amp;c.<emph.end type="italics"/></s>           <s id="s.000440"><emph type="italics"/>Cap. Omnis triangulus habet tres, &amp;c.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000443"><emph type="italics"/>Cap. 10. Diametrum commen&longs;. </s>           <s id="s.000441"><emph type="italics"/>Cap. 10. Diametrum commen&longs;. </s>
           <s id="id.000444">e&longs;&longs;e. </s>           <s id="s.000442">e&longs;&longs;e. </s>
           <s id="id.000445">Circuli quadratio.<emph.end type="italics"/></s>           <s id="s.000443">Circuli quadratio.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000446"><emph type="italics"/>Cap. 12. Triangulus habet tres, &amp;c.<emph.end type="italics"/></s>           <s id="s.000444"><emph type="italics"/>Cap. 12. Triangulus habet tres, &amp;c.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000447">Ex 7. lib. <!-- REMOVE S-->Mor. <!-- REMOVE S-->Eudemiorum.</s>           <s id="s.000445">Ex 7. lib. <!-- REMOVE S-->Mor. <!-- REMOVE S-->Eudemiorum.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000448"><emph type="italics"/>Cap. 12. Diametralis oppo&longs;itio.<emph.end type="italics"/></s>           <s id="s.000446"><emph type="italics"/>Cap. 12. Diametralis oppo&longs;itio.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000449">Ex 3. lib. <!-- REMOVE S-->Politicorum.</s>           <s id="s.000447">Ex 3. lib. <!-- REMOVE S-->Politicorum.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000450"><emph type="italics"/>Cap. 2. Modi Dorius, &amp; Phrygius apud Mu&longs;icos, qu&igrave;.<emph.end type="italics"/></s>           <s id="s.000448"><emph type="italics"/>Cap. 2. Modi Dorius, &amp; Phrygius apud Mu&longs;icos, qu&igrave;.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000451">Ex 4. lib. <!-- REMOVE S-->Polit.<!-- KEEP S--></s>           <s id="s.000449">Ex 4. lib. <!-- REMOVE S-->Polit.<!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000452"><emph type="italics"/>Cap. 3. Modus Doricus, &amp; Phrygius.<emph.end type="italics"/></s>           <s id="s.000450"><emph type="italics"/>Cap. 3. Modus Doricus, &amp; Phrygius.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000453">Ex 5. lib. <!-- REMOVE S-->Polit.<!-- KEEP S--></s>           <s id="s.000451">Ex 5. lib. <!-- REMOVE S-->Polit.<!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000454"><emph type="italics"/>Cap. 1. Aequitas Arithmetica, &amp; qu&aelig; &longs;ecundum dignitatem.<emph.end type="italics"/></s>           <s id="s.000452"><emph type="italics"/>Cap. 1. Aequitas Arithmetica, &amp; qu&aelig; &longs;ecundum dignitatem.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000455">Ex 8. Polit.<!-- KEEP S--></s>           <s id="s.000453">Ex 8. Polit.<!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000456"><emph type="italics"/>Cap. 5. Mu&longs;ica nuda, &amp; cum melodia. </s>           <s id="s.000454"><emph type="italics"/>Cap. 5. Mu&longs;ica nuda, &amp; cum melodia. </s>
           <s id="id.000457">Rithmus quid.<emph.end type="italics"/></s>           <s id="s.000455">Rithmus quid.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000458"><emph type="italics"/>Harmonia lydia. </s>           <s id="s.000456"><emph type="italics"/>Harmonia lydia. </s>
           <s id="id.000459">Rithmus quid &longs;it dicetur in Problematibus.<emph.end type="italics"/></s>           <s id="s.000457">Rithmus quid &longs;it dicetur in Problematibus.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000460"><emph type="italics"/>Cap. 7. Harmoni&aelig;, &amp; Rithmi, vt in pr&aelig;cedenti.<emph.end type="italics"/></s>           <s id="s.000458"><emph type="italics"/>Cap. 7. Harmoni&aelig;, &amp; Rithmi, vt in pr&aelig;cedenti.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000461">Ex Problematibus.</s>           <s id="s.000459">Ex Problematibus.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000462"><emph type="italics"/>Sectione 1. num. </s>           <s id="s.000460"><emph type="italics"/>Sectione 1. num. </s>
           <s id="id.000463">3. De ortu &longs;yderum innerrantium: Succul&aelig;, Hypades, Atlantides, <lb/>           <s id="s.000461">3. De ortu &longs;yderum inerrantium: Succul&aelig;, Hypades, Atlantides, <lb/>
 Virgili&aelig;, Pleiades. </s> Virgili&aelig;, Pleiades. </s>
           <s id="id.000464">num. </s>           <s id="s.000462">num. </s>
           <s id="id.000465">17. De occa&longs;u affixarum &longs;tellarum.<emph.end type="italics"/></s>           <s id="s.000463">17. De occa&longs;u affixarum &longs;tellarum.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000466"><emph type="italics"/>Sectione 15. num. </s>           <s id="s.000464"><emph type="italics"/>Sectione 15. num. </s>
           <s id="id.000467">1. Diametri ethymon.<emph.end type="italics"/></s>           <s id="s.000465">1. Diametri ethymon.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000468"><emph type="italics"/>num. </s>           <s id="s.000466"><emph type="italics"/>num. </s>
           <s id="id.000469">2. Iterum Diametri ethymologia.<emph.end type="italics"/></s>           <s id="s.000467">2. Iterum Diametri ethymologia.<emph.end type="italics"/></s>
         </p>         </p>
         <pb xlink:href="009/01/019.jpg" pagenum="19" />         <pb pagenum="19" xlink:href="009/01/019.jpg"/>
         <p type="main">         <p type="main">
           <s id="id.000470"><emph type="italics"/>num. </s>           <s id="s.000468"><emph type="italics"/>num. </s>
           <s id="id.000471">3. Denarius numerus cur perfectus. </s>           <s id="s.000469">3. Denarius numerus cur perfectus. </s>
           <s id="id.000472">eius dignitates. </s>           <s id="s.000470">eius dignitates. </s>
           <s id="id.000473">Petri Apponen&longs;is deceptio.<emph.end type="italics"/></s>           <s id="s.000471">Petri Apponen&longs;is deceptio.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000474"><emph type="italics"/>4. De in&aelig;quali &longs;olis vmbrarum incremento.<emph.end type="italics"/></s>           <s id="s.000472"><emph type="italics"/>4. De in&aelig;quali &longs;olis vmbrarum incremento.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000475"><emph type="italics"/>5. Cur Solis illuminationes &longs;emper rotund&aelig;, quamuis per angulo&longs;a foramina ingre&shy;<lb/>           <s id="s.000473"><emph type="italics"/>5. Cur Solis illuminationes &longs;emper rotund&aelig;, quamuis per angulo&longs;a foramina ingre&shy;<lb/>
 diantur.<emph.end type="italics"/></s> diantur.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000476"><emph type="italics"/>6. Cur Luna &longs;emiplena videtur linea recta terminari? </s>           <s id="s.000474"><emph type="italics"/>6. Cur Luna &longs;emiplena videtur linea recta terminari? </s>
           <s id="id.000477">vbi de illuminatione Lun&aelig;, <lb/>           <s id="s.000475">vbi de illuminatione Lun&aelig;, <lb/>
 qu&aelig; experientia docetur.<emph.end type="italics"/></s> qu&aelig; experientia docetur.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000478"><emph type="italics"/>7. Cur Sol, &amp; Luna videantur plana?<emph.end type="italics"/></s>           <s id="s.000476"><emph type="italics"/>7. Cur Sol, &amp; Luna videantur plana?<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000479"><emph type="italics"/>8. De vmbris Solis orientis, occidentis, meridiantis.<emph.end type="italics"/></s>           <s id="s.000477"><emph type="italics"/>8. De vmbris Solis orientis, occidentis, meridiantis.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000480"><emph type="italics"/>9. Cur Lun&aelig;, qu&agrave;m Solis minores vmbr&aelig;?<emph.end type="italics"/></s>           <s id="s.000478"><emph type="italics"/>9. Cur Lun&aelig;, qu&agrave;m Solis minores vmbr&aelig;?<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000481"><emph type="italics"/>10. Cur in defectu Solis etiam illuminationes ip&longs;ius defectiu&aelig; &longs;unt? </s>           <s id="s.000479"><emph type="italics"/>10. Cur in defectu Solis etiam illuminationes ip&longs;ius defectiu&aelig; &longs;unt? </s>
           <s id="id.000482">modus commod&egrave; <lb/>           <s id="s.000480">modus commod&egrave; <lb/>
 videndi eclyp&longs;im Solis.<emph.end type="italics"/><!-- KEEP S--></s> videndi eclyp&longs;im Solis.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000483"><emph type="italics"/>Sect. <!-- REMOVE S-->16. nu. </s>           <s id="s.000481"><emph type="italics"/>Sect. <!-- REMOVE S-->16. nu. </s>
           <s id="id.000484">1. Cur ba&longs;es bullarum in aquis &longs;unt alb&aelig;?<emph.end type="italics"/></s>           <s id="s.000482">1. Cur ba&longs;es bullarum in aquis &longs;unt alb&aelig;?<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000485"><emph type="italics"/>3. Opplumbati tali.<emph.end type="italics"/></s>           <s id="s.000483"><emph type="italics"/>3. Opplumbati tali.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000486"><emph type="italics"/>4. De re&longs;ultu cadentium in terram.<emph.end type="italics"/></s>           <s id="s.000484"><emph type="italics"/>4. De re&longs;ultu cadentium in terram.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000487"><emph type="italics"/>5. Cur conus, &amp; cylindrus diuers&egrave; moueantur.<emph.end type="italics"/></s>           <s id="s.000485"><emph type="italics"/>5. Cur conus, &amp; cylindrus diuers&egrave; moueantur.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000488"><emph type="italics"/>6. De voluminum &longs;ectione.<emph.end type="italics"/></s>           <s id="s.000486"><emph type="italics"/>6. De voluminum &longs;ectione.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000489"><emph type="italics"/>12. Idem cum pr&aelig;cedenti 3.<emph.end type="italics"/><!-- KEEP S--></s>           <s id="s.000487"><emph type="italics"/>12. Idem cum pr&aelig;cedenti 3.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000490"><emph type="italics"/>13. Idem cum 4 &longs;uperiori. </s>           <s id="s.000488"><emph type="italics"/>13. Idem cum 4 &longs;uperiori. </s>
           <s id="id.000491">reflexio radior&ubreve; pulchr&egrave; comparatur corpor&ubreve; re&longs;ultationi.<emph.end type="italics"/></s>           <s id="s.000489">reflexio radior&ubreve;m pulchr&egrave; comparatur corpor&ubreve;m re&longs;ultationi.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000492">Ex &longs;ectione 19. De Mu&longs;ica.<!-- KEEP S--></s>           <s id="s.000490">Ex &longs;ectione 19. De Mu&longs;ica.<!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000493"><emph type="italics"/>num. </s>           <s id="s.000491"><emph type="italics"/>num. </s>
           <s id="id.000494">2. Line&aelig; dupl&aelig; quadratum quadruplum. </s>           <s id="s.000492">2. Line&aelig; dupl&aelig; quadratum quadruplum. </s>
           <s id="id.000495">Hoc loco &longs;equentium probl. </s>           <s id="s.000493">Hoc loco &longs;equentium probl. </s>
           <s id="id.000496">cau&longs;a, <lb/>           <s id="s.000494">cau&longs;a, <lb/>
 pr&aelig;mittitur totius Mu&longs;ic&aelig; ortus breuis tractatio.<emph.end type="italics"/></s> pr&aelig;mittitur totius Mu&longs;ic&aelig; ortus breuis tractatio.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000497"><emph type="italics"/>3. Vox tam in hypate, quam in nete cantando rumpitur.<emph.end type="italics"/></s>           <s id="s.000495"><emph type="italics"/>3. Vox tam in hypate, quam in nete cantando rumpitur.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000498"><emph type="italics"/>4. Cur facilius hypate, quam nete canitur?<emph.end type="italics"/></s>           <s id="s.000496"><emph type="italics"/>4. Cur facilius hypate, quam nete canitur?<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000499"><emph type="italics"/>5. Cur &longs;uauius notam cantilenam audimus?<emph.end type="italics"/></s>           <s id="s.000497"><emph type="italics"/>5. Cur &longs;uauius notam cantilenam audimus?<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000500"><emph type="italics"/>7. Cur veteres hypatem omittebant.<emph.end type="italics"/></s>           <s id="s.000498"><emph type="italics"/>7. Cur veteres hypatem omittebant.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000501"><emph type="italics"/>8. Cur grauis &longs;onum potest acut&aelig;?<emph.end type="italics"/></s>           <s id="s.000499"><emph type="italics"/>8. Cur grauis &longs;onum potest acut&aelig;?<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000502"><emph type="italics"/>9. Cur cantus ad tibiam vnam, aut lyram &longs;uauior?<emph.end type="italics"/></s>           <s id="s.000500"><emph type="italics"/>9. Cur cantus ad tibiam vnam, aut lyram &longs;uauior?<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000503"><emph type="italics"/>10. Teretizare, quid.<emph.end type="italics"/></s>           <s id="s.000501"><emph type="italics"/>10. Teretizare, quid.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000504"><emph type="italics"/>11. Vox de&longs;inens acutior fit.<emph.end type="italics"/></s>           <s id="s.000502"><emph type="italics"/>11. Vox de&longs;inens acutior fit.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000505"><emph type="italics"/>12. Grauior &egrave; fidibus cantilenam &longs;u&longs;cipit.<emph.end type="italics"/></s>           <s id="s.000503"><emph type="italics"/>12. Grauior &egrave; fidibus cantilenam &longs;u&longs;cipit.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000506"><emph type="italics"/>13. In Diapa&longs;on graue e&longs;t acuti Antiphonum.<emph.end type="italics"/></s>           <s id="s.000504"><emph type="italics"/>13. In Diapa&longs;on graue e&longs;t acuti Antiphonum.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000507"><emph type="italics"/>14. Cur Diapa&longs;on vnica vox videtur. </s>           <s id="s.000505"><emph type="italics"/>14. Cur Diapa&longs;on vnica vox videtur. </s>
           <s id="id.000508">Punicum quid.<emph.end type="italics"/></s>           <s id="s.000506">Punicum quid.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000509"><emph type="italics"/>15. Leges Mu&longs;ic&aelig;, qu&aelig;. </s>           <s id="s.000507"><emph type="italics"/>15. Leges Mu&longs;ic&aelig;, qu&aelig;. </s>
           <s id="id.000510">Genera, Diatonicum, Chromaticum, Encharmonium. <lb/>           <s id="s.000508">Genera, Diatonicum, Chromaticum, Encharmonium. <lb/>
 </s> </s>
           <s id="id.000511">Tetrachorda qu&aelig;.<emph.end type="italics"/></s>           <s id="s.000509">Tetrachorda qu&aelig;.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000512"><emph type="italics"/>16. Antiphonum &longs;uauius est &longs;ymphono, cur.<emph.end type="italics"/></s>           <s id="s.000510"><emph type="italics"/>16. Antiphonum &longs;uauius est &longs;ymphono, cur.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000513"><emph type="italics"/>17. Cur &longs;ola Diapa&longs;on canitur. </s>           <s id="s.000511"><emph type="italics"/>17. Cur &longs;ola Diapa&longs;on canitur. </s>
           <s id="id.000514">Magadis quid. </s>           <s id="s.000512">Magadis quid. </s>
           <s id="id.000515">Magadare.<emph.end type="italics"/></s>           <s id="s.000513">Magadare.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000516"><emph type="italics"/>18. De Antiphonis.<emph.end type="italics"/></s>           <s id="s.000514"><emph type="italics"/>18. De Antiphonis.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000517"><emph type="italics"/>19. Cur Diapente, &amp; Diabe&longs;&longs;acon non canunt in Antiphonis.<emph.end type="italics"/></s>           <s id="s.000515"><emph type="italics"/>19. Cur Diapente, &amp; Diabe&longs;&longs;acon non canunt in Antiphonis.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000518"><emph type="italics"/>20. Me&longs;e &longs;ola di&longs;&longs;onante, totum de&longs;&longs;onat p&longs;alterium.<emph.end type="italics"/></s>           <s id="s.000516"><emph type="italics"/>20. Me&longs;e &longs;ola di&longs;&longs;onante, totum de&longs;&longs;onat p&longs;alterium.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000519"><emph type="italics"/>21. Vocum grauium errores manifestiores, cur?<emph.end type="italics"/></s>           <s id="s.000517"><emph type="italics"/>21. Vocum grauium errores manifestiores, cur?<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000520"><emph type="italics"/>23. Cur nete duplo acutior, quam hypate?<emph.end type="italics"/></s>           <s id="s.000518"><emph type="italics"/>23. Cur nete duplo acutior, quam hypate?<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000521"><emph type="italics"/>24. Nete interpellata, hypate re&longs;onare videtur.<emph.end type="italics"/></s>           <s id="s.000519"><emph type="italics"/>24. Nete interpellata, hypate re&longs;onare videtur.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000522"><emph type="italics"/>25. Cur Me&longs;e &longs;ic appellata e&longs;t.<emph.end type="italics"/></s>           <s id="s.000520"><emph type="italics"/>25. Cur Me&longs;e &longs;ic appellata e&longs;t.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000523"><emph type="italics"/>27. Cur &longs;ola audibilia mores obtinent. </s>           <s id="s.000521"><emph type="italics"/>27. Cur &longs;ola audibilia mores obtinent. </s>
           <s id="id.000524">Rithmus quid.<emph.end type="italics"/></s>           <s id="s.000522">Rithmus quid.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000525"><emph type="italics"/>28. Cur cantilen&aelig; qu&aelig;dam leges decebantur?<emph.end type="italics"/></s>           <s id="s.000523"><emph type="italics"/>28. Cur cantilen&aelig; qu&aelig;dam leges decebantur?<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000526"><emph type="italics"/>30. De Harmonijs, &longs;eu Modis, &longs;eu Tonis pri&longs;corum.<emph.end type="italics"/></s>           <s id="s.000524"><emph type="italics"/>30. De Harmonijs, &longs;eu Modis, &longs;eu Tonis pri&longs;corum.<emph.end type="italics"/></s>
         </p>         </p>
         <pb xlink:href="009/01/020.jpg" pagenum="20" />         <pb pagenum="20" xlink:href="009/01/020.jpg"/>
         <p type="main">         <p type="main">
           <s id="id.000527"><emph type="italics"/>31. Vetustiores fui&longs;&longs;e magis Melop&aelig;os.<emph.end type="italics"/><!-- KEEP S--></s>           <s id="s.000525"><emph type="italics"/>31. Vetustiores fui&longs;&longs;e magis Melop&aelig;os.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000528"><emph type="italics"/>32. De ip&longs;ius Diapa&longs;on ethymo.<emph.end type="italics"/></s>           <s id="s.000526"><emph type="italics"/>32. De ip&longs;ius Diapa&longs;on ethymo.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000529"><emph type="italics"/>33. Cur apt&egrave; de acuto in graue, non &egrave; contra canitur?<emph.end type="italics"/></s>           <s id="s.000527"><emph type="italics"/>33. Cur apt&egrave; de acuto in graue, non &egrave; contra canitur?<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000530"><emph type="italics"/>34. Cur bi&longs;diapente, aut bi&longs;diate&longs;&longs;aron con&longs;onantia non e&longs;t.<emph.end type="italics"/></s>           <s id="s.000528"><emph type="italics"/>34. Cur bi&longs;diapente, aut bi&longs;diate&longs;&longs;aron con&longs;onantia non e&longs;t.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000531"><emph type="italics"/>35. Cur diapa&longs;on omnium pulcherrima e&longs;t con&longs;onantia?<emph.end type="italics"/></s>           <s id="s.000529"><emph type="italics"/>35. Cur diapa&longs;on omnium pulcherrima e&longs;t con&longs;onantia?<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000532"><emph type="italics"/>36. Me&longs;e &longs;ola di&longs;&longs;onante, tota perit harmonia.<emph.end type="italics"/></s>           <s id="s.000530"><emph type="italics"/>36. Me&longs;e &longs;ola di&longs;&longs;onante, tota perit harmonia.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000533"><emph type="italics"/>37. Cur difficilius acutum canere, quam graue?<emph.end type="italics"/></s>           <s id="s.000531"><emph type="italics"/>37. Cur difficilius acutum canere, quam graue?<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000534"><emph type="italics"/>38. Cur Rythmo, &amp; harmonij omnes gaudent?<emph.end type="italics"/></s>           <s id="s.000532"><emph type="italics"/>38. Cur Rythmo, &amp; harmonij omnes gaudent?<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000535"><emph type="italics"/>39. Cur &longs;uauius e&longs;t &longs;ymphonum vni&longs;ono?<emph.end type="italics"/></s>           <s id="s.000533"><emph type="italics"/>39. Cur &longs;uauius e&longs;t &longs;ymphonum vni&longs;ono?<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000536"><emph type="italics"/>40. Cur &longs;olam Diapa&longs;on magadari &longs;olent?<emph.end type="italics"/></s>           <s id="s.000534"><emph type="italics"/>40. Cur &longs;olam Diapa&longs;on magadari &longs;olent?<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000537"><emph type="italics"/>41. Idem cum 5.<emph.end type="italics"/><!-- KEEP S--></s>           <s id="s.000535"><emph type="italics"/>41. Idem cum 5.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000538"><emph type="italics"/>42. Idem cum 34.<emph.end type="italics"/></s>           <s id="s.000536"><emph type="italics"/>42. Idem cum 34.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000539"><emph type="italics"/>43. Idem cum 24. Iugum in lyra veteri quodnam fuerit, vna cum figura vete&shy;<lb/>           <s id="s.000537"><emph type="italics"/>43. Idem cum 24. Iugum in lyra veteri quodnam fuerit, vna cum figura vete&shy;<lb/>
 ris lyr&aelig;.<emph.end type="italics"/></s> ris lyr&aelig;.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000540"><emph type="italics"/>44. Cur &longs;uauius ad tibiam, quam ad lyram cantatur?<emph.end type="italics"/></s>           <s id="s.000538"><emph type="italics"/>44. Cur &longs;uauius ad tibiam, quam ad lyram cantatur?<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000541"><emph type="italics"/>45. Idem cum 25. &longs;uperiori.<emph.end type="italics"/></s>           <s id="s.000539"><emph type="italics"/>45. Idem cum 25. &longs;uperiori.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000542"><emph type="italics"/>46. Idem cum 22.<emph.end type="italics"/></s>           <s id="s.000540"><emph type="italics"/>46. Idem cum 22.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000543"><emph type="italics"/>47. Idem cum 26.<emph.end type="italics"/></s>           <s id="s.000541"><emph type="italics"/>47. Idem cum 26.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000544"><emph type="italics"/>48. Idem cum 7. quid Grauiden&longs;um.<emph.end type="italics"/></s>           <s id="s.000542"><emph type="italics"/>48. Idem cum 7. quid Grauiden&longs;um.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000545"><emph type="italics"/>49. Idem cum 30. In choris trag&oelig;diarum, nec &longs;ubdorius, nec &longs;ubphrygius modus <lb/>           <s id="s.000543"><emph type="italics"/>49. Idem cum 30. In choris trag&oelig;diarum, nec &longs;ubdorius, nec &longs;ubphrygius modus <lb/>
 erat in v&longs;u.<emph.end type="italics"/></s> erat in v&longs;u.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000546"><emph type="italics"/>50. Cur grauior Melodia e&longs;t etiam mollior?<emph.end type="italics"/></s>           <s id="s.000544"><emph type="italics"/>50. Cur grauior Melodia e&longs;t etiam mollior?<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000547"><emph type="italics"/>51. Dolia duo &aelig;qualia, quorum alterum plenum &longs;it, alterum dimidium, Diapa&longs;on <lb/>           <s id="s.000545"><emph type="italics"/>51. Dolia duo &aelig;qualia, quorum alterum plenum &longs;it, alterum dimidium, Diapa&longs;on <lb/>
 re&longs;onant.<emph.end type="italics"/></s> re&longs;onant.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000548">Ex &longs;ectione 23.</s>           <s id="s.000546">Ex &longs;ectione 23.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000549"><emph type="italics"/>De immer&longs;ione Nauigij.<emph.end type="italics"/></s>           <s id="s.000547"><emph type="italics"/>De immer&longs;ione Nauigij.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000550">Ex &longs;ectione 30.</s>           <s id="s.000548">Ex &longs;ectione 30.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000551"><emph type="italics"/>6. Omnis triangulus habet tres &aelig;quales, &amp;c.<emph.end type="italics"/></s>           <s id="s.000549"><emph type="italics"/>6. Omnis triangulus habet tres &aelig;quales, &amp;c.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000552">Ex &longs;ectione 31.</s>           <s id="s.000550">Ex &longs;ectione 31.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000553"><emph type="italics"/>7. Cur o culos, <expan abbr="ab&longs;q;">ab&longs;que</expan> vlla vi, ab inuicem di&longs;&longs;ociari nequimus?<emph.end type="italics"/></s>           <s id="s.000551"><emph type="italics"/>7. Cur o culos, <expan abbr="ab&longs;q;">ab&longs;que</expan> vlla vi, ab inuicem di&longs;&longs;ociari nequimus?<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000554"><emph type="italics"/>Cur duobus oculis res vna tantum videatur. </s>           <s id="s.000552"><emph type="italics"/>Cur duobus oculis res vna tantum videatur. </s>
           <s id="id.000555">Cur aliquando rei vi&longs;&aelig; gemina&shy;<lb/>           <s id="s.000553">Cur aliquando rei vi&longs;&aelig; gemina&shy;<lb/>
 tio accidat.<emph.end type="italics"/></s> tio accidat.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000556"><emph type="italics"/>11. Cur di&longs;tractis oculis res vna du&aelig; apparent?<emph.end type="italics"/></s>           <s id="s.000554"><emph type="italics"/>11. Cur di&longs;tractis oculis res vna du&aelig; apparent?<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000557"><emph type="italics"/>17. Oculo in latera contorto, cur non fit geminatio.<emph.end type="italics"/></s>           <s id="s.000555"><emph type="italics"/>17. Oculo in latera contorto, cur non fit geminatio.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000558"><emph type="italics"/>21. Cur &longs;olam rectitudinem vnico oculo in&longs;piciamus.<emph.end type="italics"/></s>           <s id="s.000556"><emph type="italics"/>21. Cur &longs;olam rectitudinem vnico oculo in&longs;piciamus.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000559">Auctarium De Oculi Pupilla.<!-- KEEP S--></s>           <s id="s.000557">Auctarium De Oculi Pupilla.<!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000560"><emph type="italics"/>Oculi fabrica pr&aelig;mittitur, colores oculi vbi &longs;int: vnde qui noctu vident.<emph.end type="italics"/></s>           <s id="s.000558"><emph type="italics"/>Oculi fabrica pr&aelig;mittitur, colores oculi vbi &longs;int: vnde qui noctu vident.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000561"><emph type="italics"/>Primo. </s>           <s id="s.000559"><emph type="italics"/>Primo. </s>
           <s id="id.000562">De pupill&aelig; voce.<emph.end type="italics"/></s>           <s id="s.000560">De pupill&aelig; voce.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000563"><emph type="italics"/>2. Cur in oculo appareat.<emph.end type="italics"/></s>           <s id="s.000561"><emph type="italics"/>2. Cur in oculo appareat.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000564"><emph type="italics"/>3. Cur non in tota cornea.<emph.end type="italics"/></s>           <s id="s.000562"><emph type="italics"/>3. Cur non in tota cornea.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000565"><emph type="italics"/>4. Pupill&aelig; definitio.<emph.end type="italics"/></s>           <s id="s.000563"><emph type="italics"/>4. Pupill&aelig; definitio.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000566"><emph type="italics"/>5. Cur mgra in omnibus hominibus.<emph.end type="italics"/></s>           <s id="s.000564"><emph type="italics"/>5. Cur nigra in omnibus hominibus.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000567"><emph type="italics"/>6. Cur in Sole euane&longs; cat.<emph.end type="italics"/></s>           <s id="s.000565"><emph type="italics"/>6. Cur in Sole euane&longs;cat.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000568"><emph type="italics"/>7. Quantitas ip&longs;ius num videatur?<emph.end type="italics"/></s>           <s id="s.000566"><emph type="italics"/>7. Quantitas ip&longs;ius num videatur?<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000569"><emph type="italics"/>8. Cur modo maior, modo minor videatur, &amp; cui&longs;dam lepida deceptio.<emph.end type="italics"/></s>           <s id="s.000567"><emph type="italics"/>8. Cur modo maior, modo minor videatur, &amp; cui&longs;dam lepida deceptio.<emph.end type="italics"/></s>
         </p>         </p>
         <pb xlink:href="009/01/021.jpg" pagenum="21" />         <pb pagenum="21" xlink:href="009/01/021.jpg"/>
         <p type="main">         <p type="main">
           <s id="id.000570">Additamentum de natura Mathematicarum di&longs;ciplinarum.</s>           <s id="s.000568">Additamentum de natura Mathematicarum di&longs;ciplinarum.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000571"><emph type="italics"/>Primo. </s>           <s id="s.000569"><emph type="italics"/>Primo. </s>
           <s id="id.000572">De &longs;ubiecto Mathem. &longs;eu de materia intelligibili: vbi o&longs;tenduntur definitio&shy;<lb/>           <s id="s.000570">De &longs;ubiecto Mathem. &longs;eu de materia intelligibili: vbi o&longs;tenduntur definitio&shy;<lb/>
 nes Mathematic&aelig; e&longs;&longs;e perfecti&longs;&longs;im&aelig;.<emph.end type="italics"/></s> nes Mathematic&aelig; e&longs;&longs;e perfecti&longs;&longs;im&aelig;.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000573">2. <emph type="italics"/>Demon&longs;trationes Mathematicas e&longs;&longs;e perfecti&longs;&longs;imas.<emph.end type="italics"/></s>           <s id="s.000571">2. <emph type="italics"/>Demon&longs;trationes Mathematicas e&longs;&longs;e perfecti&longs;&longs;imas.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000574">3. <emph type="italics"/>Obiectiones: <expan abbr="atq;">atque</expan> etiam calumni&aelig; diluuntur.<emph.end type="italics"/></s>           <s id="s.000572">3. <emph type="italics"/>Obiectiones: <expan abbr="atq;">atque</expan> etiam calumni&aelig; diluuntur.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000575">4. <emph type="italics"/>De pr&aelig;stantia cognitionis, quam Geometria, &amp; Arithmetica gignunt.<emph.end type="italics"/></s>           <s id="s.000573">4. <emph type="italics"/>De pr&aelig;stantia cognitionis, quam Geometria, &amp; Arithmetica gignunt.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000576">5. <emph type="italics"/>De 4. Mathematicis medijs: A&longs;tronomia, Per&longs;pectiua, Mu&longs;ica, Mechanica.<emph.end type="italics"/></s>           <s id="s.000574">5. <emph type="italics"/>De 4. Mathematicis medijs: A&longs;tronomia, Per&longs;pectiua, Mu&longs;ica, Mechanica.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000577">6. <emph type="italics"/>Appendix de re&longs;olutione omnium demonstrationum primi Euclidis.<emph.end type="italics"/><!-- KEEP S--></s>           <s id="s.000575">6. <emph type="italics"/>Appendix de re&longs;olutione omnium demonstrationum primi Euclidis.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000578">7. <emph type="italics"/>Clarorum Mathematicorum Chronicon.<emph.end type="italics"/></s>           <s id="s.000576">7. <emph type="italics"/>Clarorum Mathematicorum Chronicon.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000579"><emph type="bold"/>Finis Primi Indicis.<emph.end type="bold"/></s>           <s id="s.000577"><emph type="bold"/>Finis Primi Indicis.<emph.end type="bold"/></s>
         </p>         </p>
       </section>       </section>
       <pb xlink:href="009/01/022.jpg" pagenum="22" />       <pb pagenum="22" xlink:href="009/01/022.jpg"/>
       <section>       <section>
         <p type="head">         <p type="head">
           <s id="id.000580"><emph type="italics"/>ALTER INDEX<emph.end type="italics"/></s>           <s id="s.000578"><emph type="italics"/>ALTER INDEX<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000581"><emph type="italics"/>Quo loca Aristotelis Geometrica, in hoc Opere explicata, <lb/>           <s id="s.000579"><emph type="italics"/>Quo loca Aristotelis Geometrica, in hoc Opere explicata, <lb/>
 ad Euclidem, &longs;ecundum propo&longs;itionum ordinem refe&shy;<lb/> ad Euclidem, &longs;ecundum propo&longs;itionum ordinem refe&shy;<lb/>
 runtur; vt Mathematicarum Profe&longs;&longs;ores habeant, <lb/> runtur; vt Mathematicarum Profe&longs;&longs;ores habeant, <lb/>
 vnde &longs;uas pr&aelig;lectiones aliquando valeant locupletare.<emph.end type="italics"/></s> vnde &longs;uas pr&aelig;lectiones aliquando valeant locupletare.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000582"><emph type="italics"/>In Primo Elem. Euclidis.<emph.end type="italics"/><!-- KEEP S--></s>           <s id="s.000580"><emph type="italics"/>In Primo Elem. Euclidis.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000583">Ad verbum ip&longs;um <emph type="italics"/>&lpar;Elementum Euclidis&rpar;<emph.end type="italics"/> vide infra tex. <!-- REMOVE S-->4. quinti <lb/>           <s id="s.000581">Ad verbum ip&longs;um <emph type="italics"/>&lpar;Elementum Euclidis&rpar;<emph.end type="italics"/> vide infra tex. <!-- REMOVE S-->4. quinti <lb/>
 Methaph.<!-- KEEP S--></s> Methaph.<!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000584">Ad principia primi elementorum, vide infra tex. <!-- REMOVE S-->5. pri. <!-- REMOVE S-->Po&longs;ter.<!-- KEEP S--></s>           <s id="s.000582">Ad principia primi elementorum, vide infra tex. <!-- REMOVE S-->5. pri. <!-- REMOVE S-->Po&longs;ter.<!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000585">Ad definitionem 10. pri. <!-- REMOVE S-->pro angulo recto, vide 30. qu&aelig;&longs;t. </s>           <s id="s.000583">Ad definitionem 10. pri. <!-- REMOVE S-->pro angulo recto, vide 30. qu&aelig;&longs;t. </s>
           <s id="id.000586">Mecha&shy;<lb/>           <s id="s.000584">Mecha&shy;<lb/>
 nic. <!-- REMOVE S-->&amp; cap. 7. lib. 1. Eth.<!-- KEEP S--></s> nic. <!-- REMOVE S-->&amp; cap. 7. lib. 1. Eth.<!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000587">Ad axioma 10. quamuis Ari&longs;toteles nihil hac de re dicat; &longs;cias tamen velim <lb/>           <s id="s.000585">Ad axioma 10. quamuis Ari&longs;toteles nihil hac de re dicat; &longs;cias tamen velim <lb/>
 hoc vno axiomate qu&etail;&longs;tionem <expan abbr="qu&atilde;dam">quandam</expan> inter Philo&longs;ophos vald&egrave; difficilem, <lb/> hoc vno axiomate qu&etail;&longs;tionem <expan abbr="qu&atilde;dam">quandam</expan> inter Philo&longs;ophos vald&egrave; difficilem, <lb/>
 facile di&longs;&longs;olui. </s> facile di&longs;&longs;olui. </s>
           <s id="id.000588">ea e&longs;t, vtrum marmor, aut adamas, aliudue quidpiam infle&shy;<lb/>           <s id="s.000586">ea e&longs;t, vtrum marmor, aut adamas, aliudue quidpiam infle&shy;<lb/>
 xibile &longs;ucce&longs;&longs;iu&egrave; findi, &amp; aperiri po&longs;&longs;it. </s> xibile &longs;ucce&longs;&longs;iu&egrave; findi, &amp; aperiri po&longs;&longs;it. </s>
           <s id="id.000589">qui enim aiunt, &longs;ic refelluntur, quia <lb/>           <s id="s.000587">qui enim aiunt, &longs;ic refelluntur, quia <lb/>
 nimirum &longs;equeretur, duas rectas lineas habere &longs;egmentum commune: in&shy;<lb/> nimirum &longs;equeretur, duas rectas lineas habere &longs;egmentum commune: in&shy;<lb/>
 telligantur enim du&aelig; line&aelig;, vna in vna &longs;uperficie, altera vero in altera, qu&aelig; <lb/> telligantur enim du&aelig; line&aelig;, vna in vna &longs;uperficie, altera vero in altera, qu&aelig; <lb/>
 antequam incipiat apertio, congruant; Quoniam igitur tota illa apertio <lb/> antequam incipiat apertio, congruant; Quoniam igitur tota illa apertio <lb/>
Line 1827 
Line 1824 
 &longs;egmentum commune, quod e&longs;t impo&longs;&longs;ibile, quia contra 10. axioma.</s> &longs;egmentum commune, quod e&longs;t impo&longs;&longs;ibile, quia contra 10. axioma.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000590">Ad Calcem axiomatum primi accommodetur tex. <!-- REMOVE S-->1. primi Po&longs;ter.<!-- KEEP S--></s>           <s id="s.000588">Ad Calcem axiomatum primi accommodetur tex. <!-- REMOVE S-->1. primi Po&longs;ter.<!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000591">Ad primam primi, po&longs;t ip&longs;ius explicationem, commod&egrave; declarari pote&longs;t, cur <lb/>           <s id="s.000589">Ad primam primi, po&longs;t ip&longs;ius explicationem, commod&egrave; declarari pote&longs;t, cur <lb/>
 Ari&longs;t. Demon&longs;trationes Geometricas appellet De&longs;criptiones, &amp; De&longs;igna&shy;<lb/> Ari&longs;t. Demon&longs;trationes Geometricas appellet De&longs;criptiones, &amp; De&longs;igna&shy;<lb/>
 tiones, vide cap. de Priori, &amp; cap. 24. &longs;ecti primi, libri primi Priorum, &amp; <lb/> tiones, vide cap. de Priori, &amp; cap. 24. &longs;ecti primi, libri primi Priorum, &amp; <lb/>
 tex. <!-- REMOVE S-->4. quinti Methaph. <!-- REMOVE S-->&amp; tex. <!-- REMOVE S-->20. &longs;exti Methaph. <!-- REMOVE S-->&amp; cap. 3. lib. 3. Ethic. <lb/> tex. <!-- REMOVE S-->4. quinti Methaph. <!-- REMOVE S-->&amp; tex. <!-- REMOVE S-->20. &longs;exti Methaph. <!-- REMOVE S-->&amp; cap. 3. lib. 3. Ethic. <lb/>
 <!-- KEEP S--></s> <!-- KEEP S--></s>
           <s id="id.000592">Item ad primam primi, vide tex. <!-- REMOVE S-->7. &longs;ecundi Po&longs;ter. loco 2.<!-- KEEP S--></s>           <s id="s.000590">Item ad primam primi, vide tex. <!-- REMOVE S-->7. &longs;ecundi Po&longs;ter. loco 2.<!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000593">Ad 5. primi, vide cap. 24. &longs;ecti 1 lib. 1. Priorum.</s>           <s id="s.000591">Ad 5. primi, vide cap. 24. &longs;ecti 1 lib. 1. Priorum.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000594">Ad 21. primi, vide tex. <!-- REMOVE S-->20. primi Po&longs;ter. <!-- REMOVE S-->loco 2.<!-- KEEP S--></s>           <s id="s.000592">Ad 21. primi, vide tex. <!-- REMOVE S-->20. primi Po&longs;ter. <!-- REMOVE S-->loco 2.<!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000595">Ad 22. primi, vide locum 10. de lineis in&longs;ecabilibus.</s>           <s id="s.000593">Ad 22. primi, vide locum 10. de lineis in&longs;ecabilibus.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000596">Ad 28. primi, vide cap. 21. &amp; cap. 22. &longs;ecundi <expan abbr="Prior&utilde;">Priorum</expan>, &amp; tex. <!-- REMOVE S-->13. primi Po&longs;ter.<!-- KEEP S--></s>           <s id="s.000594">Ad 28. primi, vide cap. 21. &amp; cap. 22. &longs;ecundi <expan abbr="Prior&utilde;">Priorum</expan>, &amp; tex. <!-- REMOVE S-->13. primi Po&longs;ter.<!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000597">Ad 32. primi, vide cap. 1. &longs;ecti 3. lib. 1. Prior. <!-- REMOVE S-->&amp; cap. 26. &longs;ecundi <expan abbr="Prior&utilde;">Priorum</expan>, &amp; tex. <!-- REMOVE S-->2. <lb/>           <s id="s.000595">Ad 32. primi, vide cap. 1. &longs;ecti 3. lib. 1. Prior. <!-- REMOVE S-->&amp; cap. 26. &longs;ecundi <expan abbr="Prior&utilde;">Priorum</expan>, &amp; tex. <!-- REMOVE S-->2. <lb/>
 primi Po&longs;ter. loco 4. &amp; tex. <!-- REMOVE S-->23. primi Po&longs;ter. <!-- REMOVE S-->vbi ait hanc e&longs;&longs;e poti&longs;&longs;imam <lb/> primi Po&longs;ter. loco 4. &amp; tex. <!-- REMOVE S-->23. primi Po&longs;ter. <!-- REMOVE S-->vbi ait hanc e&longs;&longs;e poti&longs;&longs;imam <lb/>
 <expan abbr="dem&otilde;&longs;trationem">demon&longs;trationem</expan>. </s> <expan abbr="dem&otilde;&longs;trationem">demon&longs;trationem</expan>. </s>
           <s id="id.000598">&amp; tex. <!-- REMOVE S-->37. primi Po&longs;ter. &amp; tex. <!-- REMOVE S-->39. primi Po&longs;ter. <!-- KEEP S--></s>           <s id="s.000596">&amp; tex. <!-- REMOVE S-->37. primi Po&longs;ter. &amp; tex. <!-- REMOVE S-->39. primi Po&longs;ter. <!-- KEEP S--></s>
           <s id="id.000599">Ibidem <lb/>           <s id="s.000597">Ibidem <lb/>
 loco 4. &amp; tex. <!-- REMOVE S-->43. primi Po&longs;ter. <!-- REMOVE S-->&amp; tex. <!-- REMOVE S-->2. &longs;ecundi Po&longs;ter. <!-- REMOVE S-->bis. </s> loco 4. &amp; tex. <!-- REMOVE S-->43. primi Po&longs;ter. <!-- REMOVE S-->&amp; tex. <!-- REMOVE S-->2. &longs;ecundi Po&longs;ter. <!-- REMOVE S-->bis. </s>
           <s id="id.000600">&amp; tex. <!-- REMOVE S-->89. &longs;e&shy;<lb/>           <s id="s.000598">&amp; tex. <!-- REMOVE S-->89. &longs;e&shy;<lb/>
 cundi Phy&longs;. &amp; tex. <!-- REMOVE S-->15. octaui Phy&longs;. <!-- REMOVE S-->&amp; tex. <!-- REMOVE S-->119. primi de C&oelig;lo. <!-- KEEP S--></s> cundi Phy&longs;. &amp; tex. <!-- REMOVE S-->15. octaui Phy&longs;. <!-- REMOVE S-->&amp; tex. <!-- REMOVE S-->119. primi de C&oelig;lo. <!-- KEEP S--></s>
           <s id="id.000601">&amp; tex. <!-- REMOVE S-->25. <lb/>           <s id="s.000599">&amp; tex. <!-- REMOVE S-->25. <lb/>
 &longs;ecundi de C&oelig;lo. <!-- KEEP S--></s> &longs;ecundi de C&oelig;lo. <!-- KEEP S--></s>
           <s id="id.000602">tex 11. primi de Anima. <!-- REMOVE S-->&amp; cap. 1. de mem. </s>           <s id="s.000600">tex 11. primi de Anima. <!-- REMOVE S-->&amp; cap. 1. de mem. </s>
           <s id="id.000603">&amp; remini&longs;c. <lb/>           <s id="s.000601">&amp; remini&longs;c. <lb/>
 </s> </s>
           <s id="id.000604">&amp; tex. <!-- REMOVE S-->35. quinti Methaphy&longs;. &amp; tex. <!-- REMOVE S-->20. &longs;exti Methaphy&longs;. <!-- REMOVE S-->&amp; tex. <!-- REMOVE S-->22. &longs;exti <lb/>           <s id="s.000602">&amp; tex. <!-- REMOVE S-->35. quinti Methaphy&longs;. &amp; tex. <!-- REMOVE S-->20. &longs;exti Methaphy&longs;. <!-- REMOVE S-->&amp; tex. <!-- REMOVE S-->22. &longs;exti <lb/>
 Methaphy&longs;. <!-- REMOVE S-->&amp; cap. 4. lib. 2. de Generat. <!-- REMOVE S-->animal. <!-- KEEP S--></s> Methaphy&longs;. <!-- REMOVE S-->&amp; cap. 4. lib. 2. de Generat. <!-- REMOVE S-->animal. <!-- KEEP S--></s>
           <s id="id.000605">&amp; cap. 5. lib. 6. Ethic. <!-- REMOVE S-->&amp; <lb/>           <s id="s.000603">&amp; cap. 5. lib. 6. Ethic. <!-- REMOVE S-->&amp; <lb/>
 cap. 2. Magnorum Moral. &amp; cap. 10. Mag. Moral. &amp; cap. 16. Mag. Moral. <lb/> cap. 2. Magnorum Moral. &amp; cap. 10. Mag. Moral. &amp; cap. 16. Mag. Moral. <lb/>
 <!-- REMOVE S-->&amp; cap. <!-- REMOVE S-->7. &longs;ecundi Eudem. &amp; cap. <!-- REMOVE S-->12. &longs;ecundi Eudem. <!-- REMOVE S-->&amp; problema 6. &longs;ectio&shy; <!-- REMOVE S-->&amp; cap. <!-- REMOVE S-->7. &longs;ecundi Eudem. &amp; cap. <!-- REMOVE S-->12. &longs;ecundi Eudem. <!-- REMOVE S-->&amp; problema 6. &longs;ectio&shy;
  
  
 <pb xlink:href="009/01/023.jpg" pagenum="23" />nis 30. tot Ari&longs;totelis loca illu&longs;trat vnica h&aelig;c Euclidis Demon&longs;tratio.</s> <pb pagenum="23" xlink:href="009/01/023.jpg"/>nis 30. tot Ari&longs;totelis loca illu&longs;trat vnica h&aelig;c Euclidis Demon&longs;tratio.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000606">Ad &longs;cholion pr&aelig;cedentis 32. primi, vide tex. <!-- REMOVE S-->39. primi Po&longs;ter. loco 3. Item <lb/>           <s id="s.000604">Ad &longs;cholion pr&aelig;cedentis 32. primi, vide tex. <!-- REMOVE S-->39. primi Po&longs;ter. loco 3. Item <lb/>
 tex. <!-- REMOVE S-->25. &longs;ecundi Po&longs;ter. <!-- REMOVE S-->loco vlt.</s> tex. <!-- REMOVE S-->25. &longs;ecundi Po&longs;ter. <!-- REMOVE S-->loco vlt.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000607">Ad 45. primi, vide locum 9. de lineis in&longs;ecabilibus.</s>           <s id="s.000605">Ad 45. primi, vide locum 9. de lineis in&longs;ecabilibus.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000608">Ad 46. primi, vide locum 11. de lineis in&longs;ecabilibus.</s>           <s id="s.000606">Ad 46. primi, vide locum 11. de lineis in&longs;ecabilibus.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000609">Ad 47. primi, vide locum 11. de lineis in&longs;ecab. </s>           <s id="s.000607">Ad 47. primi, vide locum 11. de lineis in&longs;ecab. </s>
           <s id="id.000610">Item locum 14. de ij&longs;dem.</s>           <s id="s.000608">Item locum 14. de ij&longs;dem.</s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000611"><emph type="italics"/>In &longs;ecundo Elem.<emph.end type="italics"/><!-- KEEP S--></s>           <s id="s.000609"><emph type="italics"/>In &longs;ecundo Elem.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000612">Ad 2. definitionem 2. Gnomonis, vide cap. de Motu in Po&longs;tpr&aelig;dicam. </s>           <s id="s.000610">Ad 2. definitionem 2. Gnomonis, vide cap. de Motu in Po&longs;tpr&aelig;dicam. </s>
           <s id="id.000613">Qua&shy;<lb/>           <s id="s.000611">Qua&shy;<lb/>
 dratum augetur Gnomone circumpo&longs;ito.</s> dratum augetur Gnomone circumpo&longs;ito.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000614">Ad 14. propo&longs;. </s>           <s id="s.000612">Ad 14. propo&longs;. </s>
           <s id="id.000615">2. opportunum e&longs;t Auditores de Quadratura circuli erudire, <lb/>           <s id="s.000613">2. opportunum e&longs;t Auditores de Quadratura circuli erudire, <lb/>
 vide igitur cap. de relatione in pr&aelig;dicam. </s> vide igitur cap. de relatione in pr&aelig;dicam. </s>
           <s id="id.000616">&amp; cap. 31. &longs;ecundi Priorum, &amp; <lb/>           <s id="s.000614">&amp; cap. 31. &longs;ecundi Priorum, &amp; <lb/>
 tex. <!-- REMOVE S-->23. primi Po&longs;ter. &amp; finem 1. cap. primi Elenchorum. </s> tex. <!-- REMOVE S-->23. primi Po&longs;ter. &amp; finem 1. cap. primi Elenchorum. </s>
           <s id="id.000617">lege primam Ar&shy;<lb/>           <s id="s.000615">lege primam Ar&shy;<lb/>
 chimedis de dimen&longs;ione circuli.</s> chimedis de dimen&longs;ione circuli.</s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000618"><emph type="italics"/>In tertio Elem.<emph.end type="italics"/><!-- KEEP S--></s>           <s id="s.000616"><emph type="italics"/>In tertio Elem.<emph.end type="italics"/><!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000619">Ad primam 3. vide cap. 9. lib. 2. Ethycorum.</s>           <s id="s.000617">Ad primam 3. vide cap. 9. lib. 2. Ethycorum.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000620">Ad 2. tertij, vide tex. <!-- REMOVE S-->13. lib. 1. de Anima. <!-- REMOVE S-->&amp; locum 16. de lineis in&longs;ecab.</s>           <s id="s.000618">Ad 2. tertij, vide tex. <!-- REMOVE S-->13. lib. 1. de Anima. <!-- REMOVE S-->&amp; locum 16. de lineis in&longs;ecab.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000621">Ad 31. tertij, vide tex. <!-- REMOVE S-->11. &longs;ecundi Po&longs;ter. &amp; tex. <!-- REMOVE S-->20. &longs;exti Methaph. <!-- REMOVE S-->loco 2.<!-- KEEP S--></s>           <s id="s.000619">Ad 31. tertij, vide tex. <!-- REMOVE S-->11. &longs;ecundi Po&longs;ter. &amp; tex. <!-- REMOVE S-->20. &longs;exti Methaph. <!-- REMOVE S-->loco 2.<!-- KEEP S--></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000622"><emph type="italics"/>In quarto.<emph.end type="italics"/></s>           <s id="s.000620"><emph type="italics"/>In quarto.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000623">Ad commentarium P. <!-- REMOVE S-->Clauij extremum lib. 4. elementorum. </s>           <s id="s.000621">Ad commentarium P. <!-- REMOVE S-->Clauij extremum lib. 4. elementorum. </s>
           <s id="id.000624">lege tex. <!-- REMOVE S-->66. <lb/>           <s id="s.000622">lege tex. <!-- REMOVE S-->66. <lb/>
 tertij de C&oelig;lo.<!-- KEEP S--></s> tertij de C&oelig;lo.<!-- KEEP S--></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000625"><emph type="italics"/>In quinto.<emph.end type="italics"/></s>           <s id="s.000623"><emph type="italics"/>In quinto.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000626">Ad 4. definitionem 5. vide cap. 3. lib. 2. Ethyc.<!-- KEEP S--></s>           <s id="s.000624">Ad 4. definitionem 5. vide cap. 3. lib. 2. Ethyc.<!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000627">Ad 9. definitionem 5. vide cap. 3. lib. 5. Ethyc. <!-- REMOVE S-->loco 4. &amp; cap. 31. primi Ma&shy;<lb/>           <s id="s.000625">Ad 9. definitionem 5. vide cap. 3. lib. 5. Ethyc. <!-- REMOVE S-->loco 4. &amp; cap. 31. primi Ma&shy;<lb/>
 gnorum Moralium.</s> gnorum Moralium.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000628">Ad 10. definitionem 5. vide tex. <!-- REMOVE S-->29. primi Po&longs;ter. loco 2.<!-- KEEP S--></s>           <s id="s.000626">Ad 10. definitionem 5. vide tex. <!-- REMOVE S-->29. primi Po&longs;ter. loco 2.<!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000629">Ad 12. definitionem 5. vide tex. <!-- REMOVE S-->13. primi Po&longs;ter. <!-- REMOVE S-->loco 3. &amp; tex. <!-- REMOVE S-->25. &longs;ecundi <lb/>           <s id="s.000627">Ad 12. definitionem 5. vide tex. <!-- REMOVE S-->13. primi Po&longs;ter. <!-- REMOVE S-->loco 3. &amp; tex. <!-- REMOVE S-->25. &longs;ecundi <lb/>
 Po&longs;ter. <!-- REMOVE S-->&amp; tex. <!-- REMOVE S-->32. tertij de Anima. <!-- REMOVE S-->&amp; cap. 3. lib. 5. Ethyc. <!-- REMOVE S-->loco 4.<!-- KEEP S--></s> Po&longs;ter. <!-- REMOVE S-->&amp; tex. <!-- REMOVE S-->32. tertij de Anima. <!-- REMOVE S-->&amp; cap. 3. lib. 5. Ethyc. <!-- REMOVE S-->loco 4.<!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000630">Ad 16. propo&longs;. </s>           <s id="s.000628">Ad 16. propo&longs;. </s>
           <s id="id.000631">5. vide tex. <!-- REMOVE S-->25. &longs;ecundi Po&longs;ter. loco 2. ex hac Euclidis demon&shy;<lb/>           <s id="s.000629">5. vide tex. <!-- REMOVE S-->25. &longs;ecundi Po&longs;ter. loco 2. ex hac Euclidis demon&shy;<lb/>
 &longs;tratione patet, vitio&longs;am e&longs;&longs;e illam Auerrois argumentationem, 8. Phy&longs;. <lb/> &longs;tratione patet, vitio&longs;am e&longs;&longs;e illam Auerrois argumentationem, 8. Phy&longs;. <lb/>
 <!-- REMOVE S-->comm. <!-- REMOVE S-->15. &longs;cilicet.</s> <!-- REMOVE S-->comm. <!-- REMOVE S-->15. &longs;cilicet.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000632">Vt &longs;e habet voluntas antiqua ad antiquum effectum, <lb/>           <s id="s.000630">Vt &longs;e habet voluntas antiqua ad antiquum effectum, <lb/>
 Ita &longs;e habet etiam voluntas noua ad effectum nouum: <lb/> Ita &longs;e habet etiam voluntas noua ad effectum nouum: <lb/>
 Ergo permutando, ita &longs;e habebit voluntas antiqua ad effectum nouum. <lb/> Ergo permutando, ita &longs;e habebit voluntas antiqua ad effectum nouum. <lb/>
 </s> </s>
           <s id="id.000633">Quemadmodum voluntas noua ad effectum antiquum.</s>           <s id="s.000631">Quemadmodum voluntas noua ad effectum antiquum.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000634">Non enim in permutando confert antecedentem ad antecedentem, &amp; con&shy;<lb/>           <s id="s.000632">Non enim in permutando confert antecedentem ad antecedentem, &amp; con&shy;<lb/>
 &longs;equentem ad con&longs;equentem, vt par erat, &longs;ed confert antecedentem ad <lb/> &longs;equentem ad con&longs;equentem, vt par erat, &longs;ed confert antecedentem ad <lb/>
 con&longs;equentem, quod non licet.</s> con&longs;equentem, quod non licet.</s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000635"><emph type="italics"/>In &longs;exto.<emph.end type="italics"/></s>           <s id="s.000633"><emph type="italics"/>In &longs;exto.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000636">Ad 2. propo&longs;it. </s>           <s id="s.000634">Ad 2. propo&longs;it. </s>
           <s id="id.000637">6. vide cap. 2. lib. 8. Topicorum loco 41.</s>           <s id="s.000635">6. vide cap. 2. lib. 8. Topicorum loco 41.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000638">Ad 13. &longs;exti, vide tex. <!-- REMOVE S-->12. &longs;ecundi de Anima, &amp; tex. <!-- REMOVE S-->3. tertij Methaphy&longs;.<!-- REMOVE S--><emph type="italics"/>In &longs;eptimo.<emph.end type="italics"/></s>           <s id="s.000636">Ad 13. &longs;exti, vide tex. <!-- REMOVE S-->12. &longs;ecundi de Anima, &amp; tex. <!-- REMOVE S-->3. tertij Methaphy&longs;.<!-- REMOVE S--><emph type="italics"/>In &longs;eptimo.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000639">Ad primam definitionem 7. vide tex. <!-- REMOVE S-->5. primi Po&longs;ter.<!-- KEEP S--></s>           <s id="s.000637">Ad primam definitionem 7. vide tex. <!-- REMOVE S-->5. primi Po&longs;ter.<!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000640">Ad 8. definitionem 7. vide cap. 1. lib. 1. Magnorum Moral.<!-- KEEP S--></s>           <s id="s.000638">Ad 8. definitionem 7. vide cap. 1. lib. 1. Magnorum Moral.<!-- KEEP S--></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000641"><emph type="italics"/>In octauo.<emph.end type="italics"/></s>           <s id="s.000639"><emph type="italics"/>In octauo.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000642">Ad 4. propo&longs;. </s>           <s id="s.000640">Ad 4. propo&longs;. </s>
           <s id="id.000643">9. vide tex. <!-- REMOVE S-->20. primi Po&longs;ter. loco 2.<!-- KEEP S--></s>           <s id="s.000641">9. vide tex. <!-- REMOVE S-->20. primi Po&longs;ter. loco 2.<!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000644">Ad 8. propo&longs;. </s>           <s id="s.000642">Ad 8. propo&longs;. </s>
           <s id="id.000645">9. vide problem. </s>           <s id="s.000643">9. vide problem. </s>
           <s id="id.000646">3. &longs;ectionis 15. loco 4.<!-- KEEP S--></s>           <s id="s.000644">3. &longs;ectionis 15. loco 4.<!-- KEEP S--></s>
         </p>         </p>
         <pb xlink:href="009/01/024.jpg" pagenum="24" />         <pb pagenum="24" xlink:href="009/01/024.jpg"/>
         <p type="head">         <p type="head">
           <s id="id.000647"><emph type="italics"/>In decimo.<emph.end type="italics"/></s>           <s id="s.000645"><emph type="italics"/>In decimo.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000648">Ad primam definitionem 10. vide cap. 23. &longs;ecti 1. primi Priorum. </s>           <s id="s.000646">Ad primam definitionem 10. vide cap. 23. &longs;ecti 1. primi Priorum. </s>
           <s id="id.000649">&amp; tex. <!-- REMOVE S-->48. <lb/>           <s id="s.000647">&amp; tex. <!-- REMOVE S-->48. <lb/>
 primi de C&oelig;lo.<!-- KEEP S--></s> primi de C&oelig;lo.<!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000650">Ad 118. decimi, vide cap. 23. &longs;ecti 1. libri 1. Priorum. </s>           <s id="s.000648">Ad 118. decimi, vide cap. 23. &longs;ecti 1. libri 1. Priorum. </s>
           <s id="id.000651">&amp; &longs;ecto 2. cap. 23. li&shy;<lb/>           <s id="s.000649">&amp; &longs;ecto 2. cap. 23. li&shy;<lb/>
 bri 1. Priorum. </s> bri 1. Priorum. </s>
           <s id="id.000652">&amp; cap. 22. lib. 2. Priorum. </s>           <s id="s.000650">&amp; cap. 22. lib. 2. Priorum. </s>
           <s id="id.000653">&amp; tex. <!-- REMOVE S-->5. primi Po&longs;ter. &amp; tex. <!-- REMOVE S-->44. <lb/>           <s id="s.000651">&amp; tex. <!-- REMOVE S-->5. primi Po&longs;ter. &amp; tex. <!-- REMOVE S-->44. <lb/>
 primi Po&longs;ter. <!-- REMOVE S-->&amp; cap. 15. primi Po&longs;ter. <!-- REMOVE S-->&amp; tex. <!-- REMOVE S-->119. primi de C&oelig;lo. <!-- KEEP S--></s> primi Po&longs;ter. <!-- REMOVE S-->&amp; cap. 15. primi Po&longs;ter. <!-- REMOVE S-->&amp; tex. <!-- REMOVE S-->119. primi de C&oelig;lo. <!-- KEEP S--></s>
           <s id="id.000654">&amp; tex. <lb/>           <s id="s.000652">&amp; tex. <lb/>
 <!-- REMOVE S-->120. quarti Phy&longs;. &amp; tex. <!-- REMOVE S-->21. tertij de Anima. <!-- REMOVE S-->&amp; cap. 1. primi Methaphy&longs;. <lb/> <!-- REMOVE S-->120. quarti Phy&longs;. &amp; tex. <!-- REMOVE S-->21. tertij de Anima. <!-- REMOVE S-->&amp; cap. 1. primi Methaphy&longs;. <lb/>
 <!-- REMOVE S-->&amp; tex. <!-- REMOVE S-->28. quarti Met. <!-- REMOVE S-->&amp; tex. <!-- REMOVE S-->34. quinti Met. <!-- REMOVE S-->&amp; tex. <!-- REMOVE S-->8. &longs;exti Met. <!-- REMOVE S-->&amp; cap. 4. <lb/> <!-- REMOVE S-->&amp; tex. <!-- REMOVE S-->28. quarti Met. <!-- REMOVE S-->&amp; tex. <!-- REMOVE S-->34. quinti Met. <!-- REMOVE S-->&amp; tex. <!-- REMOVE S-->8. &longs;exti Met. <!-- REMOVE S-->&amp; cap. 4. <lb/>
 lib. 2. de Generat. <!-- REMOVE S-->animal. <!-- KEEP S--></s> lib. 2. de Generat. <!-- REMOVE S-->animal. <!-- KEEP S--></s>
           <s id="id.000655">&amp; lib. 3. cap. 3. Ethyc. <!-- REMOVE S-->&amp; cap. 10. &longs;ecundi Eu&shy;<lb/>           <s id="s.000653">&amp; lib. 3. cap. 3. Ethyc. <!-- REMOVE S-->&amp; cap. 10. &longs;ecundi Eu&shy;<lb/>
 dem. <!-- KEEP S--></s> dem. <!-- KEEP S--></s>
           <s id="id.000656">tot Ari&longs;t. loca ab hac vna Euclidis Demon&longs;tratione illu&longs;trantur.</s>           <s id="s.000654">tot Ari&longs;t. loca ab hac vna Euclidis Demon&longs;tratione illu&longs;trantur.</s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000657"><emph type="italics"/>In decimotertio.<emph.end type="italics"/></s>           <s id="s.000655"><emph type="italics"/>In decimotertio.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000658">Ad primam propo&longs;. </s>           <s id="s.000656">Ad primam propo&longs;. </s>
           <s id="id.000659">13. &longs;ecundum editionem Commandini, aut Zamberti. <lb/>           <s id="s.000657">13. &longs;ecundum editionem Commandini, aut Zamberti. <lb/>
 <!-- KEEP S--></s> <!-- KEEP S--></s>
           <s id="id.000660">vide initio Priorum, in verbum &lpar;Re&longs;olutio&rpar;</s>           <s id="s.000658">vide initio Priorum, in verbum &lpar;Re&longs;olutio&rpar;</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000661">Atqne h&aelig;c &longs;unt, qu&aelig; ex Elementorum opere Ari&longs;toteles pa&longs;&longs;im v&longs;urpauit, <lb/>           <s id="s.000659">Atque h&aelig;c &longs;unt, qu&aelig; ex Elementorum opere Ari&longs;toteles pa&longs;&longs;im v&longs;urpauit, <lb/>
 qu&aelig;que nos infra explicabimus.</s> qu&aelig;que nos infra explicabimus.</s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000662"><emph type="bold"/>Finis Secundi Indicis.<emph.end type="bold"/></s>           <s id="s.000660"><emph type="bold"/>Finis Secundi Indicis.<emph.end type="bold"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000663">Qu&aelig; ver&ograve; ad alias Mathematicas, Mu&longs;icam &longs;cilicet, Per&longs;pe&shy;<lb/>           <s id="s.000661">Qu&aelig; ver&ograve; ad alias Mathematicas, Mu&longs;icam &longs;cilicet, Per&longs;pe&shy;<lb/>
 ctiuam, Mechanicam, &amp; A&longs;tronomiam pertinens, facil&egrave; <lb/> ctiuam, Mechanicam, &amp; A&longs;tronomiam pertinens, facil&egrave; <lb/>
 poterunt ex primo Indice ad vnamquamque earum &longs;eor&shy;<lb/> poterunt ex primo Indice ad vnamquamque earum &longs;eor&shy;<lb/>
 &longs;um cum libuerit, &longs;ecerni.</s> &longs;um cum libuerit, &longs;ecerni.</s>
         </p>         </p>
       </section>       </section>
       <pb xlink:href="009/01/025.jpg" pagenum="25" />       <pb pagenum="25" xlink:href="009/01/025.jpg"/>
       <section>       <section>
         <p type="head">         <p type="head">
           <s id="id.000664"><emph type="italics"/>TERTIVS INDEX ALPHABETICVS,<emph.end type="italics"/></s>           <s id="s.000662"><emph type="italics"/>TERTIVS INDEX ALPHABETICVS,<emph.end type="italics"/></s>
         </p>         </p>
         <p type="head">         <p type="head">
           <s id="id.000665"><emph type="italics"/>cuius numeri re&longs;pondent numeris marginalibus Operis.<emph.end type="italics"/><lb/>           <s id="s.000663"><emph type="italics"/>cuius numeri re&longs;pondent numeris marginalibus Operis.<emph.end type="italics"/><lb/>
 <arrow.to.target n="table2"/></s> <arrow.to.target n="table2"/></s>
         </p>         </p>
         <table>         <table>
Line 2089 
Line 2086 
             <cell>248</cell>             <cell>248</cell>
           </row>           </row>
           <row>           <row>
             <cell><emph type="italics"/>Antipbon&aelig; voces.<emph.end type="italics"/> 358. 363. 370. 371.</cell>             <cell><emph type="italics"/>Antiphon&aelig; voces.<emph.end type="italics"/> 358. 363. 370. 371.</cell>
             <cell>373</cell>             <cell>373</cell>
           </row>           </row>
           <row>           <row>
Line 2192 
Line 2189 
             <cell><emph type="italics"/>Conus, &amp; cylindrus, cur vari&egrave; mouentur.<emph.end type="italics"/></cell>             <cell><emph type="italics"/>Conus, &amp; cylindrus, cur vari&egrave; mouentur.<emph.end type="italics"/></cell>
             <cell>355</cell>             <cell>355</cell>
           </row>           </row>
           <pb xlink:href="009/01/026.jpg" pagenum="26" />           <pb pagenum="26" xlink:href="009/01/026.jpg"/>
           <row>           <row>
             <cell><emph type="italics"/>Cubus numerus. duo cubi cubus, quid &longs;ignificet.<emph.end type="italics"/></cell>             <cell><emph type="italics"/>Cubus numerus. duo cubi cubus, quid &longs;ignificet.<emph.end type="italics"/></cell>
             <cell>33</cell>             <cell>33</cell>
Line 2242 
Line 2239 
             <cell>337</cell>             <cell>337</cell>
           </row>           </row>
           <row>           <row>
             <cell><emph type="italics"/>Diapa&longs;on quid. 90. 350. omnium con&longs;onantiarum pulcberrima.<emph.end type="italics"/></cell>             <cell><emph type="italics"/>Diapa&longs;on quid. 90. 350. omnium con&longs;onantiarum pulcherrima.<emph.end type="italics"/></cell>
             <cell>388</cell>             <cell>388</cell>
           </row>           </row>
           <row>           <row>
Line 2302 
Line 2299 
             <cell/>             <cell/>
           </row>           </row>
           <row>           <row>
             <cell><emph type="italics"/>Figuram omnem planam habere &longs;uos angulos externos <expan abbr="quotc&ubreve;q;">quotc&ubreve;que</expan> &aelig;quales quatuor   rectis angulis, qu&aelig; e&longs;t mira proprietas.<emph.end type="italics"/></cell>             <cell><emph type="italics"/>Figuram omnem planam habere &longs;uos angulos externos <expan abbr="quotc&ubreve;mq;">quotc&ubreve;mque</expan> &aelig;quales quatuor   rectis angulis, qu&aelig; e&longs;t mira proprietas.<emph.end type="italics"/></cell>
             <cell>59</cell>             <cell>59</cell>
           </row>           </row>
           <row>           <row>
Line 2314 
Line 2311 
             <cell>96</cell>             <cell>96</cell>
           </row>           </row>
           <row>           <row>
             <cell><emph type="italics"/>Figurarum &longs;olidarum, qu&aelig;nam totum locum repleant: vbi Ari&longs;t. &amp; omnium expo&longs;i-torum rratum aperitur.<emph.end type="italics"/></cell>             <cell><emph type="italics"/>Figurarum &longs;olidarum, qu&aelig;nam totum locum repleant: vbi Ari&longs;t. &amp; omnium expo&longs;i-torum ratum aperitur.<emph.end type="italics"/></cell>
             <cell>121</cell>             <cell>121</cell>
           </row>           </row>
           <row>           <row>
Line 2322 
Line 2319 
             <cell>345</cell>             <cell>345</cell>
           </row>           </row>
           <row>           <row>
             <cell><emph type="italics"/>Figurationes pro demonftrationibus Mathem.<emph.end type="italics"/></cell>             <cell><emph type="italics"/>Figurationes pro demon&longs;trationibus Mathem.<emph.end type="italics"/></cell>
             <cell>194</cell>             <cell>194</cell>
           </row>           </row>
           <row>           <row>
Line 2361 
Line 2358 
             <cell><emph type="italics"/>Geographi&aelig; veteris plura errata,<emph.end type="italics"/> 145. 146. 147. 148.</cell>             <cell><emph type="italics"/>Geographi&aelig; veteris plura errata,<emph.end type="italics"/> 145. 146. 147. 148.</cell>
             <cell>149</cell>             <cell>149</cell>
           </row>           </row>
           <pb xlink:href="009/01/027.jpg" pagenum="27" />           <pb pagenum="27" xlink:href="009/01/027.jpg"/>
           <row>           <row>
             <cell><emph type="italics"/>Gnomon, quid. 3. &amp;<emph.end type="italics"/></cell>             <cell><emph type="italics"/>Gnomon, quid. 3. &amp;<emph.end type="italics"/></cell>
             <cell>331</cell>             <cell>331</cell>
Line 2383 
Line 2380 
             <cell/>             <cell/>
           </row>           </row>
           <row>           <row>
             <cell><emph type="italics"/>Halonis demonfiratio.<emph.end type="italics"/></cell>             <cell><emph type="italics"/>Halonis demon&longs;tratio.<emph.end type="italics"/></cell>
             <cell>161</cell>             <cell>161</cell>
           </row>           </row>
           <row>           <row>
Line 2518 
Line 2515 
             <cell><emph type="italics"/>Mathematic&aelig; o&longs;tendunt per cau&longs;am materialem, &amp; formalem. 205. earum vtilitas.   ibidem. De earum natura. in proprio tractatu.<emph.end type="italics"/></cell>             <cell><emph type="italics"/>Mathematic&aelig; o&longs;tendunt per cau&longs;am materialem, &amp; formalem. 205. earum vtilitas.   ibidem. De earum natura. in proprio tractatu.<emph.end type="italics"/></cell>
             <cell/>             <cell/>
           </row>           </row>
           <pb xlink:href="009/01/028.jpg" pagenum="28" />           <pb pagenum="28" xlink:href="009/01/028.jpg"/>
           <row>           <row>
             <cell><emph type="italics"/>Mathematic&aelig; maxim&egrave; tractant de Bono, &amp; Pulcro, qua ratione.<emph.end type="italics"/></cell>             <cell><emph type="italics"/>Mathematic&aelig; maxim&egrave; tractant de Bono, &amp; Pulcro, qua ratione.<emph.end type="italics"/></cell>
             <cell>237</cell>             <cell>237</cell>
Line 2691 
Line 2688 
             <cell><emph type="italics"/>Principia Mathematicorum.<emph.end type="italics"/> 2.</cell>             <cell><emph type="italics"/>Principia Mathematicorum.<emph.end type="italics"/> 2.</cell>
             <cell>118</cell>             <cell>118</cell>
           </row>           </row>
           <pb xlink:href="009/01/029.jpg" pagenum="29" />           <pb pagenum="29" xlink:href="009/01/029.jpg"/>
           <row>           <row>
             <cell><emph type="italics"/>Principia &longs;cientiarum duplicia. Ex quibus, &amp; circa quod.<emph.end type="italics"/></cell>             <cell><emph type="italics"/>Principia &longs;cientiarum duplicia. Ex quibus, &amp; circa quod.<emph.end type="italics"/></cell>
             <cell>61</cell>             <cell>61</cell>
Line 2749 
Line 2746 
             <cell/>             <cell/>
           </row>           </row>
           <row>           <row>
             <cell><emph type="italics"/>Pythagorici primi Mathematicis <expan abbr="oper&atilde;">operam</expan> dedere, easqu&eacute; ceteris &longs;cientijs pr&aelig;poneb&abreve;t.<emph.end type="italics"/></cell>             <cell><emph type="italics"/>Pythagorici primi Mathematicis <expan abbr="oper&atilde;">operam</expan> dedere, easqu&eacute; ceteris &longs;cientijs pr&aelig;ponebat.<emph.end type="italics"/></cell>
             <cell>202</cell>             <cell>202</cell>
           </row>           </row>
           <row>           <row>
Line 2761 
Line 2758 
             <cell>185</cell>             <cell>185</cell>
           </row>           </row>
           <row>           <row>
             <cell><emph type="italics"/>Quantitas an conctet ex indiui&longs;ibili. toto libello de lineis in&longs;ecabilibus argumentis   mathematicis.<emph.end type="italics"/></cell>             <cell><emph type="italics"/>Quantitas an con&longs;tet ex indiui&longs;ibili. toto libello de lineis in&longs;ecabilibus argumentis   mathematicis.<emph.end type="italics"/></cell>
             <cell/>             <cell/>
           </row>           </row>
           <row>           <row>
Line 2797 
Line 2794 
             <cell>252</cell>             <cell>252</cell>
           </row>           </row>
           <row>           <row>
             <cell><emph type="italics"/>Securis problema, vbi de antiqu&aelig; &longs;euris figura, &amp; angulo pulchra demon&longs;tran-tur.<emph.end type="italics"/></cell>             <cell><emph type="italics"/>Securis problema, vbi de antiqu&aelig; &longs;ecuris figura, &amp; angulo pulchra demon&longs;tran-tur.<emph.end type="italics"/></cell>
             <cell>258</cell>             <cell>258</cell>
           </row>           </row>
           <row>           <row>
Line 2856 
Line 2853 
             <cell><emph type="italics"/>Tetragoni&longs;mus. vide Quadratura.<emph.end type="italics"/></cell>             <cell><emph type="italics"/>Tetragoni&longs;mus. vide Quadratura.<emph.end type="italics"/></cell>
             <cell/>             <cell/>
           </row>           </row>
           <pb xlink:href="009/01/030.jpg" pagenum="30" />           <pb pagenum="30" xlink:href="009/01/030.jpg"/>
           <row>           <row>
             <cell><emph type="italics"/>Teretizare, quid.<emph.end type="italics"/></cell>             <cell><emph type="italics"/>Teretizare, quid.<emph.end type="italics"/></cell>
             <cell>366</cell>             <cell>366</cell>
Line 2959 
Line 2956 
           </row>           </row>
         </table>         </table>
         <p type="head">         <p type="head">
           <s id="id.000666">Finis Tertij Indicis.</s>           <s id="s.000664">Finis Tertij Indicis.</s>
         </p>         </p>
         <pb xlink:href="009/01/031.jpg" pagenum="31" />         <pb pagenum="31" xlink:href="009/01/031.jpg"/>
       </section>       </section>
       <section>       <section>
         <p type="main">         <p type="main">
           <s id="id.000667">Vi&longs;um e&longs;t etiam opportunum Lectori fore, ea &longs;imul in vnum <lb/>           <s id="s.000665">Vi&longs;um e&longs;t etiam opportunum Lectori fore, ea &longs;imul in vnum <lb/>
 loca colligere, in quibus Ari&longs;toteles mihi vi&longs;us e&longs;t in Ma&shy;<lb/> loca colligere, in quibus Ari&longs;toteles mihi vi&longs;us e&longs;t in Ma&shy;<lb/>
 thematicis &longs;copum non attigi&longs;&longs;e, vt alij pr&etail;&longs;ertim Peripa&shy;<lb/> thematicis &longs;copum non attigi&longs;&longs;e, vt alij pr&etail;&longs;ertim Peripa&shy;<lb/>
 tetici facilius ea inuenire, <expan abbr="atq;">atque</expan> de ij&longs;dem iudicium ferre <lb/> tetici facilius ea inuenire, <expan abbr="atq;">atque</expan> de ij&longs;dem iudicium ferre <lb/>
Line 2984 
Line 2981 
           </row>           </row>
           <row>           <row>
             <cell><emph type="italics"/>136<emph.end type="italics"/></cell>             <cell><emph type="italics"/>136<emph.end type="italics"/></cell>
             <cell><emph type="italics"/>Cometas in &longs;uprema aeris regione collocat; cuius contrarium ibi   line ari demonctratione ostenditur.<emph.end type="italics"/></cell>             <cell><emph type="italics"/>Cometas in &longs;uprema aeris regione collocat; cuius contrarium ibi   line ari demon&longs;tratione ostenditur.<emph.end type="italics"/></cell>
           </row>           </row>
           <row>           <row>
             <cell><emph type="italics"/>147<emph.end type="italics"/></cell>             <cell><emph type="italics"/>147<emph.end type="italics"/></cell>
Line 3069 
Line 3066 
     </front>     </front>
     <body>     <body>
       <chap>       <chap>
         <pb xlink:href="009/01/033.jpg" pagenum="33" />         <pb pagenum="33" xlink:href="009/01/033.jpg"/>
         <p type="head">         <p type="head">
           <s id="id.000668">LOCA <lb/>MATHEMATICA <lb/>EX LIBRO <lb/>           <s id="s.000666">LOCA <lb/>MATHEMATICA <lb/>EX LIBRO <lb/>PR&AElig;DICAMENTORVM <lb/>
 PR&AElig;DICAMENTORVM<lb/> 
 Per ordinem declarata.</s> Per ordinem declarata.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000669"><arrow.to.target n="marg1"/></s>           <s id="s.000667"><arrow.to.target n="marg1"/></s>
         </p>         </p>
         <p type="margin">         <p type="margin">
           <s id="id.000670"><margin.target id="marg1"/>1</s>           <s id="s.000668"><margin.target id="marg1"/>1</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000671">Ex c. <!-- REMOVE S-->3. De his, qu&aelig; ad aliquid. </s>           <s id="s.000669">Ex c. <!-- REMOVE S-->3. De his, qu&aelig; ad aliquid. </s>
           <s id="id.000672">Porr&ograve; quemadmodum vnus angulus vni angulo &aelig;qualis e&longs;t, ita <lb/>           <s id="s.000670">Porr&ograve; quemadmodum vnus angulus vni angulo &aelig;qualis e&longs;t, ita <lb/>
 <expan abbr="aliqu&atilde;do">aliquando</expan> duo anguli &longs;unt vni angulo &aelig;quales, vt patet, &longs;i vnus angulus, v.g. <lb/> <expan abbr="aliqu&atilde;do">aliquando</expan> duo anguli &longs;unt vni angulo &aelig;quales, vt patet, &longs;i vnus angulus, v.g. <lb/>
 <!-- REMOVE S-->angulus B A C, vbi ait <emph type="italics"/>&lpar;Scientia ver&ograve; &longs;i non &longs;it, <lb/> <!-- REMOVE S-->angulus B A C, vbi ait <emph type="italics"/>&lpar;Scientia ver&ograve; &longs;i non &longs;it, <lb/>
 nihil probibet e&longs;&longs;e &longs;cibile, vt circuli quadratura, &longs;i e&longs;t &longs;cibilis, <lb/> nihil probibet e&longs;&longs;e &longs;cibile, vt circuli quadratura, &longs;i e&longs;t &longs;cibilis, <lb/>
Line 3093 
Line 3089 
 qu&aelig; tamen nondum &longs;ciantur, vt patet, inquit, in Quadratu&shy;<lb/> qu&aelig; tamen nondum &longs;ciantur, vt patet, inquit, in Quadratu&shy;<lb/>
 ra circuli, &amp; &longs;cientia ip&longs;ius, quia quamuis ip&longs;a circuli quadratura &longs;it &longs;cibi&shy;<lb/> ra circuli, &amp; &longs;cientia ip&longs;ius, quia quamuis ip&longs;a circuli quadratura &longs;it &longs;cibi&shy;<lb/>
 lis, nondum tamen &longs;imul cum ip&longs;a, &longs;cientia illius extat. </s> lis, nondum tamen &longs;imul cum ip&longs;a, &longs;cientia illius extat. </s>
           <s id="id.000673">Qu&aelig; vt perfect&egrave; <lb/>           <s id="s.000671">Qu&aelig; vt perfect&egrave; <lb/>
 intelligantur, &longs;ciendum e&longs;t, quadraturam circuli, qu&aelig; &agrave; Gr&aelig;cis tetrago&shy;<lb/> intelligantur, &longs;ciendum e&longs;t, quadraturam circuli, qu&aelig; &agrave; Gr&aelig;cis tetrago&shy;<lb/>
 ni&longs;mus dicitur, nihil aliud e&longs;&longs;e, qu&agrave;m propo&longs;ito cuilibet circulo exhibere <lb/> ni&longs;mus dicitur, nihil aliud e&longs;&longs;e, qu&agrave;m propo&longs;ito cuilibet circulo exhibere <lb/>
 quadratum &aelig;quale. </s> quadratum &aelig;quale. </s>
           <s id="id.000674">Qu&aelig; &aelig;qualitas debet intelligi de areis, &longs;eu &longs;patijs, ita <lb/>           <s id="s.000672">Qu&aelig; &aelig;qualitas debet intelligi de areis, &longs;eu &longs;patijs, ita <lb/>
 vt area circuli, &longs;eu &longs;patium illud, &longs;iue &longs;uperficies illa circularis, &longs;it &aelig;qualis <lb/> vt area circuli, &longs;eu &longs;patium illud, &longs;iue &longs;uperficies illa circularis, &longs;it &aelig;qualis <lb/>
 are&aelig;, &longs;eu &longs;uperficiei quadrat&aelig;. </s> are&aelig;, &longs;eu &longs;uperficiei quadrat&aelig;. </s>
           <s id="id.000675">Qua in re plurimi decipiuntur exi&longs;timantes <lb/>           <s id="s.000673">Qua in re plurimi decipiuntur exi&longs;timantes <lb/>
 per quadraturam cir culi inquiri &aelig;qualitatem linearum, ita vt circumferen&shy;<lb/> per quadraturam cir culi inquiri &aelig;qualitatem linearum, ita vt circumferen&shy;<lb/>
 tia circuli debeat e&longs;&longs;e &aelig;qualis ambitui, &longs;eu quatuor lateribus quadrati: <lb/> tia circuli debeat e&longs;&longs;e &aelig;qualis ambitui, &longs;eu quatuor lateribus quadrati: <lb/>
 quod omnino fal&longs;um e&longs;t.</s> quod omnino fal&longs;um e&longs;t.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000676">Quadratio porr&ograve; circuli dupliciter proponi pote&longs;t, vel tanquam Theo&shy;<lb/>           <s id="s.000674">Quadratio porr&ograve; circuli dupliciter proponi pote&longs;t, vel tanquam Theo&shy;<lb/>
 rema, vel tanquam Problema <emph type="italics"/>&lpar;theorema autem e&longs;t propo&longs;itio, in qua nihil fa&shy;<lb/> rema, vel tanquam Problema <emph type="italics"/>&lpar;theorema autem e&longs;t propo&longs;itio, in qua nihil fa&shy;<lb/>
 ciendum proponitur; problema ver&ograve; aliquid fieri expo&longs;cit&rpar;<emph.end type="italics"/> neutrum autem tem&shy;<lb/> ciendum proponitur; problema ver&ograve; aliquid fieri expo&longs;cit&rpar;<emph.end type="italics"/> neutrum autem tem&shy;<lb/>
 pore Ari&longs;t. erat adinuentum nam theorema inuentum e&longs;t po&longs;t ip&longs;um ducen&shy;<lb/> pore Ari&longs;t. erat adinuentum nam theorema inuentum e&longs;t po&longs;t ip&longs;um ducen&shy;<lb/>
 tis circiter annis ab Archimede: problema ver&ograve; nondum &agrave; quoquam per&shy;<lb/> tis circiter annis ab Archimede: problema ver&ograve; nondum &agrave; quoquam per&shy;<lb/>
 fect&egrave; potuit reperiri. </s> fect&egrave; potuit reperiri. </s>
           <s id="id.000677">qua di&longs;tinctione &longs;aluari po&longs;&longs;unt nonnulli, vt Boetius <lb/>           <s id="s.000675">qua di&longs;tinctione &longs;aluari po&longs;&longs;unt nonnulli, vt Boetius <lb/>
 hoc loco, qui aiunt, &longs;e vidi&longs;&longs;e Demon&longs;trationem quadratur&aelig; huius, &longs;i nimi&shy;<lb/> hoc loco, qui aiunt, &longs;e vidi&longs;&longs;e Demon&longs;trationem quadratur&aelig; huius, &longs;i nimi&shy;<lb/>
 rum intelligant theorema. </s> rum intelligant theorema. </s>
           <s id="id.000678">&amp; alij etiam verum a&longs;&longs;erunt, dum negant hacte&shy;<lb/>           <s id="s.000676">&amp; alij etiam verum a&longs;&longs;erunt, dum negant hacte&shy;<lb/>
 nus repertam e&longs;&longs;e, &longs;i nimirum de problemate loquantur, theorema Archi&shy; nus repertam e&longs;&longs;e, &longs;i nimirum de problemate loquantur, theorema Archi&shy;
  
  
 <pb xlink:href="009/01/034.jpg" pagenum="34" />medis e&longs;t propo&longs;itio prima acuti&longs;&longs;imi libelli de Dimen&longs;ione circuli; e&longs;t au&shy;<lb/> <pb pagenum="34" xlink:href="009/01/034.jpg"/>medis e&longs;t propo&longs;itio prima acuti&longs;&longs;imi libelli de Dimen&longs;ione circuli; e&longs;t au&shy;<lb/>
 tem huiu&longs;modi. </s> tem huiu&longs;modi. </s>
           <s id="id.000679">Quilibet circulus &aelig;qualis e&longs;t triangulo rectangulo, cuius <lb/>           <s id="s.000677">Quilibet circulus &aelig;qualis e&longs;t triangulo rectangulo, cuius <lb/>
 quidem &longs;emidiameter vni laterum, qu&aelig; circa rectum angulum &longs;unt, ambi&shy;<lb/> quidem &longs;emidiameter vni laterum, qu&aelig; circa rectum angulum &longs;unt, ambi&shy;<lb/>
 tus ver&ograve; ba&longs;i eius e&longs;t &aelig;qualis.</s> tus ver&ograve; ba&longs;i eius e&longs;t &aelig;qualis.</s>
         </p>         </p>
         <figure id="id.009.01.034.1.jpg" xlink:href="009/01/034/1.jpg" place="text"/>         <figure id="id.009.01.034.1.jpg" place="text" xlink:href="009/01/034/1.jpg"/>
         <p type="main">         <p type="main">
           <s id="id.000680">Sit, v.g. <!-- REMOVE S-->datus circulus, cuius &longs;emidiameter A B; &amp; fit triangulum rectangu&shy;<lb/>           <s id="s.000678">Sit, v.g. <!-- REMOVE S-->datus circulus, cuius &longs;emidiameter A B; &amp; fit triangulum rectangu&shy;<lb/>
 lum A B C, cuius angulus B, &longs;it rectus, &amp; latus B A, <expan abbr="con&longs;titu&etilde;s">con&longs;tituens</expan> angulum re&shy;<lb/> lum A B C, cuius angulus B, &longs;it rectus, &amp; latus B A, <expan abbr="con&longs;titu&etilde;s">con&longs;tituens</expan> angulum re&shy;<lb/>
 ctum B, cum ba&longs;i B C, &longs;it &aelig;quale &longs;emidiametro A B; ba&longs;is ver&ograve; B C, &longs;it &aelig;qua&shy;<lb/> ctum B, cum ba&longs;i B C, &longs;it &aelig;quale &longs;emidiametro A B; ba&longs;is ver&ograve; B C, &longs;it &aelig;qua&shy;<lb/>
 lis peripheri&aelig; eiu&longs;dem circuli dati. </s> lis peripheri&aelig; eiu&longs;dem circuli dati. </s>
           <s id="id.000681">demon&longs;trat iam ibi Archimedes acuta <lb/>           <s id="s.000679">demon&longs;trat iam ibi Archimedes acuta <lb/>
 &aelig;qu&egrave;, ac euidenti demon&longs;tratione triangulum i&longs;tud &aelig;quale e&longs;&longs;e circulo illi. <lb/> &aelig;qu&egrave;, ac euidenti demon&longs;tratione triangulum i&longs;tud &aelig;quale e&longs;&longs;e circulo illi. <lb/>
 </s> </s>
           <s id="id.000682">quod perinde e&longs;t, ac &longs;i o&longs;tendi&longs;&longs;et cuinam quadrato &longs;it &aelig;qualis, cum per vl&shy;<lb/>           <s id="s.000680">quod perinde e&longs;t, ac &longs;i o&longs;tendi&longs;&longs;et cuinam quadrato &longs;it &aelig;qualis, cum per vl&shy;<lb/>
 timam 2. Eucl. <!-- REMOVE S-->po&longs;&longs;imus triangulo huic quadratum &aelig;quale con&longs;truere, quod <lb/> timam 2. Eucl. <!-- REMOVE S-->po&longs;&longs;imus triangulo huic quadratum &aelig;quale con&longs;truere, quod <lb/>
 con&longs;equenter dato circulo &aelig;quale erit. </s> con&longs;equenter dato circulo &aelig;quale erit. </s>
           <s id="id.000683">Quod &longs;i in modum Problematis ita <lb/>           <s id="s.000681">Quod &longs;i in modum Problematis ita <lb/>
 proponatur: Dato circulo &aelig;quale quadratum con&longs;truere, nondum inuenta <lb/> proponatur: Dato circulo &aelig;quale quadratum con&longs;truere, nondum inuenta <lb/>
 e&longs;t ratio, qu&aelig; demon&longs;tratione confirmetur, qua id geometric&egrave; penitus, hoc <lb/> e&longs;t ratio, qu&aelig; demon&longs;tratione confirmetur, qua id geometric&egrave; penitus, hoc <lb/>
 e&longs;t ad &aelig;qualitatem mathematicam, &longs;eu exacti&longs;&longs;imam effici po&longs;&longs;it, <expan abbr="tota&qacute;">totaque</expan>; dif&shy;<lb/> e&longs;t ad &aelig;qualitatem mathematicam, &longs;eu exacti&longs;&longs;imam effici po&longs;&longs;it, <expan abbr="tota&qacute;">totaque</expan>; dif&shy;<lb/>
 ficultas po&longs;ita e&longs;&longs;e videtur in inue&longs;tigando, quonam modo exhibeamus li&shy;<lb/> ficultas po&longs;ita e&longs;&longs;e videtur in inue&longs;tigando, quonam modo exhibeamus li&shy;<lb/>
 neam rectam B C, &aelig;qualem peripheri&aelig; circuli dati. </s> neam rectam B C, &aelig;qualem peripheri&aelig; circuli dati. </s>
           <s id="id.000684">quam nullus hactenus <lb/>           <s id="s.000682">quam nullus hactenus <lb/>
 geometric&egrave; illi &aelig;qualem potuit exhibere, <expan abbr="atq;">atque</expan> exhibita <expan abbr="euid&etilde;ti">euidenti</expan> demon&longs;tra&shy;<lb/> geometric&egrave; illi &aelig;qualem potuit exhibere, <expan abbr="atq;">atque</expan> exhibita <expan abbr="euid&etilde;ti">euidenti</expan> demon&longs;tra&shy;<lb/>
 tione comprobare; Quamuis Archimedes acumine &longs;an&egrave; mirabili in lib. de <lb/> tione comprobare; Quamuis Archimedes acumine &longs;an&egrave; mirabili in lib. de <lb/>
 lineis &longs;piralibus, eam <expan abbr="quoq;">quoque</expan> theorematic&egrave;, non tamen problematic&egrave; inue&shy;<lb/> lineis &longs;piralibus, eam <expan abbr="quoq;">quoque</expan> theorematic&egrave;, non tamen problematic&egrave; inue&shy;<lb/>
 &longs;tigauit. </s> &longs;tigauit. </s>
           <s id="id.000685">nam propo&longs;itione 18. illius <expan abbr="admir&atilde;di">admirandi</expan> operis inuenit lineam rectam <lb/>           <s id="s.000683">nam propo&longs;itione 18. illius <expan abbr="admir&atilde;di">admirandi</expan> operis inuenit lineam rectam <lb/>
 &aelig;qualem circumferenti&aelig; primi circuli &longs;piralis line&aelig;; propo&longs; ver&ograve; 19. repe&shy;<lb/> &aelig;qualem circumferenti&aelig; primi circuli &longs;piralis line&aelig;; propo&longs; ver&ograve; 19. repe&shy;<lb/>
 rit aliam rectam &aelig;qualem circumferenti&aelig; &longs;ecundi circuli. </s> rit aliam rectam &aelig;qualem circumferenti&aelig; &longs;ecundi circuli. </s>
           <s id="id.000686">tu ip&longs;um con&longs;ule, <lb/>           <s id="s.000684">tu ip&longs;um con&longs;ule, <lb/>
 &longs;i admirandarum rerum contemplatione delectaris. </s> &longs;i admirandarum rerum contemplatione delectaris. </s>
           <s id="id.000687">Multa hac de re Pap&shy;<lb/>           <s id="s.000685">Multa hac de re Pap&shy;<lb/>
 pus Alexandrinus lib. 4. Math. coll. </s> pus Alexandrinus lib. 4. Math. coll. </s>
           <s id="id.000688">&amp; Ioannes Buteo vnico volumine om&shy;<lb/>           <s id="s.000686">&amp; Ioannes Buteo vnico volumine om&shy;<lb/>
 nes quadraturas tain pri&longs;corum, quam recentiorum <expan abbr="c&otilde;prehen&longs;us">comprehen&longs;us</expan> e&longs;t. </s> nes quadraturas tain pri&longs;corum, quam recentiorum <expan abbr="c&otilde;prehen&longs;us">comprehen&longs;us</expan> e&longs;t. </s>
           <s id="id.000689">Qua&shy;<lb/>           <s id="s.000687">Qua&shy;<lb/>
 re qui plura cupit, eos adeat; nos tamen infra &longs;uis locis explicabimus tres <lb/> re qui plura cupit, eos adeat; nos tamen infra &longs;uis locis explicabimus tres <lb/>
 illas celebres antiquorum Antiphontis, Bri&longs;&longs;onis, &amp; Hippocratis quadra&shy;<lb/> illas celebres antiquorum Antiphontis, Bri&longs;&longs;onis, &amp; Hippocratis quadra&shy;<lb/>
 turas, quamuis fal&longs;as, <expan abbr="quar&utilde;">quarum</expan> &longs;&aelig;pe meminit Ari&longs;t. &amp; alij. </s> turas, quamuis fal&longs;as, <expan abbr="quar&utilde;">quarum</expan> &longs;&aelig;pe meminit Ari&longs;t. &amp; alij. </s>
           <s id="id.000690">&longs;olet autem &agrave; non&shy;<lb/>           <s id="s.000688">&longs;olet autem &agrave; non&shy;<lb/>
 nullis di&longs;putari, vtrum quadratura i&longs;ta problematica &longs;it po&longs;&longs;ibilis, nec ne, <lb/> nullis di&longs;putari, vtrum quadratura i&longs;ta problematica &longs;it po&longs;&longs;ibilis, nec ne, <lb/>
 cum videant eam &agrave; nemine, quamuis diu magno labore perqui&longs;itam, hacte&shy;<lb/> cum videant eam &agrave; nemine, quamuis diu magno labore perqui&longs;itam, hacte&shy;<lb/>
 nus adinuentam e&longs;&longs;e. </s> nus adinuentam e&longs;&longs;e. </s>
           <s id="id.000691">ego quidem e&longs;&longs;e po&longs;&longs;ibilem exi&longs;timo, quis enim dubi&shy;<lb/>           <s id="s.000689">ego quidem e&longs;&longs;e po&longs;&longs;ibilem exi&longs;timo, quis enim dubi&shy;<lb/>
 tare pote&longs;t, po&longs;&longs;e exi&longs;tere quadratum &aelig;quale circulo propo&longs;ito? </s> tare pote&longs;t, po&longs;&longs;e exi&longs;tere quadratum &aelig;quale circulo propo&longs;ito? </s>
           <s id="id.000692">Quod &longs;i po&shy;<lb/>           <s id="s.000690">Quod &longs;i po&shy;<lb/>
 te&longs;t fieri, quare non etiam demon&longs;trari? </s> te&longs;t fieri, quare non etiam demon&longs;trari? </s>
           <s id="id.000693">pr&etail;fertim cum videamus ab Archi&shy;<lb/>           <s id="s.000691">pr&etail;fertim cum videamus ab Archi&shy;<lb/>
 mede iam inuentam e&longs;&longs;e, quatenus Theorema e&longs;t. </s> mede iam inuentam e&longs;&longs;e, quatenus Theorema e&longs;t. </s>
           <s id="id.000694">&amp; pr&aelig;terea con&longs;tet, Hip&shy;<lb/>           <s id="s.000692">&amp; pr&aelig;terea con&longs;tet, Hip&shy;<lb/>
 pocratem quadra&longs;&longs;e lunulam, vt &longs;uo loco dicemus, &amp; Archimedem in libel&shy; pocratem quadra&longs;&longs;e lunulam, vt &longs;uo loco dicemus, &amp; Archimedem in libel&shy;
  
  
 <pb xlink:href="009/01/035.jpg" pagenum="35" />lo de quadratura Paraboles, quadra&longs;&longs;e ip&longs;am Parabolem, qu&aelig; tamen du&aelig; fi&shy;<lb/> <pb pagenum="35" xlink:href="009/01/035.jpg"/>lo de quadratura Paraboles, quadra&longs;&longs;e ip&longs;am Parabolem, qu&aelig; tamen du&aelig; fi&shy;<lb/>
 gur&aelig;, lunula &longs;cilicet, &amp; parabola &longs;unt curuiline&aelig;.</s> gur&aelig;, lunula &longs;cilicet, &amp; parabola &longs;unt curuiline&aelig;.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000695"><arrow.to.target n="marg2"/></s>           <s id="s.000693"><arrow.to.target n="marg2"/></s>
         </p>         </p>
         <p type="margin">         <p type="margin">
           <s id="id.000696"><margin.target id="marg2"/>2</s>           <s id="s.000694"><margin.target id="marg2"/>2</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000697">Ex cap. de Priori <emph type="italics"/>&lpar;in &longs;cientijs demon&longs;tratiuis e&longs;t prius, &amp; po&longs;terius ordine, <lb/>           <s id="s.000695">Ex cap. de Priori <emph type="italics"/>&lpar;in &longs;cientijs demon&longs;tratiuis e&longs;t prius, &amp; po&longs;terius ordine, <lb/>
 elementa enim priora &longs;unt ijs, qu&aelig; de&longs;cribuntur, nam principia prior a &longs;unt theore&shy;<lb/> elementa enim priora &longs;unt ijs, qu&aelig; de&longs;cribuntur, nam principia prior a &longs;unt theore&shy;<lb/>
 matibus ordine&rpar;<emph.end type="italics"/> verba illa, nam principia, &amp;c. </s> matibus ordine&rpar;<emph.end type="italics"/> verba illa, nam principia, &amp;c. </s>
           <s id="id.000698">qu&aelig; non &longs;unt in antiqua tran&shy;<lb/>           <s id="s.000696">qu&aelig; non &longs;unt in antiqua tran&shy;<lb/>
 &longs;latione de&longs;ump&longs;imus ex ca&longs;tigati&longs;&longs;imo gr&aelig;co codice editionis Francfor&shy;<lb/> &longs;latione de&longs;ump&longs;imus ex ca&longs;tigati&longs;&longs;imo gr&aelig;co codice editionis Francfor&shy;<lb/>
 dien&longs;is, propterea quod totum hunc locum declarant; &longs;unt autem i&longs;ta, <lb/> dien&longs;is, propterea quod totum hunc locum declarant; &longs;unt autem i&longs;ta, <lb/>
 <foreign lang="greek">ai/gar arxai/ pro/terai tw_n qewrhma/twn th ta/xei.</foreign> per &longs;cientias autem demon&longs;tra&shy;<lb/> <foreign lang="greek">ai/ gar arxai/ pro/terai tw=n qewrhma/twn th&verbar; ta/ch. </foreign> per &longs;cientias autem demon&longs;tra&shy;<lb/>
 tiuas intelligendas e&longs;&longs;e hoc loco ip&longs;as Mathematicas ex eo patet, quod illis <lb/> tiuas intelligendas e&longs;&longs;e hoc loco ip&longs;as Mathematicas ex eo patet, quod illis <lb/>
 a&longs;&longs;ignet Ari&longs;t. De&longs;criptiones; nam hoc verbo, De&longs;criptiones, &longs;eu figuratio&shy;<lb/> a&longs;&longs;ignet Ari&longs;t. De&longs;criptiones; nam hoc verbo, De&longs;criptiones, &longs;eu figuratio&shy;<lb/>
 nes, &longs;olet ip&longs;e Mathematicas Demon&longs;trationes innuere, quod in ip&longs;is figu&shy;<lb/> nes, &longs;olet ip&longs;e Mathematicas Demon&longs;trationes innuere, quod in ip&longs;is figu&shy;<lb/>
Line 3199 
Line 3195 
 ba illa &agrave; nobis addita ex gr&aelig;co, optim&egrave; <expan abbr="pr&aelig;ced&etilde;tia">pr&aelig;cedentia</expan> exponunt, cum per ele&shy;<lb/> ba illa &agrave; nobis addita ex gr&aelig;co, optim&egrave; <expan abbr="pr&aelig;ced&etilde;tia">pr&aelig;cedentia</expan> exponunt, cum per ele&shy;<lb/>
 menta intelligantur principia, qualia &longs;unt initio Euclidis, &amp; per de&longs;criptio&shy;<lb/> menta intelligantur principia, qualia &longs;unt initio Euclidis, &amp; per de&longs;criptio&shy;<lb/>
 nes exponant theoremata. </s> nes exponant theoremata. </s>
           <s id="id.000699">quod autem principia illa ordine priora &longs;int de&shy;<lb/>           <s id="s.000697">quod autem principia illa ordine priora &longs;int de&shy;<lb/>
 mon&longs;trationibus, &longs;iue ip&longs;as pr&aelig;cedant, ex ip&longs;a primi Euclidis in&longs;pectione <lb/> mon&longs;trationibus, &longs;iue ip&longs;as pr&aelig;cedant, ex ip&longs;a primi Euclidis in&longs;pectione <lb/>
 patere pote&longs;t.</s> patere pote&longs;t.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000700"><arrow.to.target n="marg3"/></s>           <s id="s.000698"><arrow.to.target n="marg3"/></s>
         </p>         </p>
         <p type="margin">         <p type="margin">
           <s id="id.000701"><margin.target id="marg3"/>3</s>           <s id="s.000699"><margin.target id="marg3"/>3</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000702">Ex cap. de motu <emph type="italics"/>&lpar;Quadratum augetur Gnomone circumpo&longs;ito&rpar;<emph.end type="italics"/> Gnomon vox <lb/>           <s id="s.000700">Ex cap. de motu <emph type="italics"/>&lpar;Quadratum augetur Gnomone circumpo&longs;ito&rpar;<emph.end type="italics"/> Gnomon vox <lb/>
 gr&aelig;ca inter alia &longs;ignificat in&longs;trumentum illud, quod Latini tum amu&longs;&longs;im, <lb/> gr&aelig;ca inter alia &longs;ignificat in&longs;trumentum illud, quod Latini tum amu&longs;&longs;im, <lb/>
 <figure id="id.009.01.035.1.jpg" xlink:href="009/01/035/1.jpg" place="text"/><lb/> <figure id="id.009.01.035.1.jpg" place="text" xlink:href="009/01/035/1.jpg"/><lb/>
 tum normam appellant, Itali ver&ograve;, Squadra, ad <lb/> tum normam appellant, Itali ver&ograve;, Squadra, ad <lb/>
 cuius &longs;imilitudinem Geometr&aelig; denominarunt fi&shy;<lb/> cuius &longs;imilitudinem Geometr&aelig; denominarunt fi&shy;<lb/>
 guram quandam, &longs;eu portionem cuiu&longs;uis paralle&shy;<lb/> guram quandam, &longs;eu portionem cuiu&longs;uis paralle&shy;<lb/>
 logrammi, vt videre e&longs;t in definitione &longs;ecunda <lb/> logrammi, vt videre e&longs;t in definitione &longs;ecunda <lb/>
 2. elem. </s> 2. elem. </s>
           <s id="id.000703">&amp; in pr&aelig;&longs;enti figura, in qua quadratum <lb/>           <s id="s.000701">&amp; in pr&aelig;&longs;enti figura, in qua quadratum <lb/>
 A B C D, circumpo&longs;ito gnomone E F G, augetur, <lb/> A B C D, circumpo&longs;ito gnomone E F G, augetur, <lb/>
 &amp; fit maius quadratum H B I L.<!-- KEEP S--></s> &amp; fit maius quadratum H B I L.<!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000704">Idem etiam verum e&longs;t in quadrato arithmeti&shy;<lb/>           <s id="s.000702">Idem etiam verum e&longs;t in quadrato arithmeti&shy;<lb/>
 co, &longs;iue in numero quadrato: is enim pariter ad&shy;<lb/> co, &longs;iue in numero quadrato: is enim pariter ad&shy;<lb/>
 dito Gnomone augetur. </s> dito Gnomone augetur. </s>
           <s id="id.000705">i. </s>           <s id="s.000703">i. </s>
           <s id="id.000706">addito numero impari. <lb/>           <s id="s.000704">addito numero impari. <lb/>
 </s> </s>
           <s id="id.000707">quemadmodum infra 3. Phy&longs;. tex. <!-- REMOVE S-->26. fus&egrave; explicabimus.</s>           <s id="s.000705">quemadmodum infra 3. Phy&longs;. tex. <!-- REMOVE S-->26. fus&egrave; explicabimus.</s>
         </p> 
         <p type="head"> 
           <s id="id.000708"><emph type="italics"/>Ex Primo Priorum re&longs;olutoriorum.<emph.end type="italics"/></s> 
         </p>         </p>
       </chap>       </chap>
       <chap>       <chap>
          <p type="head">
            <s id="s.000706"><emph type="italics"/>Ex Primo Priorum re&longs;olutoriorum.<emph.end type="italics"/></s>
          </p>
         <p type="main">         <p type="main">
           <s id="id.000709"><arrow.to.target n="marg4"/></s>           <s id="s.000707"><arrow.to.target n="marg4"/></s>
         </p>         </p>
         <p type="margin">         <p type="margin">
           <s id="id.000710"><margin.target id="marg4"/>4</s>           <s id="s.000708"><margin.target id="marg4"/>4</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000711">Aliquorum opinio e&longs;t, Ari&longs;totelem ho&longs;ce libros appella&longs;&longs;e re&longs;olu&shy;<lb/>           <s id="s.000709">Aliquorum opinio e&longs;t, Ari&longs;totelem ho&longs;ce libros appella&longs;&longs;e re&longs;olu&shy;<lb/>
 torios, quod per illos doceat &longs;yllogi&longs;mum, ac demon&longs;trationem <lb/> torios, quod per illos doceat &longs;yllogi&longs;mum, ac demon&longs;trationem <lb/>
 iam factam in &longs;ua immediata principia re&longs;oluere, quam opinio&shy;<lb/> iam factam in &longs;ua immediata principia re&longs;oluere, quam opinio&shy;<lb/>
 nem meum non e&longs;t, nunc refellere. </s> nem meum non e&longs;t, nunc refellere. </s>
           <s id="id.000712">per&longs;ua&longs;um tamen mihi e&longs;t, rem <lb/>           <s id="s.000710">per&longs;ua&longs;um tamen mihi e&longs;t, rem <lb/>
 multo aliter &longs;e habere, veram rationem huius tituli petendam e&longs;&longs;e ex peni&shy;<lb/> multo aliter &longs;e habere, veram rationem huius tituli petendam e&longs;&longs;e ex peni&shy;<lb/>
 tiori Mathematicorum eruditione. </s> tiori Mathematicorum eruditione. </s>
           <s id="id.000713">Sciendum <expan abbr="itaq;">itaque</expan> id, quod tradit Pappus <lb/>           <s id="s.000711">Sciendum <expan abbr="itaq;">itaque</expan> id, quod tradit Pappus <lb/>
 Alex. initio &longs;eptimi Mathem. collect. </s> Alex. initio &longs;eptimi Mathem. collect. </s>
           <s id="id.000714">antiqui&longs;&longs;imos videlicet Geometras, <lb/>           <s id="s.000712">antiqui&longs;&longs;imos videlicet Geometras, <lb/>
 Euclidem, Apollonium Perg&aelig;um, &amp; Ari&longs;t&etail;um &longs;crip&longs;i&longs;&longs;e libros de re&longs;olutio&shy;<lb/> Euclidem, Apollonium Perg&aelig;um, &amp; Ari&longs;t&etail;um &longs;crip&longs;i&longs;&longs;e libros de re&longs;olutio&shy;<lb/>
 ne, in quibus ars tradebatur, qua propo&longs;ito quouis theoremate, aut proble&shy;<lb/> ne, in quibus ars tradebatur, qua propo&longs;ito quouis theoremate, aut proble&shy;<lb/>
 mate po&longs;&longs;ent facile ex eo, tanquam vero accepto inue&longs;tigare aliquam veri&shy;<lb/> mate po&longs;&longs;ent facile ex eo, tanquam vero accepto inue&longs;tigare aliquam veri&shy;<lb/>
Line 3261 
Line 3257 
 ver&ograve; nominabant di&longs;cur&longs;um <expan abbr="ill&utilde;">illum</expan>, quo ex vero illo per re&longs;olutionem inuento, ver&ograve; nominabant di&longs;cur&longs;um <expan abbr="ill&utilde;">illum</expan>, quo ex vero illo per re&longs;olutionem inuento,
  
  
 <pb xlink:href="009/01/036.jpg" pagenum="36" />o&longs;tendebant conclu&longs;ionem. </s> <pb pagenum="36" xlink:href="009/01/036.jpg"/>o&longs;tendebant conclu&longs;ionem. </s>
           <s id="id.000715">Porr&ograve; Diogenes Laert. <!-- REMOVE S-->huius re&longs;olutionis in&shy;<lb/>           <s id="s.000713">Porr&ograve; Diogenes Laert. <!-- REMOVE S-->huius re&longs;olutionis in&shy;<lb/>
 uentorem facit Platonem: &agrave; quo eam Leodamas Tha&longs;ius didicit, cuius be&shy;<lb/> uentorem facit Platonem: &agrave; quo eam Leodamas Tha&longs;ius didicit, cuius be&shy;<lb/>
 neficio, pluries deinde Geometricas demon&longs;trationes adinuenit. </s> neficio, pluries deinde Geometricas demon&longs;trationes adinuenit. </s>
           <s id="id.000716">definitio <lb/>           <s id="s.000714">definitio <lb/>
 <expan abbr="vtriu&longs;q;">vtriu&longs;que</expan> e&longs;t apud Euclidem ad primam propo&longs;. </s> <expan abbr="vtriu&longs;q;">vtriu&longs;que</expan> e&longs;t apud Euclidem ad primam propo&longs;. 13. Elem. iuxta tran&longs;latio&shy;<lb/>
           <s id="id.000717">13. Elem. iuxta tran&longs;latio&shy;<lb/> 
 nem Zamberti, &amp; Commandini; vbi etiam <expan abbr="quinq;">quinque</expan> priora theoremata, pri&shy;<lb/> nem Zamberti, &amp; Commandini; vbi etiam <expan abbr="quinq;">quinque</expan> priora theoremata, pri&shy;<lb/>
 m&ograve; per re&longs;olutionem, deinde per compo&longs;itionem demon&longs;trantur, qu&aelig; tan&shy;<lb/> m&ograve; per re&longs;olutionem, deinde per compo&longs;itionem demon&longs;trantur, qu&aelig; tan&shy;<lb/>
 quam per&longs;picua exempla rei propo&longs;it&aelig; in&longs;eruire po&longs;&longs;unt. </s> quam per&longs;picua exempla rei propo&longs;it&aelig; in&longs;eruire po&longs;&longs;unt. </s>
           <s id="id.000718">&longs;unt pr&aelig;terea fre&shy;<lb/>           <s id="s.000715">&longs;unt pr&aelig;terea fre&shy;<lb/>
 quentes huiu&longs;modi re&longs;olutiones in operibus Archimedis, Apollonij, &amp; Pap&shy;<lb/> quentes huiu&longs;modi re&longs;olutiones in operibus Archimedis, Apollonij, &amp; Pap&shy;<lb/>
 pi. </s> pi. </s>
           <s id="id.000719">extat adhuc liber Datorum Euclidis, qui geometricis re&longs;olutionibus in&shy;<lb/>           <s id="s.000716">extat adhuc liber Datorum Euclidis, qui geometricis re&longs;olutionibus in&shy;<lb/>
 &longs;eruiebat. </s> &longs;eruiebat. </s>
           <s id="id.000720">vtinam extarent etiam alij de re&longs;olutione, quorum auxilio non <lb/>           <s id="s.000717">vtinam extarent etiam alij de re&longs;olutione, quorum auxilio non <lb/>
 tantopere recentiores Mathematici in inueniendis Demo&longs;trationibus la&shy;<lb/> tantopere recentiores Mathematici in inueniendis Demo&longs;trationibus la&shy;<lb/>
 borarent; hanc re&longs;olutionem, &longs;ic Pappus fu&longs;ius, quam Euclides explicat; <lb/> borarent; hanc re&longs;olutionem, &longs;ic Pappus fu&longs;ius, quam Euclides explicat; <lb/>
 re&longs;olutio e&longs;t via &agrave; qu&aelig;&longs;ito tanquam conce&longs;&longs;o per ea, qu&aelig; ex ip&longs;o con&longs;equun&shy;<lb/> re&longs;olutio e&longs;t via &agrave; qu&aelig;&longs;ito tanquam conce&longs;&longs;o per ea, qu&aelig; ex ip&longs;o con&longs;equun&shy;<lb/>
Line 3284 
Line 3279 
 tanquam factum, &amp; verum &longs;upponentes, quid ex hoc &longs;equatur, con&longs;idera&shy;<lb/> tanquam factum, &amp; verum &longs;upponentes, quid ex hoc &longs;equatur, con&longs;idera&shy;<lb/>
 mus, quou&longs;que incidamus in aliquod iam cognitum, vel quod &longs;it &egrave; numero <lb/> mus, quou&longs;que incidamus in aliquod iam cognitum, vel quod &longs;it &egrave; numero <lb/>
 principiorum. </s> principiorum. </s>
           <s id="id.000721">Quod quidem erat &longs;ignum euidens, qu&aelig;&longs;itum quoque verum <lb/>           <s id="s.000718">Quod quidem erat &longs;ignum euidens, qu&aelig;&longs;itum quoque verum <lb/>
 e&longs;&longs;e. </s> e&longs;&longs;e. </s>
           <s id="id.000722">eadem omnino habet Proclus in comm. <!-- REMOVE S-->ad &longs;extam primi elem. </s>           <s id="s.000719">eadem omnino habet Proclus in comm. <!-- REMOVE S-->ad &longs;extam primi elem. </s>
           <s id="id.000723">Quod <lb/>           <s id="s.000720">Quod <lb/>
 porr&ograve; Ari&longs;t. ip&longs;e hanc re&longs;olutionem Mathematicam cognouerit e&longs;&longs;e medij <lb/> porr&ograve; Ari&longs;t. ip&longs;e hanc re&longs;olutionem Mathematicam cognouerit e&longs;&longs;e medij <lb/>
 inqui&longs;itionem manife&longs;tum e&longs;t ex cap. 3. lib.  3. Ethyc. <!-- REMOVE S-->vbi &longs;ic ait <emph type="italics"/>&lpar;Qui enim <lb/> inqui&longs;itionem manife&longs;tum e&longs;t ex cap. 3. lib.  3. Ethyc. <!-- REMOVE S-->vbi &longs;ic ait <emph type="italics"/>&lpar;Qui enim <lb/>
 con&longs;ultat, qu&aelig;rere videtur, &amp; re&longs;oluere pr&aelig;dicto modo, quemadmodum de&longs;igna&shy;<lb/> con&longs;ultat, qu&aelig;rere videtur, &amp; re&longs;oluere pr&aelig;dicto modo, quemadmodum de&longs;igna&shy;<lb/>
Line 3296 
Line 3291 
 quam medij idonei ad finem in rebus agendis inqui&longs;itio, eamque dicat e&longs;&longs;e <lb/> quam medij idonei ad finem in rebus agendis inqui&longs;itio, eamque dicat e&longs;&longs;e <lb/>
 &longs;imilem re&longs;olutioni Geometric&aelig;, manife&longs;tum e&longs;t, ip&longs;am <expan abbr="quoq;">quoque</expan> re&longs;olutionem <lb/> &longs;imilem re&longs;olutioni Geometric&aelig;, manife&longs;tum e&longs;t, ip&longs;am <expan abbr="quoq;">quoque</expan> re&longs;olutionem <lb/>
 e&longs;&longs;e medij in rebus &longs;peculatiuis idonei perue&longs;tigationem. </s> e&longs;&longs;e medij in rebus &longs;peculatiuis idonei perue&longs;tigationem. </s>
           <s id="id.000724">Exi&longs;timo igitur <lb/>           <s id="s.000721">Exi&longs;timo igitur <lb/>
 cum docti&longs;&longs;imis Zabarella, Burana, Toleto, &amp; alijs, Ari&longs;totilem non &longs;olum <lb/> cum docti&longs;&longs;imis Zabarella, Burana, Toleto, &amp; alijs, Ari&longs;totilem non &longs;olum <lb/>
 hanc &longs;uam logicam ad mathematicarum &longs;cientiarum typum compegi&longs;&longs;e, <lb/> hanc &longs;uam logicam ad mathematicarum &longs;cientiarum typum compegi&longs;&longs;e, <lb/>
 verum potius imitatum e&longs;&longs;e opus illud Euclidis de re&longs;olutione, atque ex eo <lb/> verum potius imitatum e&longs;&longs;e opus illud Euclidis de re&longs;olutione, atque ex eo <lb/>
 non &longs;olum plurima exempla Geometrica, verum etiam titulum de&longs;ump&longs;i&longs;&longs;e, <lb/>pr&aelig;&longs;ertim cum argumentum e&longs;&longs;et fer&egrave; idem vtrobique, &longs;ed Ari&longs;t. intentio <lb/> non &longs;olum plurima exempla Geometrica, verum etiam titulum de&longs;ump&longs;i&longs;&longs;e, <lb/>pr&aelig;&longs;ertim cum argumentum e&longs;&longs;et fer&egrave; idem vtrobique, &longs;ed Ari&longs;t. intentio <lb/>
 fuerit accommodare re&longs;olutionem omnibus <expan abbr="&longs;ci&etilde;tijs">&longs;cientijs</expan>; Euclidis ver&ograve;, &amp; alio&shy;<lb/> fuerit accommodare re&longs;olutionem omnibus <expan abbr="&longs;ci&etilde;tijs">&longs;cientijs</expan>; Euclidis ver&ograve;, &amp; alio&shy;<lb/>
 rum Geometri&aelig; &longs;oli. </s> rum Geometri&aelig; &longs;oli. </s>
           <s id="id.000725">hinc patere pote&longs;t, cur hi libri re&longs;olutorij in&longs;cribantur, <lb/>           <s id="s.000722">hinc patere pote&longs;t, cur hi libri re&longs;olutorij in&longs;cribantur, <lb/>
 quod &longs;cilicet tradunt methodum, qua valeamus qu&aelig;&longs;itum quoduis re&longs;olue&shy;<lb/> quod &longs;cilicet tradunt methodum, qua valeamus qu&aelig;&longs;itum quoduis re&longs;olue&shy;<lb/>
 re, ide&longs;t, ex qu&aelig;&longs;ito tanquam vero inue&longs;tare aliquam veritatem, per quam <lb/> re, ide&longs;t, ex qu&aelig;&longs;ito tanquam vero inue&longs;tare aliquam veritatem, per quam <lb/>
 deinde propo&longs;it&aelig; qu&aelig;&longs;tionis rationem methodo compo&longs;itiua reddamus. </s> deinde propo&longs;it&aelig; qu&aelig;&longs;tionis rationem methodo compo&longs;itiua reddamus. </s>
           <s id="id.000726">Et <lb/>           <s id="s.000723">Et <lb/>
 ver&ograve; cum reliquas appellationes Problematis, Theorematis, Propo&longs;itionis, <lb/> ver&ograve; cum reliquas appellationes Problematis, Theorematis, Propo&longs;itionis, <lb/>
 definitionum, po&longs;tulatorum, axiomatum, &amp; alia huiu&longs;modi ex Geometri&shy;<lb/> definitionum, po&longs;tulatorum, axiomatum, &amp; alia huiu&longs;modi ex Geometri&shy;<lb/>
 cis ad omnes &longs;cientias tran&longs;tulerit, quid ni etiam re&longs;olutionem? </s> cis ad omnes &longs;cientias tran&longs;tulerit, quid ni etiam re&longs;olutionem? </s>
           <s id="id.000727">maxim&egrave; <lb/>           <s id="s.000724">maxim&egrave; <lb/>
 ver&ograve;, quia &longs;i horum lib. intentio e&longs;&longs;et docere iam factum &longs;yllogi&longs;mum in &longs;ua <lb/> ver&ograve;, quia &longs;i horum lib. intentio e&longs;&longs;et docere iam factum &longs;yllogi&longs;mum in &longs;ua <lb/>
 principia re&longs;oluere, parum e&longs;&longs;et vtilis; im&ograve; nec vtilis, &longs;ed &longs;uperfluum quid. <lb/> principia re&longs;oluere, parum e&longs;&longs;et vtilis; im&ograve; nec vtilis, &longs;ed &longs;uperfluum quid. <lb/>
 </s> </s>
           <s id="id.000728">at ver&ograve; vbinam docuit hanc re&longs;olutionem? </s>           <s id="s.000725">at ver&ograve; vbinam docuit hanc re&longs;olutionem? </s>
           <s id="id.000729">profecto nullibi. </s>           <s id="s.000726">profecto nullibi. </s>
           <s id="id.000730">quid opus e&longs;t <lb/>           <s id="s.000727">quid opus e&longs;t <lb/>
 iam factum &longs;yllogi&longs;mum re&longs;oluere? </s> iam factum &longs;yllogi&longs;mum re&longs;oluere? </s>
           <s id="id.000731">at ver&ograve; propo&longs;itam qu&aelig;&longs;tionem re&longs;ol&shy;<lb/>           <s id="s.000728">at ver&ograve; propo&longs;itam qu&aelig;&longs;tionem re&longs;ol&shy;<lb/>
 uere veterum mathematicorum more, hoc opus, hic labor e&longs;t.</s> uere veterum mathematicorum more, hoc opus, hic labor e&longs;t.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000732">Hanc porr&ograve; re&longs;olutionem attendendam e&longs;&longs;e prim&ograve; penes formam, quam <lb/>           <s id="s.000729">Hanc porr&ograve; re&longs;olutionem attendendam e&longs;&longs;e prim&ograve; penes formam, quam <lb/>
 docet primis duobus analyticis; &longs;ecund&ograve; penes materiam, quam tradit duo&shy; docet primis duobus analyticis; &longs;ecund&ograve; penes materiam, quam tradit duo&shy;
  
  
 <pb xlink:href="009/01/037.jpg" pagenum="37" />bus vltimis, non pr&aelig;tereundum. </s> <pb pagenum="37" xlink:href="009/01/037.jpg"/>bus vltimis, non pr&aelig;tereundum. </s>
           <s id="id.000733">reliquas duas logic&aelig; partes, Topicam &longs;ci&shy;<lb/>           <s id="s.000730">reliquas duas logic&aelig; partes, Topicam &longs;ci&shy;<lb/>
 licet, &amp; Elenchos, qu&aelig; &longs;yllogi&longs;mos probabilem, &amp; apparentem docent, no&shy;<lb/> licet, &amp; Elenchos, qu&aelig; &longs;yllogi&longs;mos probabilem, &amp; apparentem docent, no&shy;<lb/>
 luit appellare re&longs;olutorios, quamuis inuentionem mediorum doceant, quia <lb/> luit appellare re&longs;olutorios, quamuis inuentionem mediorum doceant, quia <lb/>
 iam mos i&longs;te inoleuerat apud Philo&longs;ophos, &amp; Mathematicos, vt illa &longs;ola <lb/> iam mos i&longs;te inoleuerat apud Philo&longs;ophos, &amp; Mathematicos, vt illa &longs;ola <lb/>
Line 3337 
Line 3332 
 &longs;crip&longs;erunt, talem materiam &longs;olum con&longs;iderent.</s> &longs;crip&longs;erunt, talem materiam &longs;olum con&longs;iderent.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000734"><arrow.to.target n="marg5"/></s>           <s id="s.000731"><arrow.to.target n="marg5"/></s>
         </p>         </p>
         <p type="margin">         <p type="margin">
           <s id="id.000735"><margin.target id="marg5"/>5</s>           <s id="s.000732"><margin.target id="marg5"/>5</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000736">Ex cap. 23. &longs;ecti primi lib. 1. <emph type="italics"/>&lpar;Vt quod diameter incommen&longs;urabilis eo, quod <lb/>           <s id="s.000733">Ex cap. 23. &longs;ecti primi lib. 1. <emph type="italics"/>&lpar;Vt quod diameter incommen&longs;urabilis eo, quod <lb/>
 imparia &aelig;qualia paribus fiant, &longs;i fuerit po&longs;ita commen&longs;urabilis. </s> imparia &aelig;qualia paribus fiant, &longs;i fuerit po&longs;ita commen&longs;urabilis. </s>
           <s id="id.000737">&aelig;qualia igitur fieri <lb/>           <s id="s.000734">&aelig;qualia igitur fieri <lb/>
 imparia paribus ratiocinantur, diametrum vtr&ograve; incommen&longs;urabilem e&longs;&longs;e ex &longs;uppo&shy;<lb/> imparia paribus ratiocinantur, diametrum vtr&ograve; incommen&longs;urabilem e&longs;&longs;e ex &longs;uppo&shy;<lb/>
 &longs;itione <expan abbr="mon&longs;tr&atilde;t">mon&longs;trant</expan>, quoniam fal&longs;um accidit propter contradictionem&rpar;<emph.end type="italics"/> Euclides pri&shy;<lb/> &longs;itione <expan abbr="mon&longs;tr&atilde;t">mon&longs;trant</expan>, quoniam fal&longs;um accidit propter contradictionem&rpar;<emph.end type="italics"/> Euclides pri&shy;<lb/>
 mis duabus definitionibus 10. elem. </s> mis duabus definitionibus 10. elem. </s>
           <s id="id.000738">definit, qu&aelig; nam &longs;int magnitudines <lb/>           <s id="s.000735">definit, qu&aelig; nam &longs;int magnitudines <lb/>
 commen&longs;. </s> commen&longs;. </s>
           <s id="id.000739">&amp; qu&aelig; incommen&longs;. </s>           <s id="s.000736">&amp; qu&aelig; incommen&longs;. </s>
           <s id="id.000740">&longs;ic; commen&longs;. </s>           <s id="s.000737">&longs;ic; commen&longs;. </s>
           <s id="id.000741">magnitudines dicuntur, quas <lb/>           <s id="s.000738">magnitudines dicuntur, quas <lb/>
 <figure id="id.009.01.037.1.jpg" xlink:href="009/01/037/1.jpg" place="text"/><lb/> <figure id="id.009.01.037.1.jpg" place="text" xlink:href="009/01/037/1.jpg"/><lb/>
 eadem men&longs;ura metitur, vt &longs;i fuerint du&aelig; magnitu&shy;<lb/> eadem men&longs;ura metitur, vt &longs;i fuerint du&aelig; magnitu&shy;<lb/>
 dines, A, &amp; B, quas eadem men&longs;ura C, ide&longs;t quan&shy;<lb/> dines, A, &amp; B, quas eadem men&longs;ura C, ide&longs;t quan&shy;<lb/>
 titas C, metiatur, ide&longs;t <expan abbr="qu&atilde;titas">quantitas</expan> C, applicata quan&shy;<lb/> titas C, metiatur, ide&longs;t <expan abbr="qu&atilde;titas">quantitas</expan> C, applicata quan&shy;<lb/>
Line 3363 
Line 3358 
 neam A, replicata eam pr&aelig;cis&egrave;, &amp; perfect&egrave; omnin&ograve; <lb/> neam A, replicata eam pr&aelig;cis&egrave;, &amp; perfect&egrave; omnin&ograve; <lb/>
 ad&aelig;quaret: &amp; eadem linea C, applicata line&aelig; B, &amp; &longs;uper illam ter, v.g. <!-- REMOVE S-->re&shy;<lb/> ad&aelig;quaret: &amp; eadem linea C, applicata line&aelig; B, &amp; &longs;uper illam ter, v.g. <!-- REMOVE S-->re&shy;<lb/>
 petita ip&longs;am con&longs;umeret, diceretur <expan abbr="vtranq;">vtranque</expan> metiri, &amp; proinde duas lineas <lb/> petita ip&longs;am con&longs;umeret, diceretur <expan abbr="vtranq;">vtranque</expan> metiri, &amp; proinde duas lineas <lb/>
 A, &amp; B, e&longs;&longs;e comm. <!-- REMOVE S-->definit po&longs;tea <expan abbr="incomm&etilde;&longs;">incommen&longs;</expan> hoc modo, incomm. autem, qua&shy;<lb/> A, &amp; B, e&longs;&longs;e comm. <!-- REMOVE S-->definit po&longs;tea <expan abbr="incomm&etilde;&longs;">incommen&longs;.</expan> hoc modo, incomm. autem, qua&shy;<lb/>
 rum nullam contingit communem men&longs;uram reperiri; vt &longs;i duarum linea&shy;<lb/> rum nullam contingit communem men&longs;uram reperiri; vt &longs;i duarum linea&shy;<lb/>
 <figure id="id.009.01.037.2.jpg" xlink:href="009/01/037/2.jpg" place="text"/><lb/> <figure id="id.009.01.037.2.jpg" place="text" xlink:href="009/01/037/2.jpg"/><lb/>
 rum, A, B, nunquam po&longs;&longs;et reperiri aliqua men&longs;u&shy;<lb/> rum, A, B, nunquam po&longs;&longs;et reperiri aliqua men&longs;u&shy;<lb/>
 ra, qu&aelig; <expan abbr="vtranq;">vtranque</expan> ad&aelig;quat&egrave; metiretur, v. <!-- REMOVE S-->g. <!-- REMOVE S-->&longs;i linea <lb/> ra, qu&aelig; <expan abbr="vtranq;">vtranque</expan> ad&aelig;quat&egrave; metiretur, v. <!-- REMOVE S-->g. <!-- REMOVE S-->&longs;i linea <lb/>
 C, men&longs;uraret A, quater &longs;umpta, ter autem &longs;umpta <lb/> C, men&longs;uraret A, quater &longs;umpta, ter autem &longs;umpta <lb/>
Line 3374 
Line 3369 
 men&longs;ura, loco ip&longs;ius C, a&longs;&longs;umpta, &longs;iue maior, &longs;iue <lb/> men&longs;ura, loco ip&longs;ius C, a&longs;&longs;umpta, &longs;iue maior, &longs;iue <lb/>
 minor ip&longs;a C, vt <expan abbr="vtranq;">vtranque</expan> nunquam perfect&egrave; metiretur, e&longs;&longs;ent du&aelig; ill&aelig; line&aelig; <lb/> minor ip&longs;a C, vt <expan abbr="vtranq;">vtranque</expan> nunquam perfect&egrave; metiretur, e&longs;&longs;ent du&aelig; ill&aelig; line&aelig; <lb/>
 incommen&longs;. </s> incommen&longs;. </s>
           <s id="id.000742">Extare porr&ograve; tales lineas, &amp; &longs;uperficies, &amp; corpora, <expan abbr="ea&qacute;">eaque</expan>; quam&shy;<lb/>           <s id="s.000739">Extare porr&ograve; tales lineas, &amp; &longs;uperficies, &amp; corpora, <expan abbr="ea&qacute;">eaque</expan>; quam&shy;<lb/>
 plurima, ac pen&egrave; infinita ex 10. Elem. manife&longs;tum e&longs;t. </s> plurima, ac pen&egrave; infinita ex 10. Elem. manife&longs;tum e&longs;t. </s>
           <s id="id.000743">inuentum autem hu&shy;<lb/>           <s id="s.000740">inuentum autem hu&shy;<lb/>
 ius a&longs;ymmetri&aelig;, quod Pythagoricis veteres attribuunt, mihi &longs;emper vi&longs;um <lb/> ius a&longs;ymmetri&aelig;, quod Pythagoricis veteres attribuunt, mihi &longs;emper vi&longs;um <lb/>
 e&longs;t omni maius admiratione, cum nulla experientia, <expan abbr="nullus&qacute;">nullusque</expan>; effectus in ip&shy;<lb/> e&longs;t omni maius admiratione, cum nulla experientia, <expan abbr="nullus&qacute;">nullusque</expan>; effectus in ip&shy;<lb/>
 &longs;ius cognitionem potuerit pri&longs;cos illos Geometras inducere. </s> &longs;ius cognitionem potuerit pri&longs;cos illos Geometras inducere. </s>
           <s id="id.000744">Quapropter <lb/>           <s id="s.000741">Quapropter <lb/>
 non immerit&ograve; diuinus ille Plato lib. 7. de legib. </s> non immerit&ograve; diuinus ille Plato lib. 7. de legib. </s>
           <s id="id.000745">huius a&longs;ymmetri&aelig; ignora&shy;<lb/>           <s id="s.000742">huius a&longs;ymmetri&aelig; ignora&shy;<lb/>
 tionem, adeo dete&longs;tatus e&longs;t, vt eam non hominum, &longs;ed &longs;uum, pecorumque <lb/> tionem, adeo dete&longs;tatus e&longs;t, vt eam non hominum, &longs;ed &longs;uum, pecorumque <lb/>
 ignorantiam cen&longs;uerit. </s> ignorantiam cen&longs;uerit. </s>
           <s id="id.000746">inter lineas incommen&longs;. </s>           <s id="s.000743">inter lineas incommen&longs;. &longs;unt diameter, &amp; latus eiu&longs;&shy;<lb/>
           <s id="id.000747">&longs;unt diameter, &amp; latus eiu&longs;&shy;<lb/> 
 dem quadrati, quia nulla pote&longs;t reperiri men&longs;ura quantumuis exigua, vti <lb/> dem quadrati, quia nulla pote&longs;t reperiri men&longs;ura quantumuis exigua, vti <lb/>
 <figure id="id.009.01.037.3.jpg" xlink:href="009/01/037/3.jpg" place="text"/><lb/> <figure id="id.009.01.037.3.jpg" place="text" xlink:href="009/01/037/3.jpg"/><lb/>
 e&longs;t lineola E, in pr&aelig;&longs;enti quadrato, etiam&longs;i illam in <lb/> e&longs;t lineola E, in pr&aelig;&longs;enti quadrato, etiam&longs;i illam in <lb/>
 infinitum &longs;ubdiuidas, qu&aelig; <expan abbr="vtranq;">vtranque</expan> lineam, diame&shy;<lb/> infinitum &longs;ubdiuidas, qu&aelig; <expan abbr="vtranq;">vtranque</expan> lineam, diame&shy;<lb/>
 trum &longs;cilicet A C, &amp; latus quoduis ex quatuor, v. <!-- REMOVE S-->g. <lb/> trum &longs;cilicet A C, &amp; latus quoduis ex quatuor, v. <!-- REMOVE S-->g. <lb/>
 <!-- REMOVE S-->latus B C, pr&aelig;cis&egrave; omnino metiatur. </s> <!-- REMOVE S-->latus B C, pr&aelig;cis&egrave; omnino metiatur. </s>
           <s id="id.000748">theorema <lb/>           <s id="s.000744">theorema <lb/>
 i&longs;tud demon&longs;tratur in vltima 10. Elem. eodem me&shy;<lb/> i&longs;tud demon&longs;tratur in vltima 10. Elem. eodem me&shy;<lb/>
 dio, quod ab Ari&longs;totele hic innuitur; Euclides ex <lb/>&longs;uppo&longs;itione alterius partis contradictionis ip&longs;ius <pb xlink:href="009/01/038.jpg" pagenum="38" />propo&longs;itionis, qu&aelig; fal&longs;a e&longs;t, nimirum &longs;uppo&longs;ito pr&aelig;dictas lineas e&longs;&longs;e comm. <lb/> dio, quod ab Ari&longs;totele hic innuitur; Euclides ex <lb/>&longs;uppo&longs;itione alterius partis contradictionis ip&longs;ius <pb pagenum="38" xlink:href="009/01/038.jpg"/>propo&longs;itionis, qu&aelig; fal&longs;a e&longs;t, nimirum &longs;uppo&longs;ito pr&aelig;dictas lineas e&longs;&longs;e comm. <lb/>
 <!-- REMOVE S-->deducit ad impo&longs;&longs;ibile, &longs;iue, vt ait hic Ari&longs;t. fal&longs;um ratiocinatur, quod &longs;ci&shy;<lb/> <!-- REMOVE S-->deducit ad impo&longs;&longs;ibile, &longs;iue, vt ait hic Ari&longs;t. fal&longs;um ratiocinatur, quod &longs;ci&shy;<lb/>
 licet idem numerus e&longs;&longs;et par, &amp; impar, quod Ari&longs;t. &longs;ignificat, quando ait, <lb/> licet idem numerus e&longs;&longs;et par, &amp; impar, quod Ari&longs;t. &longs;ignificat, quando ait, <lb/>
 imparia &aelig;qualia paribus fiunt. </s> imparia &aelig;qualia paribus fiunt. </s>
           <s id="id.000749">ex quo ab&longs;urdo deducitur fal&longs;am e&longs;&longs;e pr&aelig;di&shy;<lb/>           <s id="s.000745">ex quo ab&longs;urdo deducitur fal&longs;am e&longs;&longs;e pr&aelig;di&shy;<lb/>
 ctam &longs;uppo&longs;itionem, qu&aelig; a&longs;truebat e&longs;&longs;e comm. <!-- REMOVE S-->&amp; proinde altera pars con&shy;<lb/> ctam &longs;uppo&longs;itionem, qu&aelig; a&longs;truebat e&longs;&longs;e comm. <!-- REMOVE S-->&amp; proinde altera pars con&shy;<lb/>
 tradictionis, qu&aelig; e&longs;t, e&longs;&longs;e incomm. <!-- REMOVE S-->vera a&longs;truitur. </s> tradictionis, qu&aelig; e&longs;t, e&longs;&longs;e incomm. <!-- REMOVE S-->vera a&longs;truitur. </s>
           <s id="id.000750">ex quibus &longs;atis videtur ex&shy;<lb/>           <s id="s.000746">ex quibus &longs;atis videtur ex&shy;<lb/>
 plicari hic locus. </s> plicari hic locus. </s>
           <s id="id.000751">videas igitur, qu&agrave;m leuiter nonnulli no&longs;tr&aelig; tempe&longs;tatis <lb/>           <s id="s.000747">videas igitur, qu&agrave;m leuiter nonnulli no&longs;tr&aelig; tempe&longs;tatis <lb/>
 ageometreti i&longs;tud exponant, dicentes diametrum e&longs;&longs;e incomm. <!-- REMOVE S-->co&longs;t&aelig;, nihil <lb/> ageometreti i&longs;tud exponant, dicentes diametrum e&longs;&longs;e incomm. <!-- REMOVE S-->co&longs;t&aelig;, nihil <lb/>
 aliud &longs;ignificare, quam diametrum e&longs;&longs;e longiorem co&longs;ta, qua expo&longs;itione <lb/> aliud &longs;ignificare, quam diametrum e&longs;&longs;e longiorem co&longs;ta, qua expo&longs;itione <lb/>
 nihil ineptius. </s> nihil ineptius. </s>
           <s id="id.000752">Aduerte tandem figuram vulgat&aelig; editionis e&longs;&longs;e ineptam, <lb/>           <s id="s.000748">Aduerte tandem figuram vulgat&aelig; editionis e&longs;&longs;e ineptam, <lb/>
 cum habeat duo quadrata alterum &longs;uper diametro alterius, quorum maius <lb/> cum habeat duo quadrata alterum &longs;uper diametro alterius, quorum maius <lb/>
 &longs;uperuacaneum e&longs;t.</s> &longs;uperuacaneum e&longs;t.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000753"><arrow.to.target n="marg6"/></s>           <s id="s.000749"><arrow.to.target n="marg6"/></s>
         </p>         </p>
         <p type="margin">         <p type="margin">
           <s id="id.000754"><margin.target id="marg6"/>6</s>           <s id="s.000750"><margin.target id="marg6"/>6</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000755">Et cap. 24. &longs;ecti primi libri primi <emph type="italics"/>&lpar;Sed magis efficitur manife&longs;tum in de&longs;cri&shy;<lb/>           <s id="s.000751">Et cap. 24. &longs;ecti primi libri primi <emph type="italics"/>&lpar;Sed magis efficitur manife&longs;tum in de&longs;cri&shy;<lb/>
 ptionibus, vt quod &aelig;quicruris, qui ad ba&longs;im &aelig;quales &longs;int, ad centrum duct&aelig; A B, <lb/>A C, &longs;i igitur &aelig;qualem accipiat A G, angulum ip&longs;i A B D, non omnino ex</s> ptionibus, vt quod &aelig;quicruris, qui ad ba&longs;im &aelig;quales &longs;int, ad centrum duct&aelig; A B, <lb/>A C, &longs;i igitur &aelig;qualem accipiat A G, angulum ip&longs;i A B D, non omnino exi&longs;timans <lb/>
           <s id="id.000756">i&longs;timans <lb/> 
 &aelig;quales, qui &longs;emicirculorum, &amp; rur&longs;us G, ip&longs;i D, non omnem a&longs;&longs;umens eum, qui &longs;e&shy;<lb/> &aelig;quales, qui &longs;emicirculorum, &amp; rur&longs;us G, ip&longs;i D, non omnem a&longs;&longs;umens eum, qui &longs;e&shy;<lb/>
 cti. </s> cti. </s>
           <s id="id.000757">amplius ab &aelig;qualibus existentibus totis angulis, &amp; ablatorum &aelig;quales e&longs;&longs;e re&shy;<lb/>           <s id="s.000752">amplius ab &aelig;qualibus existentibus totis angulis, &amp; ablatorum &aelig;quales e&longs;&longs;e re&shy;<lb/>
 liquos E, F, quod ex principio petet, ni&longs;i acceperit ab &aelig;qualibus demptis &aelig;qualia <lb/> liquos E, F, quod ex principio petet, ni&longs;i acceperit ab &aelig;qualibus demptis &aelig;qualia <lb/>
 derelinqui.&rpar;<emph.end type="italics"/> Primum &longs;cias characteres vulgat&aelig; editionis, vna cum figura ip&shy;<lb/> derelinqui.&rpar;<emph.end type="italics"/> Primum &longs;cias characteres vulgat&aelig; editionis, vna cum figura ip&shy;<lb/>
 &longs;is re&longs;pondente, e&longs;&longs;e mendo&longs;os; propterea ex textu gr&aelig;co vtrunque corri&shy;<lb/> &longs;is re&longs;pondente, e&longs;&longs;e mendo&longs;os; propterea ex textu gr&aelig;co vtrunque corri&shy;<lb/>
 gendum putaui in hunc, quem vidi&longs;ti modum. </s> gendum putaui in hunc, quem vidi&longs;ti modum. </s>
           <s id="id.000758">Secundo, per de&longs;criptiones <lb/>           <s id="s.000753">Secundo, per de&longs;criptiones <lb/>
 Ari&longs;t. intelligere <expan abbr="dem&otilde;&longs;trationes">demon&longs;trationes</expan> Geometricas &longs;upra diximus, quod ex hoc <lb/> Ari&longs;t. intelligere <expan abbr="dem&otilde;&longs;trationes">demon&longs;trationes</expan> Geometricas &longs;upra diximus, quod ex hoc <lb/>
 loco euidenter confirmatur, vbi manife&longs;t&egrave; loco de&longs;criptionis &longs;upponit li&shy;<lb/> loco euidenter confirmatur, vbi manife&longs;t&egrave; loco de&longs;criptionis &longs;upponit li&shy;<lb/>
 nearem demon&longs;trationem. </s> nearem demon&longs;trationem. </s>
           <s id="id.000759">In hoc <expan abbr="itaq;">itaque</expan> exemplo vult Ari&longs;t. illud demon&shy;<lb/>           <s id="s.000754">In hoc <expan abbr="itaq;">itaque</expan> exemplo vult Ari&longs;t. illud demon&shy;<lb/>
 &longs;trare, quod Euclides in 5. primi o&longs;tendit, alio tamen modo, &longs;cilicet I&longs;o&longs;ce&shy;<lb/> &longs;trare, quod Euclides in 5. primi o&longs;tendit, alio tamen modo, &longs;cilicet I&longs;o&longs;ce&shy;<lb/>
 lium triangulorum, qui ad ba&longs;im &longs;unt anguli, inter &longs;e &longs;unt &aelig;quales. </s> lium triangulorum, qui ad ba&longs;im &longs;unt anguli, inter &longs;e &longs;unt &aelig;quales. </s>
           <s id="id.000760">e&longs;t au&shy;<lb/>           <s id="s.000755">e&longs;t au&shy;<lb/>
 tem figura in omnibus textibus deprauata, quam &longs;ic puto <expan abbr="r&egrave;&longs;t&imacr;tuendam">r&egrave;&longs;tituendam</expan> e&longs;&longs;e <lb/> tem figura in omnibus textibus deprauata, quam &longs;ic puto <expan abbr="r&egrave;&longs;t&imacr;tuendam">r&egrave;&longs;tituendam</expan> e&longs;&longs;e <lb/>
 ex quodam gr&aelig;co codice, qui characteres hoc modo appo&longs;uerat. </s> ex quodam gr&aelig;co codice, qui characteres hoc modo appo&longs;uerat. </s>
           <s id="id.000761">&longs;it I&longs;o&longs;ce&shy;<lb/>           <s id="s.000756">&longs;it I&longs;o&longs;ce&shy;<lb/>
 <figure id="id.009.01.038.1.jpg" xlink:href="009/01/038/1.jpg" place="text"/><lb/> <figure id="id.009.01.038.1.jpg" place="text" xlink:href="009/01/038/1.jpg"/><lb/>
 les C A B, cuius ba&longs;is C B, Dico angulos &longs;upra ba&longs;im, <lb/> les C A B, cuius ba&longs;is C B, Dico angulos &longs;upra ba&longs;im, <lb/>
 in quibus liter&aelig; E F, e&longs;&longs;e inuicem &aelig;quales. </s> in quibus liter&aelig; E F, e&longs;&longs;e inuicem &aelig;quales. </s>
           <s id="id.000762">facto centro <lb/>           <s id="s.000757">facto centro <lb/>
 in A, de&longs;cribatur circulus A B C, tran&longs;iens per puncta <lb/> in A, de&longs;cribatur circulus A B C, tran&longs;iens per puncta <lb/>
 C B, iam &longs;ic. </s> C B, iam &longs;ic. </s>
           <s id="id.000763">omnes anguli &longs;emicirculi &longs;unt &aelig;quales in&shy;<lb/>           <s id="s.000758">omnes anguli &longs;emicirculi &longs;unt &aelig;quales in&shy;<lb/>
 ter &longs;e, ergo anguli A C G, A B D, &longs;unt &aelig;quales. </s> ter &longs;e, ergo anguli A C G, A B D, &longs;unt &aelig;quales. </s>
           <s id="id.000764">Pr&aelig;te&shy;<lb/>           <s id="s.000759">Pr&aelig;te&shy;<lb/>
 rea c&ugrave;m anguli eiu&longs;dem &longs;ectionis &longs;int &aelig;quales ad inui&shy;<lb/> rea c&ugrave;m anguli eiu&longs;dem &longs;ectionis &longs;int &aelig;quales ad inui&shy;<lb/>
 cem, erunt anguli &longs;ectionis C B D G, nimirum anguli, <lb/> cem, erunt anguli &longs;ectionis C B D G, nimirum anguli, <lb/>
 in quibus &longs;unt G, &amp; D, inter &longs;e &aelig;quales: <expan abbr="cum&qacute;">cumque</expan>; hi duo <lb/> in quibus &longs;unt G, &amp; D, inter &longs;e &aelig;quales: <expan abbr="cum&qacute;">cumque</expan>; hi duo <lb/>
Line 3456 
Line 3449 
 A B D, &longs;i illi ab his auferantur, auferuntur &aelig;quales anguli ab &aelig;qualibus an&shy;<lb/> A B D, &longs;i illi ab his auferantur, auferuntur &aelig;quales anguli ab &aelig;qualibus an&shy;<lb/>
 gulis, ergo anguli, qui remanent, &longs;cilicet E, &amp; F, erunt &aelig;quales, quod erat <lb/> gulis, ergo anguli, qui remanent, &longs;cilicet E, &amp; F, erunt &aelig;quales, quod erat <lb/>
 demon&longs;trandum. </s> demon&longs;trandum. </s>
           <s id="id.000765">hinc Ari&longs;t. infert manife&longs;tum e&longs;&longs;e oportere in omni &longs;yllo&shy;<lb/>           <s id="s.000760">hinc Ari&longs;t. infert manife&longs;tum e&longs;&longs;e oportere in omni &longs;yllo&shy;<lb/>
 gi&longs;mo, reperiri vniuer&longs;ales, &amp; affirmatiuas propo&longs;itiones, vt Factum e&longs;t in <lb/> gi&longs;mo, reperiri vniuer&longs;ales, &amp; affirmatiuas propo&longs;itiones, vt Factum e&longs;t in <lb/>
 pr&aelig;cedenti aliter e&longs;&longs;et petitio principij. </s> pr&aelig;cedenti aliter e&longs;&longs;et petitio principij. </s>
           <s id="id.000766">Qu&aelig;nam vero &longs;it &aelig;qualitas, quam <lb/>           <s id="s.000761">Qu&aelig;nam vero &longs;it &aelig;qualitas, quam <lb/>
 Geometr&aelig; con&longs;iderant, infra cap. 1. &longs;ecti 3. explicabitur.</s> Geometr&aelig; con&longs;iderant, infra cap. 1. &longs;ecti 3. explicabitur.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000767"><arrow.to.target n="marg7"/></s>           <s id="s.000762"><arrow.to.target n="marg7"/></s>
         </p>         </p>
         <p type="margin">         <p type="margin">
           <s id="id.000768"><margin.target id="marg7"/>7</s>           <s id="s.000763"><margin.target id="marg7"/>7</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000769">Ex cap. 2. &longs;ecti 2. lib. 1. <emph type="italics"/>&lpar;Secundum veritatem quidem ex ijs, qu&aelig; &longs;ecundum <lb/>           <s id="s.000764">Ex cap. 2. &longs;ecti 2. lib. 1. <emph type="italics"/>&lpar;Secundum veritatem quidem ex ijs, qu&aelig; &longs;ecundum <lb/>
 veritatem de&longs;cribuntur ine&longs;&longs;e, ad dialecticos autem &longs;yllogi&longs;mos ex propo&longs;itionibus <lb/> veritatem de&longs;cribuntur ine&longs;&longs;e, ad dialecticos autem &longs;yllogi&longs;mos ex propo&longs;itionibus <lb/>
 &longs;ecundum opinionem&rpar;<emph.end type="italics"/> verba illa; ex ijs, qu&aelig; <expan abbr="&longs;ecund&utilde;">&longs;ecundum</expan> veritatem de&longs;cribuntur <pb xlink:href="009/01/039.jpg" pagenum="39" />ine&longs;&longs;e; &longs;ic gr&aelig;c&egrave;, <foreign lang="greek">e/a tw_n xata\ aleiq/ei/an diagegramme/non,</foreign> vbi manife&longs;t&egrave; vtitur <lb/> &longs;ecundum opinionem&rpar;<emph.end type="italics"/> verba illa; ex ijs, qu&aelig; <expan abbr="&longs;ecund&utilde;">&longs;ecundum</expan> veritatem de&longs;cribuntur <pb pagenum="39" xlink:href="009/01/039.jpg"/>ine&longs;&longs;e; &longs;ic gr&aelig;c&egrave;, <foreign lang="greek">e/k tw=n kata\ alhqei/an diagegramme/non </foreign> vbi manife&longs;t&egrave; vtitur <lb/>
 verbo, De&longs;cribere, per quod &longs;uperius annotauimus apud Ari&longs;t. &longs;ignificari <lb/> verbo, De&longs;cribere, per quod &longs;uperius annotauimus apud Ari&longs;t. &longs;ignificari <lb/>
 Geometricas demon&longs;trationes, nam eas opponit dialecticis &longs;yllogi&longs;mis, &longs;e&shy;<lb/> Geometricas demon&longs;trationes, nam eas opponit dialecticis &longs;yllogi&longs;mis, &longs;e&shy;<lb/>
 quentibus verbis, cum dixit &lpar;ad dialecticos autem &longs;yllogi&longs;mos ex propo&longs;i&shy;<lb/> quentibus verbis, cum dixit &lpar;ad dialecticos autem &longs;yllogi&longs;mos ex propo&longs;i&shy;<lb/>
Line 3479 
Line 3472 
 pres non videtur adhibui&longs;&longs;e, &longs;en&longs;us huius loci non erit ob&longs;curus.</s> pres non videtur adhibui&longs;&longs;e, &longs;en&longs;us huius loci non erit ob&longs;curus.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000770"><arrow.to.target n="marg8"/></s>           <s id="s.000765"><arrow.to.target n="marg8"/></s>
         </p>         </p>
         <p type="margin">         <p type="margin">
           <s id="id.000771"><margin.target id="marg8"/>8</s>           <s id="s.000766"><margin.target id="marg8"/>8</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000772">Ex eodem loco paulo po&longs;t <emph type="italics"/>&lpar;Quare principia quidem, qu&aelig; &longs;ecundum <expan abbr="vnum-quodq;">vnum&shy;<lb/>           <s id="s.000767">Ex eodem loco paulo po&longs;t <emph type="italics"/>&lpar;Quare principia quidem, qu&aelig; &longs;ecundum <expan abbr="vnum-quodq;">vnum&shy;<lb/>
 quodque</expan> &longs;unt experimenti est tradere: dico autem, vt a&longs;trologicam experientiam <lb/> quodque</expan> &longs;unt experimenti est tradere: dico autem, vt a&longs;trologicam experientiam <lb/>
 a&longs;trologic&aelig; &longs;cienti&aelig;: acceptis enim apparentibus <expan abbr="&longs;uffici&etilde;ter">&longs;ufficienter</expan>, ita inuent&aelig; &longs;unt a&longs;tro&shy;<lb/> a&longs;trologic&aelig; &longs;cienti&aelig;: acceptis enim apparentibus <expan abbr="&longs;uffici&etilde;ter">&longs;ufficienter</expan>, ita inuent&aelig; &longs;unt a&longs;tro&shy;<lb/>
 logic&aelig; demonstrationes&rpar;<emph.end type="italics"/> Cum rationem tradat inueniendorum mediorum ad <lb/>quodlibet problema demon&longs;trandum; nunc docet, non omnia in &longs;cientijs <lb/> logic&aelig; demonstrationes&rpar;<emph.end type="italics"/> Cum rationem tradat inueniendorum mediorum ad <lb/>quodlibet problema demon&longs;trandum; nunc docet, non omnia in &longs;cientijs <lb/>po&longs;&longs;e probari, aut demoν&longs;trari: principia enim &longs;cientiarum <expan abbr="n&otilde;">non</expan> demon&longs;tran&shy;<lb/>
 po&longs;&longs;e probari, aut demou&longs;trari: principia enim &longs;cientiarum <expan abbr="n&otilde;">non</expan> demon&longs;tran&shy;<lb/> 
 tur, &longs;ed &longs;ola experientia manife&longs;ta &longs;unt; vt patet in A&longs;tronomia, qu&aelig; ab ex&shy;<lb/> tur, &longs;ed &longs;ola experientia manife&longs;ta &longs;unt; vt patet in A&longs;tronomia, qu&aelig; ab ex&shy;<lb/>
 perientia &longs;ua &longs;olet &longs;tabilire principia: principijs autem <expan abbr="experim&etilde;to">experimento</expan> con&longs;ti&shy;<lb/> perientia &longs;ua &longs;olet &longs;tabilire principia: principijs autem <expan abbr="experim&etilde;to">experimento</expan> con&longs;ti&shy;<lb/>
 tutis ex ip&longs;is reliqua problemata <expan abbr="demon&longs;tr&atilde;tur">demon&longs;trantur</expan>. </s> tutis ex ip&longs;is reliqua problemata <expan abbr="demon&longs;tr&atilde;tur">demon&longs;trantur</expan>. </s>
           <s id="id.000773">duo autem &longs;unt apud a&longs;tro&shy;<lb/>           <s id="s.000768">duo autem &longs;unt apud a&longs;tro&shy;<lb/>
 nomos genera experimenti, primum dicitur Ph&aelig;nomena, ide&longs;t, <expan abbr="appar&etilde;ti&aelig;">apparenti&aelig;</expan>; <lb/> nomos genera experimenti, primum dicitur Ph&aelig;nomena, ide&longs;t, <expan abbr="appar&etilde;ti&aelig;">apparenti&aelig;</expan>; <lb/>
 &amp; &longs;unt ea, qu&aelig; vulgo omnibus patent, vt Solem oriri, &amp; occidere; a&longs;tra fer&shy;<lb/> &amp; &longs;unt ea, qu&aelig; vulgo omnibus patent, vt Solem oriri, &amp; occidere; a&longs;tra fer&shy;<lb/>
 ri circulariter, diem augeri modo, modo minui: &amp; his &longs;imilia. </s> ri circulariter, diem augeri modo, modo minui: &amp; his &longs;imilia. </s>
           <s id="id.000774">alterum ge&shy;<lb/>           <s id="s.000769">alterum ge&shy;<lb/>
 nus dicitur ob&longs;eruationes, qu&aelig; tantummodo a&longs;tronomi&aelig; peritis per ob&longs;er&shy;<lb/> nus dicitur ob&longs;eruationes, qu&aelig; tantummodo a&longs;tronomi&aelig; peritis per ob&longs;er&shy;<lb/>
 uationem innote&longs;cunt, vt Solem in&aelig;qualiter ferri proprio motu per Zodia&shy;<lb/> uationem innote&longs;cunt, vt Solem in&aelig;qualiter ferri proprio motu per Zodia&shy;<lb/>
 cum; aliquando maiorem, aliquando minorem videri; plures dies immo&shy;<lb/> cum; aliquando maiorem, aliquando minorem videri; plures dies immo&shy;<lb/>
 rari citra &aelig;quatiorem in parte Zodiaci boreali, quam in altera vltra &aelig;qua&shy;<lb/> rari citra &aelig;quatiorem in parte Zodiaci boreali, quam in altera vltra &aelig;qua&shy;<lb/>
 torem au&longs;trali. </s> torem au&longs;trali. </s>
           <s id="id.000775">dies naturales e&longs;&longs;e inuicem in&aelig;quales, &amp;c. </s>           <s id="s.000770">dies naturales e&longs;&longs;e inuicem in&aelig;quales, &amp;c. </s>
           <s id="id.000776">ex quibus deinde <lb/>           <s id="s.000771">ex quibus deinde <lb/>
 ponunt eccentricos, &amp; augem, ad &longs;aluandas tum apparentias, tum ob&longs;erua&shy;<lb/> ponunt eccentricos, &amp; augem, ad &longs;aluandas tum apparentias, tum ob&longs;erua&shy;<lb/>
 tiones; &amp; hac ratione a&longs;trologica &longs;cientia paulatim reperta e&longs;t, ac in dies <lb/> tiones; &amp; hac ratione a&longs;trologica &longs;cientia paulatim reperta e&longs;t, ac in dies <lb/>
 reperitur.</s> reperitur.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000777"><arrow.to.target n="marg9"/></s>           <s id="s.000772"><arrow.to.target n="marg9"/></s>
         </p>         </p>
         <p type="margin">         <p type="margin">
           <s id="id.000778"><margin.target id="marg9"/>9</s>           <s id="s.000773"><margin.target id="marg9"/>9</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000779">Ex cap. 3. &longs;ecti 2. lib. 1. <emph type="italics"/>&lpar;Vt an ne diameter incomm.&rpar;<emph.end type="italics"/> loquitur de a&longs;ymme&shy;<lb/>           <s id="s.000774">Ex cap. 3. &longs;ecti 2. lib. 1. <emph type="italics"/>&lpar;Vt an ne diameter incomm.&rpar;<emph.end type="italics"/> loquitur de a&longs;ymme&shy;<lb/>
 tria diametri, &amp; co&longs;t&aelig; eiu&longs;dem quadrati, de qua fus&egrave; egimus &longs;uperius in <lb/> tria diametri, &amp; co&longs;t&aelig; eiu&longs;dem quadrati, de qua fus&egrave; egimus &longs;uperius in <lb/>
 cap. 23. &longs;ecti 1. huius libri; qu&aelig; &longs;i repetantur, optim&egrave; hunc <expan abbr="loc&utilde;">locum</expan> declarant.</s> cap. 23. &longs;ecti 1. huius libri; qu&aelig; &longs;i repetantur, optim&egrave; hunc <expan abbr="loc&utilde;">locum</expan> declarant.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000780"><arrow.to.target n="marg10"/></s>           <s id="s.000775"><arrow.to.target n="marg10"/></s>
         </p>         </p>
         <p type="margin">         <p type="margin">
           <s id="id.000781"><margin.target id="marg10"/>10</s>           <s id="s.000776"><margin.target id="marg10"/>10</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000782">Ex cap. 1. &longs;ecti 3. lib. 1. <emph type="italics"/>&lpar;Sit A, duo recti, in quo B, triangulus, in quo C, <lb/>           <s id="s.000777">Ex cap. 1. &longs;ecti 3. lib. 1. <emph type="italics"/>&lpar;Sit A, duo recti, in quo B, triangulus, in quo C, <lb/>
 &aelig;quicrus, ip&longs;i <expan abbr="itaq;">itaque</expan> C, ine&longs;t A. per B; ip&longs;i vero B, non amplius per aliud, per &longs;e <lb/> &aelig;quicrus, ip&longs;i <expan abbr="itaq;">itaque</expan> C, ine&longs;t A. per B; ip&longs;i vero B, non amplius per aliud, per &longs;e <lb/>
 namque triangulus habet duos rectos&rpar;<emph.end type="italics"/> nullum aliud exemplum tam frequenter <lb/> namque triangulus habet duos rectos&rpar;<emph.end type="italics"/> nullum aliud exemplum tam frequenter <lb/>
 v&longs;urpat Philo&longs;ophus, quam i&longs;tud ex Mathematicis de&longs;umptum de triangu&shy;<lb/> v&longs;urpat Philo&longs;ophus, quam i&longs;tud ex Mathematicis de&longs;umptum de triangu&shy;<lb/>
Line 3538 
Line 3530 
 nem illam, quam du&aelig; line&aelig; non in directum po&longs;it&aelig; faciunt: &longs;iue etiam &lpar;vt <lb/> nem illam, quam du&aelig; line&aelig; non in directum po&longs;it&aelig; faciunt: &longs;iue etiam &lpar;vt <lb/>
 melius percipiamus&rpar; angulum e&longs;&longs;e acumen illud, &longs;iue mucronem <expan abbr="ill&utilde;">illum</expan>, quem <lb/> melius percipiamus&rpar; angulum e&longs;&longs;e acumen illud, &longs;iue mucronem <expan abbr="ill&utilde;">illum</expan>, quem <lb/>
 du&aelig; line&aelig; non in directum con&longs;titut&aelig; faciunt, vt duarum linearum A B, A C, <lb/> du&aelig; line&aelig; non in directum con&longs;titut&aelig; faciunt, vt duarum linearum A B, A C, <lb/>
 <figure id="id.009.01.039.1.jpg" xlink:href="009/01/039/1.jpg" place="text"/><lb/> <figure id="id.009.01.039.1.jpg" place="text" xlink:href="009/01/039/1.jpg"/><lb/>
 inclinatio in puncto A, &longs;iue acumen illud, &longs;iue mucro, <lb/> inclinatio in puncto A, &longs;iue acumen illud, &longs;iue mucro, <lb/>
 e&longs;t ratio anguli. </s> e&longs;t ratio anguli. </s>
           <s id="id.000783">&longs;olum igitur duo anguli erunt &aelig;qua&shy;<lb/>           <s id="s.000778">&longs;olum igitur duo anguli erunt &aelig;qua&shy;<lb/>
 les, <expan abbr="qu&atilde;do">quando</expan> vnius acumen &aelig;quale erit acumini alterius; <lb/> les, <expan abbr="qu&atilde;do">quando</expan> vnius acumen &aelig;quale erit acumini alterius; <lb/>
 etiam &longs;i line&aelig; con&longs;tituentes vnum angulum &longs;int lon&shy;<lb/> etiam &longs;i line&aelig; con&longs;tituentes vnum angulum &longs;int lon&shy;<lb/>
 giores lineis alterum angulum con&longs;tituentibus, quia <lb/>quantitas anguli non attenditur penes longitudinem <pb xlink:href="009/01/040.jpg" pagenum="40" /><expan abbr="linear&utilde;">linearum</expan>, &longs;ed penes inclinationem, &amp; mucronem, quem faciunt: vnde etiam&longs;i <lb/> giores lineis alterum angulum con&longs;tituentibus, quia <lb/>quantitas anguli non attenditur penes longitudinem <pb pagenum="40" xlink:href="009/01/040.jpg"/><expan abbr="linear&utilde;">linearum</expan>, &longs;ed penes inclinationem, &amp; mucronem, quem faciunt: vnde etiam&longs;i <lb/>
 du&aelig; line&aelig; pr&aelig;dict&aelig; A B, A C, product&aelig;, &longs;iue etiam decurtat&aelig; fuerint, dum&shy;<lb/> du&aelig; line&aelig; pr&aelig;dict&aelig; A B, A C, product&aelig;, &longs;iue etiam decurtat&aelig; fuerint, dum&shy;<lb/>
 modo &longs;itus, &longs;iue po&longs;itio ip&longs;arum, quam ad inuicem habent, non varietur, <lb/> modo &longs;itus, &longs;iue po&longs;itio ip&longs;arum, quam ad inuicem habent, non varietur, <lb/>
 erit &longs;emper eadem quantitas anguli A. <!-- KEEP S--></s> erit &longs;emper eadem quantitas anguli A. <!-- KEEP S--></s>
           <s id="id.000784">Aduertendum pr&aelig;terea rationem <lb/>           <s id="s.000779">Aduertendum pr&aelig;terea rationem <lb/>
 anguli non po&longs;&longs;e &longs;aluari in &longs;olo puncto A, in quo line&aelig; concurrunt, &longs;ed ne&shy;<lb/> anguli non po&longs;&longs;e &longs;aluari in &longs;olo puncto A, in quo line&aelig; concurrunt, &longs;ed ne&shy;<lb/>
 ce&longs;&longs;ariam e&longs;&longs;e aliquam quantitatem, quamuis exiguam, linearum A B, A C. <lb/> ce&longs;&longs;ariam e&longs;&longs;e aliquam quantitatem, quamuis exiguam, linearum A B, A C. <lb/>
 <!-- KEEP S--></s> <!-- KEEP S--></s>
           <s id="id.000785">Notandum etiam, quod in nominatione angulorum, qu&aelig; fit per tres lite&shy;<lb/>           <s id="s.000780">Notandum etiam, quod in nominatione angulorum, qu&aelig; fit per tres lite&shy;<lb/>
 ras, &longs;emper literam illam e&longs;&longs;e medio loco proferendam, qu&aelig; ad acumen ip&shy;<lb/> ras, &longs;emper literam illam e&longs;&longs;e medio loco proferendam, qu&aelig; ad acumen ip&shy;<lb/>
 &longs;um po&longs;ita e&longs;t, vt in &longs;uperiori, litera A, debet &longs;emper media proferri, dicen&shy;<lb/> &longs;um po&longs;ita e&longs;t, vt in &longs;uperiori, litera A, debet &longs;emper media proferri, dicen&shy;<lb/>
 do angulum B A C, &longs;iue C A B, <expan abbr="n&utilde;quam">nunquam</expan> tamen licet dicere angulum A C B, <lb/> do angulum B A C, &longs;iue C A B, <expan abbr="n&utilde;quam">nunquam</expan> tamen licet dicere angulum A C B, <lb/>
 vel C B A. <!-- KEEP S--></s> vel C B A. <!-- KEEP S--></s>
           <s id="id.000786">Porr&ograve; quemadmodum vnus angulus vni angulo &aelig;qualis e&longs;t, ita <lb/>           <s id="s.000781">Porr&ograve; quemadmodum vnus angulus vni angulo &aelig;qualis e&longs;t, ita <lb/>
 <expan abbr="aliqu&atilde;do">aliquando</expan> duo anguli &longs;unt vni angulo &aelig;quales, vt patet, &longs;i vnus angulus, v.g. <lb/> <expan abbr="aliqu&atilde;do">aliquando</expan> duo anguli &longs;unt vni angulo &aelig;quales, vt patet, &longs;i vnus angulus, v.g. <lb/>
 <!-- REMOVE S-->angulus B A C, diuidatur in duos angulos &agrave; linea A D. tunc enim duo angu&shy;<lb/> <!-- REMOVE S-->angulus B A C, diuidatur in duos angulos &agrave; linea A D. tunc enim duo angu&shy;<lb/>
 <figure id="id.009.01.040.1.jpg" xlink:href="009/01/040/1.jpg" place="text"/><lb/> <figure id="id.009.01.040.1.jpg" place="text" xlink:href="009/01/040/1.jpg"/><lb/>
 li partiales B A D, D A C, erunt &aelig;quales totali angulo <lb/> li partiales B A D, D A C, erunt &aelig;quales totali angulo <lb/>
 B A C, cum partes omnes &longs;imul &longs;umpt&aelig; &longs;int &longs;uo toti &aelig;qua&shy;<lb/> B A C, cum partes omnes &longs;imul &longs;umpt&aelig; &longs;int &longs;uo toti &aelig;qua&shy;<lb/>
 les. </s> les. </s>
           <s id="id.000787">pariter tres anguli po&longs;&longs;unt &aelig;quari &amp; vni, &amp; duobus <lb/>           <s id="s.000782">pariter tres anguli po&longs;&longs;unt &aelig;quari &amp; vni, &amp; duobus <lb/>
 alijs angulis, quando nimirum a cumina, &longs;iue mucrones il&shy;<lb/> alijs angulis, quando nimirum a cumina, &longs;iue mucrones il&shy;<lb/>
 li &longs;imul ad vnum punctum con&longs;tituti <expan abbr="ad&aelig;quar&etilde;tur">ad&aelig;quarentur</expan> mucro&shy;<lb/> li &longs;imul ad vnum punctum con&longs;tituti <expan abbr="ad&aelig;quar&etilde;tur">ad&aelig;quarentur</expan> mucro&shy;<lb/>
 ni illi, quem con&longs;tituerent alij duo anguli, quibus illi tres <lb/> ni illi, quem con&longs;tituerent alij duo anguli, quibus illi tres <lb/>
 &longs;unt pares, v.g. <!-- REMOVE S-->&longs;int tres anguli trianguli A B C, <expan abbr="&longs;int&qacute;">&longs;intque</expan>; alij duo anguli recti, <lb/> &longs;unt pares, v.g. <!-- REMOVE S-->&longs;int tres anguli trianguli A B C, <expan abbr="&longs;int&qacute;">&longs;intque</expan>; alij duo anguli recti, <lb/>
 <figure id="id.009.01.040.2.jpg" xlink:href="009/01/040/2.jpg" place="text"/><lb/> <figure id="id.009.01.040.2.jpg" place="text" xlink:href="009/01/040/2.jpg"/><lb/>
 quos linea perpendicularis D E, facit cum li&shy;<lb/> quos linea perpendicularis D E, facit cum li&shy;<lb/>
 nea F G; &longs;it <expan abbr="inqu&atilde;">inquam</expan> anguli recti D E F, D E G, <lb/> nea F G; &longs;it <expan abbr="inqu&atilde;">inquam</expan> anguli recti D E F, D E G, <lb/>
 tunc tres anguli illius <expan abbr="tri&atilde;guli">trianguli</expan> <expan abbr="dic&etilde;tur">dicentur</expan> &aelig;qua&shy;<lb/> tunc tres anguli illius <expan abbr="tri&atilde;guli">trianguli</expan> <expan abbr="dic&etilde;tur">dicentur</expan> &aelig;qua&shy;<lb/>
 les duobus hi&longs;ce rectis, &longs;i tres illi mucrones <lb/> les duobus hi&longs;ce rectis, &longs;i tres illi mucrones <lb/>
 trianguli &longs;imul &longs;umpti, &amp; vniti ad punctum <lb/> trianguli &longs;imul &longs;umpti, &amp; vniti ad punctum <lb/>
 E, ad quod duo <expan abbr="quoq;">quoque</expan> mucrones angulorum <lb/> E, ad quod duo <expan abbr="quoq;">quoque</expan> mucrones angulorum <lb/>
 <figure id="id.009.01.040.3.jpg" xlink:href="009/01/040/3.jpg" place="text"/><lb/> <figure id="id.009.01.040.3.jpg" place="text" xlink:href="009/01/040/3.jpg"/><lb/>
 rectorum coeunt, congruent omnino duobus <lb/> rectorum coeunt, congruent omnino duobus <lb/>
 pr&aelig;dictis angulis rectis, &longs;iue duobus illis mu&shy;<lb/> pr&aelig;dictis angulis rectis, &longs;iue duobus illis mu&shy;<lb/>
 cronibus angulorum rectorum, &longs;iue con&longs;ti&shy;<lb/> cronibus angulorum rectorum, &longs;iue con&longs;ti&shy;<lb/>
Line 3587 
Line 3579 
 angulum F E H, &amp; &longs;i ibi iuxta ip&longs;um apponeretur mucro A, faceret angulum <lb/> angulum F E H, &amp; &longs;i ibi iuxta ip&longs;um apponeretur mucro A, faceret angulum <lb/>
 H E I. quem &longs;i deinceps &longs;ub&longs;equetur reliquus angulus C, con&longs;titueret <expan abbr="reli-qu&utilde;">reli&shy;<lb/> H E I. quem &longs;i deinceps &longs;ub&longs;equetur reliquus angulus C, con&longs;titueret <expan abbr="reli-qu&utilde;">reli&shy;<lb/>
 quum</expan> angulum I E G. iam, vt vides, illi tres anguli ad E, tran&longs;lati, &longs;unt &aelig;qua&shy;<lb/> quum</expan> angulum I E G. iam, vt vides, illi tres anguli ad E, tran&longs;lati, &longs;unt &aelig;qua&shy;<lb/>
 les duobus rectis ad E, pariter con&longs;titutis, cum illi tres fiant partes duorum <lb/> les duobus rectis ad E, pariter con&longs;titutis, cum illi tres fiant partes duorum <lb/>rector&uacute;m, vel quia occupant idem &longs;patium, vel eandem lineam rectam F E G, <lb/>
 rector&uacute;, vel quia occupant idem &longs;patium, vel eandem lineam rectam F E G, <lb/> 
 con&longs;tituant. </s> con&longs;tituant. </s>
           <s id="id.000788">habet igitur omne triangulum &longs;iue &etail;quilaterum, &longs;iue &longs;calenum, <lb/>           <s id="s.000783">habet igitur omne triangulum &longs;iue &etail;quilaterum, &longs;iue &longs;calenum, <lb/>
 &longs;iue I&longs;o&longs;celes mirabilem hanc proprietatem, vt tres anguli, cuiu&longs;uis trian&shy;<lb/> &longs;iue I&longs;o&longs;celes mirabilem hanc proprietatem, vt tres anguli, cuiu&longs;uis trian&shy;<lb/>
 guli &longs;int &aelig;quales duobus rectis angulis. </s> guli &longs;int &aelig;quales duobus rectis angulis. </s>
           <s id="id.000789">Quam demon&longs;trationem primi om&shy;<lb/>           <s id="s.000784">Quam demon&longs;trationem primi om&shy;<lb/>
 nium Pythagorici perfecerunt, vt refert Proclus ad 32. primi Elem. Eucli&shy;<lb/> nium Pythagorici perfecerunt, vt refert Proclus ad 32. primi Elem. Eucli&shy;<lb/>
 des deinde ibidem aliter, quam Pythagorici idem demon&longs;trauit. </s> des deinde ibidem aliter, quam Pythagorici idem demon&longs;trauit. </s>
           <s id="id.000790">Quod &longs;i <lb/>           <s id="s.000785">Quod &longs;i <lb/>
 quis huius rei <expan abbr="experi&etilde;tiam">experientiam</expan> aliquam velit; etiam&longs;i non exactam &lpar;cum &aelig;qua&shy;<lb/> quis huius rei <expan abbr="experi&etilde;tiam">experientiam</expan> aliquam velit; etiam&longs;i non exactam &lpar;cum &aelig;qua&shy;<lb/>
 litas mathematica non cadat &longs;ub &longs;en&longs;um, &longs;ed &longs;ola intelligentia percipiatur, <lb/>quippe qu&aelig; in materia intelligibili, non autem &longs;en&longs;ibili ver&longs;atur, &amp; cuius <pb xlink:href="009/01/041.jpg" pagenum="41" />&aelig;qualitas nullum di&longs;crimen, quantumuis minimum admittat, quod &longs;en&longs;ui <lb/> litas mathematica non cadat &longs;ub &longs;en&longs;um, &longs;ed &longs;ola intelligentia percipiatur, <lb/>quippe qu&aelig; in materia intelligibili, non autem &longs;en&longs;ibili ver&longs;atur, &amp; cuius <pb pagenum="41" xlink:href="009/01/041.jpg"/>&aelig;qualitas nullum di&longs;crimen, quantumuis minimum admittat, quod &longs;en&longs;ui <lb/>
 vitare ob &longs;ui imperfectionem non licet: vnde inter e&aelig;, qu&aelig; mathematic&egrave; <lb/> vitare ob &longs;ui imperfectionem non licet: vnde inter e&aelig;, qu&aelig; mathematic&egrave; <lb/>
 &longs;unt &aelig;qualia, nullus intellectus aliquam valeat reperire differentiam&rpar; &longs;umat <lb/> &longs;unt &aelig;qualia, nullus intellectus aliquam valeat reperire differentiam&rpar; &longs;umat <lb/>
 inquam triangulum quodpiam materiale, vt ex charta, quantum fieri po&shy;<lb/>te&longs;t perfectum, deinde ducat lineam vnam perpendicularem &longs;uper aliam, <lb/> inquam triangulum quodpiam materiale, vt ex charta, quantum fieri po&shy;<lb/>te&longs;t perfectum, deinde ducat lineam vnam perpendicularem &longs;uper aliam, <lb/>
 qu&aelig; &longs;cilicet faciat, cum illa duos angulos rectos. </s> qu&aelig; &longs;cilicet faciat, cum illa duos angulos rectos. </s>
           <s id="id.000791">po&longs;tea ab&longs;cindat tres an&shy;<lb/>           <s id="s.000786">po&longs;tea ab&longs;cindat tres an&shy;<lb/>
 gulos trianguli materialis, <expan abbr="eos&qacute;">eosque</expan>; ita &longs;imul componat, vt mucrones illorum <lb/> gulos trianguli materialis, <expan abbr="eos&qacute;">eosque</expan>; ita &longs;imul componat, vt mucrones illorum <lb/>
 &longs;int vniti, &amp; contigui ad punctum line&aelig; perpendicularis cum altera, vti e&longs;t <lb/>in &longs;uperiori figura punctum E; &amp; illic&ograve; apparebit tres illos angulos mate&shy;<lb/> &longs;int vniti, &amp; contigui ad punctum line&aelig; perpendicularis cum altera, vti e&longs;t <lb/>in &longs;uperiori figura punctum E; &amp; illic&ograve; apparebit tres illos angulos mate&shy;<lb/>
 riales obtegere ad&aelig;quat&egrave; totum illud &longs;patium duorum rectorum, quos per&shy;<lb/> riales obtegere ad&aelig;quat&egrave; totum illud &longs;patium duorum rectorum, quos per&shy;<lb/>
 pendicularis con&longs;tituit. </s> pendicularis con&longs;tituit. </s>
           <s id="id.000792">Hoc autem experiri poteris in diuer&longs;is admodum <lb/>           <s id="s.000787">Hoc autem experiri poteris in diuer&longs;is admodum <lb/>
 triangulis Scalenis, Rectangulis, I&longs;o&longs;celibus, Aequilateris, &amp;c. </s> triangulis Scalenis, Rectangulis, I&longs;o&longs;celibus, Aequilateris, &amp;c. </s>
           <s id="id.000793">non &longs;ine de&shy;<lb/>           <s id="s.000788">non &longs;ine de&shy;<lb/>
 lectatione, atque hic e&longs;t &longs;en&longs;us illorum verborum, omnis triangulus habet <lb/> lectatione, atque hic e&longs;t &longs;en&longs;us illorum verborum, omnis triangulus habet <lb/>
 tres &etail;quales duobus rectis. </s> tres &etail;quales duobus rectis. </s>
           <s id="id.000794">Ab&longs;tineo &agrave; demon&longs;trationibus geometricis, quo&shy;<lb/>           <s id="s.000789">Ab&longs;tineo &agrave; demon&longs;trationibus geometricis, quo&shy;<lb/>
 niam ij, qui Mathematicis &longs;unt imbuti, no&longs;tra hac opera parum indigent. <lb/> niam ij, qui Mathematicis &longs;unt imbuti, no&longs;tra hac opera parum indigent. <lb/>
 </s> </s>
           <s id="id.000795">&longs;i quis tamen volet, con&longs;ulat 32. primi Elem. <!-- KEEP S--></s>           <s id="s.000790">&longs;i quis tamen volet, con&longs;ulat 32. primi Elem. <!-- KEEP S--></s>
           <s id="id.000796">Ex hac igitur declaratione <lb/>           <s id="s.000791">Ex hac igitur declaratione <lb/>
 licet cogno&longs;cere nonnullos ageometretos locum hunc, &amp; &longs;imiles &longs;ub&longs;equen&shy;<lb/> licet cogno&longs;cere nonnullos ageometretos locum hunc, &amp; &longs;imiles &longs;ub&longs;equen&shy;<lb/>
 tes non &longs;atis intelligere, dicentes, nihil aliud verba illa Ari&longs;t. velle &longs;ignifi&shy;<lb/> tes non &longs;atis intelligere, dicentes, nihil aliud verba illa Ari&longs;t. velle &longs;ignifi&shy;<lb/>
 care, qu&agrave;m omnem triangulum habere tres angulos, quod inquiunt, noti&longs;&shy;<lb/> care, qu&agrave;m omnem triangulum habere tres angulos, quod inquiunt, noti&longs;&shy;<lb/>
 &longs;imum e&longs;t. </s> &longs;imum e&longs;t. </s>
           <s id="id.000797">Sed &longs;i incidant in &longs;equentia; &aelig;quales duobus rectis, tunc, cum <lb/>           <s id="s.000792">Sed &longs;i incidant in &longs;equentia; &aelig;quales duobus rectis, tunc, cum <lb/>
 h&aelig;c non intelligant, ab&longs;tinent etiam &agrave; priorum declaratione, quibus pr&aelig;&shy;<lb/> h&aelig;c non intelligant, ab&longs;tinent etiam &agrave; priorum declaratione, quibus pr&aelig;&shy;<lb/>
 mi&longs;&longs;is facile e&longs;t Ari&longs;t. textum percipere. </s> mi&longs;&longs;is facile e&longs;t Ari&longs;t. textum percipere. </s>
           <s id="id.000798">&longs;it A, duo recti, ide&longs;t, duo anguli <lb/>           <s id="s.000793">&longs;it A, duo recti, ide&longs;t, duo anguli <lb/>
 recti &longs;int pa&longs;&longs;io demon&longs;tranda, in quo B, triangulus, in quo C, &aelig;quicrus. </s> recti &longs;int pa&longs;&longs;io demon&longs;tranda, in quo B, triangulus, in quo C, &aelig;quicrus. </s>
           <s id="id.000799">ip&longs;i <lb/>           <s id="s.000794">ip&longs;i <lb/>
 itaque C, ide&longs;t triangulo &aelig;quicru&longs;i, ine&longs;t A, &longs;cilicet duo recti, hoc e&longs;t, ine&longs;t <lb/> itaque C, ide&longs;t triangulo &aelig;quicru&longs;i, ine&longs;t A, &longs;cilicet duo recti, hoc e&longs;t, ine&longs;t <lb/>
 &aelig;quicru&longs;i h&aelig;c, pa&longs;&longs;io habere tres angulos &aelig;quales duobus rectis per B, ide&longs;t <lb/> &aelig;quicru&longs;i h&aelig;c, pa&longs;&longs;io habere tres angulos &aelig;quales duobus rectis per B, ide&longs;t <lb/>
 per <expan abbr="triangul&utilde;">triangulum</expan> vniuer&longs;ale, quia h&aelig;c proprietas e&longs;t trianguli propria, &amp; <expan abbr="c&otilde;pe-tit">compe&shy;<lb/> per <expan abbr="triangul&utilde;">triangulum</expan> vniuer&longs;ale, quia h&aelig;c proprietas e&longs;t trianguli propria, &amp; <expan abbr="c&otilde;pe-tit">compe&shy;<lb/>
 tit</expan> &aelig;quicru&longs;i, non vt &aelig;quicrus e&longs;t, &longs;ed, vt triangulum e&longs;t; quare B, non erit <lb/> tit</expan> &aelig;quicru&longs;i, non vt &aelig;quicrus e&longs;t, &longs;ed, vt triangulum e&longs;t; quare B, non erit <lb/>
 medium ip&longs;ius A, quia pr&aelig;dicta pa&longs;&longs;io. </s> medium ip&longs;ius A, quia pr&aelig;dicta pa&longs;&longs;io. </s>
           <s id="id.000800">A, non competit triangulo B, per <lb/>           <s id="s.000795">A, non competit triangulo B, per <lb/>
 aliud, &longs;ed per &longs;e, de eo enim primo, &amp; per &longs;e demon&longs;tratur in 32. primi Elem. <lb/> aliud, &longs;ed per &longs;e, de eo enim primo, &amp; per &longs;e demon&longs;tratur in 32. primi Elem. <lb/>
 optim&egrave; Aegydius, &amp; Niphus in hunc locum.</s> optim&egrave; Aegydius, &amp; Niphus in hunc locum.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000801"><arrow.to.target n="marg11"/></s>           <s id="s.000796"><arrow.to.target n="marg11"/></s>
         </p>         </p>
         <p type="margin">         <p type="margin">
           <s id="id.000802"><margin.target id="marg11"/>11</s>           <s id="s.000797"><margin.target id="marg11"/>11</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000803">Ex eodem cap. <emph type="italics"/>&lpar;Non oportet autem exi&longs;timare penes id, quod exponimus, ali&shy;<lb/>           <s id="s.000798">Ex eodem cap. <emph type="italics"/>&lpar;Non oportet autem exi&longs;timare penes id, quod exponimus, ali&shy;<lb/>
 quid accidere ab&longs;urdum, nihil enim vtimur eo, quod e&longs;t hoc aliquid e&longs;&longs;e. </s> quid accidere ab&longs;urdum, nihil enim vtimur eo, quod e&longs;t hoc aliquid e&longs;&longs;e. </s>
           <s id="id.000804">&longs;ed &longs;icut <lb/>           <s id="s.000799">&longs;ed &longs;icut <lb/>
 Geometra pedalem, &amp; rectam hanc, &amp; &longs;ine latitudine dicit, qu&aelig; non &longs;unt. </s> Geometra pedalem, &amp; rectam hanc, &amp; &longs;ine latitudine dicit, qu&aelig; non &longs;unt. </s>
           <s id="id.000805">verum <lb/>           <s id="s.000800">verum <lb/>
 non &longs;ic vtitur, tanquam ex his ratiocinans&rpar;<emph.end type="italics"/> Quoniam Ari&longs;t. in exemplis affert <lb/> non &longs;ic vtitur, tanquam ex his ratiocinans&rpar;<emph.end type="italics"/> Quoniam Ari&longs;t. in exemplis affert <lb/>
 pro rebus characteres, A, B, C, po&longs;&longs;et qui&longs;piam &longs;u&longs;picari aliquod propterea <lb/> pro rebus characteres, A, B, C, po&longs;&longs;et qui&longs;piam &longs;u&longs;picari aliquod propterea <lb/>
 ab&longs;urdum accidere: cui &longs;u&longs;picioni Ari&longs;t. re&longs;pondet, dicens, nihil inde ab&longs;ur&shy;<lb/> ab&longs;urdum accidere: cui &longs;u&longs;picioni Ari&longs;t. re&longs;pondet, dicens, nihil inde ab&longs;ur&shy;<lb/>
Line 3657 
Line 3648 
 etiam Geometr&aelig; faciunt, qui lineam, qu&aelig; pedalis non e&longs;t, pedalem, &amp; qu&aelig; <lb/> etiam Geometr&aelig; faciunt, qui lineam, qu&aelig; pedalis non e&longs;t, pedalem, &amp; qu&aelig; <lb/>
 non e&longs;t recta, rectam; &amp; qu&aelig; lata e&longs;t, non latam, &longs;upponunt, &amp; tamen nihil <lb/> non e&longs;t recta, rectam; &amp; qu&aelig; lata e&longs;t, non latam, &longs;upponunt, &amp; tamen nihil <lb/>
 inde ab&longs;urdi contingit. </s> inde ab&longs;urdi contingit. </s>
           <s id="id.000806">Ex quibus intelligimus per lineas illas &longs;en&longs;ibiles, &amp; <lb/>           <s id="s.000801">Ex quibus intelligimus per lineas illas &longs;en&longs;ibiles, &amp; <lb/>
 phy&longs;icas, quas Geometr&aelig; in &longs;uis figuris ducunt, intelligendas e&longs;&longs;e lineas ve&shy;<lb/> phy&longs;icas, quas Geometr&aelig; in &longs;uis figuris ducunt, intelligendas e&longs;&longs;e lineas ve&shy;<lb/>
 r&egrave; Mathematicas omni latitudine carentes; vtitur enim inquit Ari&longs;t. <!-- REMOVE S-->Geo&shy;<lb/> r&egrave; Mathematicas omni latitudine carentes; vtitur enim inquit Ari&longs;t. <!-- REMOVE S-->Geo&shy;<lb/>
 metra lineis phy&longs;icis, non tanquam phy&longs;icis, nec de eis tanquam de phy&longs;icis <lb/> metra lineis phy&longs;icis, non tanquam phy&longs;icis, nec de eis tanquam de phy&longs;icis <lb/>
 lineis ratiocinatur, &longs;ed ijs vtitur tanquam ver&egrave; mathematicis. </s> lineis ratiocinatur, &longs;ed ijs vtitur tanquam ver&egrave; mathematicis. </s>
           <s id="id.000807">idem dicen&shy;<lb/>dum e&longs;t de &longs;uperficiebus, necnon de corporibus, qu&aelig; ijdem Geometr&aelig; de&shy;<lb/>           <s id="s.000802">idem dicen&shy;<lb/>dum e&longs;t de &longs;uperficiebus, necnon de corporibus, qu&aelig; ijdem Geometr&aelig; de&shy;<lb/>
 &longs;cribunt, vt per ea, de ver&egrave; mathematicis di&longs;currant.</s> &longs;cribunt, vt per ea, de ver&egrave; mathematicis di&longs;currant.</s>
         </p>         </p>
       </chap>       </chap>
       <pb xlink:href="009/01/042.jpg" pagenum="42" />       <pb pagenum="42" xlink:href="009/01/042.jpg"/>
       <chap>       <chap>
         <p type="head">         <p type="head">
           <s id="id.000808"><emph type="italics"/>Ex Libro &longs;ecundo Priorum.<emph.end type="italics"/></s>           <s id="s.000803"><emph type="italics"/>Ex Libro &longs;ecundo Priorum.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000809"><arrow.to.target n="marg12"/></s>           <s id="s.000804"><arrow.to.target n="marg12"/></s>
         </p>         </p>
         <p type="margin">         <p type="margin">
           <s id="id.000810"><margin.target id="marg12"/>12</s>           <s id="s.000805"><margin.target id="marg12"/>12</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000811">Ex cap. 21. <emph type="italics"/>&lpar;Quod faciunt, qui coalternas putant &longs;cribere, latent enim ip&longs;e<lb/>&longs;e ip&longs;os talia accipientes, qu&aelig; non est po&longs;&longs;ibile monstrare uon exi&longs;tentibus <lb/>           <s id="s.000806">Ex cap. 21. <emph type="italics"/>&lpar;Quod faciunt, qui coalternas putant &longs;cribere, latent enim ip&longs;e<lb/>&longs;e ip&longs;os talia accipientes, qu&aelig; non est po&longs;&longs;ibile monstrare uon exi&longs;tentibus <lb/>
 coalternis&rpar;<emph.end type="italics"/> Vult Ari&longs;t. exemplo mathematico explicare, quid &longs;it pe&shy;<lb/> coalternis&rpar;<emph.end type="italics"/> Vult Ari&longs;t. exemplo mathematico explicare, quid &longs;it pe&shy;<lb/>
 titio principij. </s> titio principij. </s>
           <s id="id.000812">vbi per coalternas intelligit parallelas lineas, vox <lb/>           <s id="s.000807">vbi per coalternas intelligit parallelas lineas, vox <lb/>
 enim gr&aelig;ca <foreign lang="greek">parallhlos,</foreign> idem &longs;ignificat, ac mutuus, &amp; coalternus. </s> enim gr&aelig;ca <foreign lang="greek">parallhlos,</foreign> idem &longs;ignificat, ac mutuus, &amp; coalternus. </s>
           <s id="id.000813">quoad <lb/>           <s id="s.000808">quoad <lb/>
 exempli explicationem vtor figura textibus apponi &longs;olita, qu&aelig; e&longs;t pr&aelig;&longs;ens. <lb/> exempli explicationem vtor figura textibus apponi &longs;olita, qu&aelig; e&longs;t pr&aelig;&longs;ens. <lb/>
 <figure id="id.009.01.042.1.jpg" xlink:href="009/01/042/1.jpg" place="text"/><lb/> <figure id="id.009.01.042.1.jpg" place="text" xlink:href="009/01/042/1.jpg"/><lb/>
 probat Euclides in 28. primi Elem. quod &longs;i <lb/> probat Euclides in 28. primi Elem. quod &longs;i <lb/>
 linea recta qu&aelig;dam, vti E F, cadens &longs;uper <lb/> linea recta qu&aelig;dam, vti E F, cadens &longs;uper <lb/>
 duas rectas, vti &longs;unt A B, C D, fecerit angu&shy;<lb/> duas rectas, vti &longs;unt A B, C D, fecerit angu&shy;<lb/>
Line 3694 
Line 3685 
 duos, nimirum B G H, G H C, hi enim &longs;unt <lb/> duos, nimirum B G H, G H C, hi enim &longs;unt <lb/>
 <expan abbr="quoq;">quoque</expan> alterni; probat inquam has duas li&shy;<lb/> <expan abbr="quoq;">quoque</expan> alterni; probat inquam has duas li&shy;<lb/>
 neas A B, C D, e&longs;&longs;e inuicem parallelas. </s> neas A B, C D, e&longs;&longs;e inuicem parallelas. </s>
           <s id="id.000814">Iam &longs;i quis vellet probare, &longs;e duas <lb/>           <s id="s.000809">Iam &longs;i quis vellet probare, &longs;e duas <lb/>
 parallelas duxi&longs;&longs;e, hac ratione, quia &longs;cilicet faciunt pr&aelig;dictos angulos al&shy;<lb/> parallelas duxi&longs;&longs;e, hac ratione, quia &longs;cilicet faciunt pr&aelig;dictos angulos al&shy;<lb/>
 ternos &aelig;quales; &amp; probaret facere angulos alternos &aelig;quales, quia &longs;unt pa&shy;<lb/> ternos &aelig;quales; &amp; probaret facere angulos alternos &aelig;quales, quia &longs;unt pa&shy;<lb/>
 rallel&aelig;, hic peteret principium, ide&longs;t, illud, quod principio <expan abbr="proband&utilde;">probandum</expan> erat, <lb/> rallel&aelig;, hic peteret principium, ide&longs;t, illud, quod principio <expan abbr="proband&utilde;">probandum</expan> erat, <lb/>
 afferret pro ratione, &amp; cau&longs;a, quod dicitur peti principium, quia tunc pe&shy;<lb/> afferret pro ratione, &amp; cau&longs;a, quod dicitur peti principium, quia tunc pe&shy;<lb/>
 timus, vt concedatur nobis, id, quod principio, &amp; primo omnium demon&shy;<lb/> timus, vt concedatur nobis, id, quod principio, &amp; primo omnium demon&shy;<lb/>
 &longs;trare propo&longs;ueramus. </s> &longs;trare propo&longs;ueramus. </s>
           <s id="id.000815">aduerte, quod characteres, qui &longs;unt in &longs;equentibus <lb/>           <s id="s.000810">aduerte, quod characteres, qui &longs;unt in &longs;equentibus <lb/>
 verbis huius loci, non appellant characteres figur&aelig; appo&longs;it&aelig;; in quo quidam <lb/> verbis huius loci, non appellant characteres figur&aelig; appo&longs;it&aelig;; in quo quidam <lb/>
 decepti, nullo pacto poterant locum hunc intelligere.</s> decepti, nullo pacto poterant locum hunc intelligere.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000816"><arrow.to.target n="marg13"/></s>           <s id="s.000811"><arrow.to.target n="marg13"/></s>
         </p>         </p>
         <p type="margin">         <p type="margin">
           <s id="id.000817"><margin.target id="marg13"/>13</s>           <s id="s.000812"><margin.target id="marg13"/>13</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000818">Ex cap. 22. lib. 2. Priorum <emph type="italics"/>&lpar;Vt &longs;i volens mon&longs;trare, quod diameter e&longs;t incom&shy;<lb/>           <s id="s.000813">Ex cap. 22. lib. 2. Priorum <emph type="italics"/>&lpar;Vt &longs;i volens mon&longs;trare, quod diameter e&longs;t incom&shy;<lb/>
 men&longs;. argueret Zenonis rationem, quod non e&longs;t moueri&rpar;<emph.end type="italics"/> &longs;uperius &longs;ecto 3. lib. 1. <lb/> men&longs;. argueret Zenonis rationem, quod non e&longs;t moueri&rpar;<emph.end type="italics"/> &longs;uperius &longs;ecto 3. lib. 1. <lb/>
 fus&egrave; explicauimus hanc a&longs;ymmetriam, quam &longs;i quis vellet demon&longs;trare ea&shy;<lb/> fus&egrave; explicauimus hanc a&longs;ymmetriam, quam &longs;i quis vellet demon&longs;trare ea&shy;<lb/>
 dem illa ratione, qua Zeno motum impugnabat, quia &longs;cilicet <expan abbr="m&etilde;&longs;ura">men&longs;ura</expan> com&shy;<lb/> dem illa ratione, qua Zeno motum impugnabat, quia &longs;cilicet <expan abbr="m&etilde;&longs;ura">men&longs;ura</expan> com&shy;<lb/>munis, qu&aelig; debet vtramque, quantitatem men&longs;urare, debet in men&longs;urando <lb/>infinitas partes pertran&longs;ire, nimirum medietates medietatum in infinitum, <lb/>
 munis, qu&aelig; debet vtramq, quantitatem men&longs;urare, debet in men&longs;urando <lb/>infinitas partes pertran&longs;ire, nimirum medietates medietatum in infinitum, <lb/> 
 e&longs;t autem impo&longs;&longs;ibile pertran&longs;ire infinitas huiu&longs;modi partes, &amp; propterea <lb/> e&longs;t autem impo&longs;&longs;ibile pertran&longs;ire infinitas huiu&longs;modi partes, &amp; propterea <lb/>
 non poterit metiri, <expan abbr="neq;">neque</expan> vnam, <expan abbr="neq;">neque</expan> alteram ex <expan abbr="qu&atilde;titatibus">quantitatibus</expan>, qu&aelig; putaban&shy;<lb/> non poterit metiri, <expan abbr="neq;">neque</expan> vnam, <expan abbr="neq;">neque</expan> alteram ex <expan abbr="qu&atilde;titatibus">quantitatibus</expan>, qu&aelig; putaban&shy;<lb/>
 tur commen&longs;urabiles, afferret hic, inquit Ari&longs;t. non cau&longs;am pro cau&longs;a.</s> tur commen&longs;urabiles, afferret hic, inquit Ari&longs;t. non cau&longs;am pro cau&longs;a.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000819"><arrow.to.target n="marg14"/></s>           <s id="s.000814"><arrow.to.target n="marg14"/></s>
         </p>         </p>
         <p type="margin">         <p type="margin">
           <s id="id.000820"><margin.target id="marg14"/>14</s>           <s id="s.000815"><margin.target id="marg14"/>14</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000821">Ex eodem cap. <emph type="italics"/>&lpar;Quoniam idem <expan abbr="vtiq;">vtique</expan> fal&longs;um per plures petitiones accidere <lb/>           <s id="s.000816">Ex eodem cap. <emph type="italics"/>&lpar;Quoniam idem <expan abbr="vtiq;">vtique</expan> fal&longs;um per plures petitiones accidere <lb/>
 nihil forta&longs;&longs;e inconueniens, veluti coalternas coincidere; &amp; &longs;i maior e&longs;t extrin&longs;ecus <lb/> nihil forta&longs;&longs;e inconueniens, veluti coalternas coincidere; &amp; &longs;i maior e&longs;t extrin&longs;ecus <lb/>
 angulus intrin&longs;eco; &amp; &longs;i triangulus habet plures rectos duobus&rpar;<emph.end type="italics"/> per plures po&longs;i&shy;<lb/> angulus intrin&longs;eco; &amp; &longs;i triangulus habet plures rectos duobus&rpar;<emph.end type="italics"/> per plures po&longs;i&shy;<lb/>
 tiones &longs;ubaudi fal&longs;as. </s> tiones &longs;ubaudi fal&longs;as. </s>
           <s id="id.000822">per coalternas intellige lineas &aelig;quidi&longs;tantes, &longs;eu pa&shy;<lb/>           <s id="s.000817">per coalternas intellige lineas &aelig;quidi&longs;tantes, &longs;eu pa&shy;<lb/>
 rallelas, vt in &longs;uperiori cap. monuimus. </s> rallelas, vt in &longs;uperiori cap. monuimus. </s>
           <s id="id.000823">C&aelig;terum Euclides propo&longs;. </s>           <s id="s.000818">C&aelig;terum Euclides propo&longs;. </s>
           <s id="id.000824">28. pri&shy;<lb/>           <s id="s.000819">28. pri&shy;<lb/>
 mi Elem. o&longs;tendit, quod &longs;i fuerint du&aelig; parallel&aelig; veluti in pr&aelig;cedenti figura, <lb/> mi Elem. o&longs;tendit, quod &longs;i fuerint du&aelig; parallel&aelig; veluti in pr&aelig;cedenti figura, <lb/>
 A B, C D, &longs;uper quas alia recta E F, incidat, nece&longs;&longs;ario faciet angulum ex&shy;<lb/> A B, C D, &longs;uper quas alia recta E F, incidat, nece&longs;&longs;ario faciet angulum ex&shy;<lb/>
 trin&longs;ecum E G B, v. <!-- REMOVE S-->g. <!-- REMOVE S-->&aelig;qualem interno, &amp; oppo&longs;ito, &amp; ad ea&longs;dem partes, <lb/> trin&longs;ecum E G B, v. <!-- REMOVE S-->g. <!-- REMOVE S-->&aelig;qualem interno, &amp; oppo&longs;ito, &amp; ad ea&longs;dem partes, <lb/>
 angulo videlicet G H D. &longs;i ergo inquit Ari&longs;t &longs;upponamus i&longs;tud fal&longs;um, an&shy;<lb/> angulo videlicet G H D. &longs;i ergo inquit Ari&longs;t &longs;upponamus i&longs;tud fal&longs;um, an&shy;<lb/>
 gulum &longs;cilicet E G B, externum e&longs;&longs;e maiorem angulo interno G H D, &longs;equi&shy;<lb/> gulum &longs;cilicet E G B, externum e&longs;&longs;e maiorem angulo interno G H D, &longs;equi&shy;<lb/>
 tur etiam fal&longs;um, videlicet lineas <expan abbr="&aelig;quidi&longs;t&atilde;tes">&aelig;quidi&longs;tantes</expan> A B, C D, concurrere. </s> tur etiam fal&longs;um, videlicet lineas <expan abbr="&aelig;quidi&longs;t&atilde;tes">&aelig;quidi&longs;tantes</expan> A B, C D, concurrere. </s>
           <s id="id.000825">&amp; pro&shy;<lb/>batur con&longs;equentia hoc modo, quia &longs;i angulus E G B, maior e&longs;t angulo <pb xlink:href="009/01/043.jpg" pagenum="43" />G H D, appo&longs;ito <expan abbr="vtiq;">vtique</expan> communi angulo B G H, erant primum, duo anguli <lb/>           <s id="s.000820">&amp; pro&shy;<lb/>batur con&longs;equentia hoc modo, quia &longs;i angulus E G B, maior e&longs;t angulo <pb pagenum="43" xlink:href="009/01/043.jpg"/>G H D, appo&longs;ito <expan abbr="vtiq;">vtique</expan> communi angulo B G H, erant primum, duo anguli <lb/>
 E G B, B G H, maiores, quam &longs;int duo B G H, G H D, quia &longs;i in&aelig;qualibus <lb/> E G B, B G H, maiores, quam &longs;int duo B G H, G H D, quia &longs;i in&aelig;qualibus <lb/>
 &aelig;qualia addantur, tota erunt in&aelig;qualia, vt prius per 4, axioma: hoc loco <lb/> &aelig;qualia addantur, tota erunt in&aelig;qualia, vt prius per 4, axioma: hoc loco <lb/>
 communis angulus additur &longs;emel maiori angulo, &amp; &longs;emel minori; &amp; ideo <lb/> communis angulus additur &longs;emel maiori angulo, &amp; &longs;emel minori; &amp; ideo <lb/>
 totum illud, in quo e&longs;t maior angulus, adhuc maius e&longs;t altero toto, in quo <lb/> totum illud, in quo e&longs;t maior angulus, adhuc maius e&longs;t altero toto, in quo <lb/>
 minor angulus continetur. </s> minor angulus continetur. </s>
           <s id="id.000826">at illi duo E G B, B G H, per 13. primi, &longs;unt <lb/>           <s id="s.000821">at illi duo E G B, B G H, per 13. primi, &longs;unt <lb/>
 &aelig;quales duobus rectis angulis, ergo duo <expan abbr="quoq;">quoque</expan> recti erunt maiores duobus <lb/> &aelig;quales duobus rectis angulis, ergo duo <expan abbr="quoq;">quoque</expan> recti erunt maiores duobus <lb/>
 internis B G H, D H G, &longs;iue hi duo interni erunt minores duobus rectis. <lb/> internis B G H, D H G, &longs;iue hi duo interni erunt minores duobus rectis. <lb/>
 </s> </s>
           <s id="id.000827">At quando hi duo interni &longs;unt minores duobus rectis, tunc line&aelig; A B, C D, <lb/>           <s id="s.000822">At quando hi duo interni &longs;unt minores duobus rectis, tunc line&aelig; A B, C D, <lb/>
 &longs;unt concurrentes, &longs;i protrahantur ad partes pr&aelig;dictorum <expan abbr="angulor&utilde;">angulorum</expan>. </s> &longs;unt concurrentes, &longs;i protrahantur ad partes pr&aelig;dictorum <expan abbr="angulor&utilde;">angulorum</expan>. </s>
           <s id="id.000828">quod <lb/>           <s id="s.000823">quod <lb/>
 P. <!-- REMOVE S-->Clauius luculenti, &amp; hactenus de&longs;iderata demon&longs;tratione ad 28. primi <lb/> P. <!-- REMOVE S-->Clauius luculenti, &amp; hactenus de&longs;iderata demon&longs;tratione ad 28. primi <lb/>
 demon&longs;trauit. </s> demon&longs;trauit. </s>
           <s id="id.000829"><expan abbr="Atq;">Atque</expan> hoc pacto ex prima fal&longs;a &longs;uppo&longs;itione, nimirum angu&shy;<lb/>           <s id="s.000824"><expan abbr="Atq;">Atque</expan> hoc pacto ex prima fal&longs;a &longs;uppo&longs;itione, nimirum angu&shy;<lb/>
 lum illum externum e&longs;&longs;e maiorem interno, &amp; oppo&longs;ito; &longs;equitur fal&longs;um, ni&shy;<lb/> lum illum externum e&longs;&longs;e maiorem interno, &amp; oppo&longs;ito; &longs;equitur fal&longs;um, ni&shy;<lb/>
 mirum lineas parallelas concurrere.</s> mirum lineas parallelas concurrere.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000830">Pr&aelig;terea &longs;i &longs;upponamus aliam fal&longs;itatem, &longs;cilicet triangulum habere tres <lb/>           <s id="s.000825">Pr&aelig;terea &longs;i &longs;upponamus aliam fal&longs;itatem, &longs;cilicet triangulum habere tres <lb/>
 angulos maiores duobus rectis, &longs;equetur eadem iterum fal&longs;itas, &longs;cilicet pa&shy;<lb/> angulos maiores duobus rectis, &longs;equetur eadem iterum fal&longs;itas, &longs;cilicet pa&shy;<lb/>
 <figure id="id.009.01.043.1.jpg" xlink:href="009/01/043/1.jpg" place="text"/><lb/> <figure id="id.009.01.043.1.jpg" place="text" xlink:href="009/01/043/1.jpg"/><lb/>
 rallelas coincidere, &amp; probatur &longs;ic; &longs;int enim <lb/> rallelas coincidere, &amp; probatur &longs;ic; &longs;int enim <lb/>
 <expan abbr="tri&atilde;guli">trianguli</expan> A B C, tres anguli maiores, quam duo <lb/> <expan abbr="tri&atilde;guli">trianguli</expan> A B C, tres anguli maiores, quam duo <lb/>
 recti anguli, &amp; per punctum C, ducta &longs;it recta <lb/> recti anguli, &amp; per punctum C, ducta &longs;it recta <lb/>
Line 3775 
Line 3765 
 continet, quorum alter, &longs;cilicet A C D, e&longs;t &aelig;qualis angulo A. erit idem to&shy;<lb/> continet, quorum alter, &longs;cilicet A C D, e&longs;t &aelig;qualis angulo A. erit idem to&shy;<lb/>
 talis angulus B C D, &aelig;qualis duobus angulis A, &amp; A C B, trianguli propo&longs;i&shy;<lb/> talis angulus B C D, &aelig;qualis duobus angulis A, &amp; A C B, trianguli propo&longs;i&shy;<lb/>
 ti. </s> ti. </s>
           <s id="id.000831">ergo totus i&longs;te angulus B C D, &longs;imul cum reliquo <expan abbr="tri&atilde;guli">trianguli</expan> angulo B. con&shy;<lb/>           <s id="s.000826">ergo totus i&longs;te angulus B C D, &longs;imul cum reliquo <expan abbr="tri&atilde;guli">trianguli</expan> angulo B. con&shy;<lb/>
 &longs;tabit compo&longs;itionem ex tribus angulis trianguli dati: &amp; con&longs;equenter ta&shy;<lb/> &longs;tabit compo&longs;itionem ex tribus angulis trianguli dati: &amp; con&longs;equenter ta&shy;<lb/>
 lis compo&longs;itio trium angulorum erit maior, quam &longs;int duo anguli recti. </s> lis compo&longs;itio trium angulorum erit maior, quam &longs;int duo anguli recti. </s>
           <s id="id.000832">ex <lb/>           <s id="s.000827">ex <lb/>
 quo &longs;equitur duas rectas B A, C D, &longs;uper quas cadit linea B C, faciens duos <lb/> quo &longs;equitur duas rectas B A, C D, &longs;uper quas cadit linea B C, faciens duos <lb/>
 angulos internos, &amp; ad ea&longs;dem partes, &longs;cilicet A B D, maiores duobus re&shy;<lb/> angulos internos, &amp; ad ea&longs;dem partes, &longs;cilicet A B D, maiores duobus re&shy;<lb/>
 ctis non e&longs;&longs;e parallelas, &longs;ed concurrentes &lpar;vt patet ex nuper citata demon&shy;<lb/> ctis non e&longs;&longs;e parallelas, &longs;ed concurrentes &lpar;vt patet ex nuper citata demon&shy;<lb/>
 &longs;tratione P. Clauij&rpar; quod fal&longs;um e&longs;t. </s> &longs;tratione P. Clauij&rpar; quod fal&longs;um e&longs;t. </s>
           <s id="id.000833">&amp; &longs;equitur ex &longs;ecunda fal&longs;a &longs;uppo&longs;itio&shy;<lb/>           <s id="s.000828">&amp; &longs;equitur ex &longs;ecunda fal&longs;a &longs;uppo&longs;itio&shy;<lb/>
 ne. </s> ne. </s>
           <s id="id.000834">ex quibus textus Ari&longs;t. videtur &longs;atis clarus.</s>           <s id="s.000829">ex quibus textus Ari&longs;t. videtur &longs;atis clarus.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000835"><arrow.to.target n="marg15"/></s>           <s id="s.000830"><arrow.to.target n="marg15"/></s>
         </p>         </p>
         <p type="margin">         <p type="margin">
           <s id="id.000836"><margin.target id="marg15"/>15</s>           <s id="s.000831"><margin.target id="marg15"/>15</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000837">Ex cap. 26. <emph type="italics"/>&lpar;Vt &longs;i A, duo recti, in quo autem P., triangulus, in quo vero C, <lb/>&longs;en&longs;ibilis triangulus, &longs;u&longs;picari <expan abbr="namq;">namque</expan> po&longs;&longs;et aliquis non e&longs;&longs;e C, &longs;ciens, quod omnis <lb/>           <s id="s.000832">Ex cap. 26. <emph type="italics"/>&lpar;Vt &longs;i A, duo recti, in quo autem P., triangulus, in quo vero C, <lb/>&longs;en&longs;ibilis triangulus, &longs;u&longs;picari <expan abbr="namq;">namque</expan> po&longs;&longs;et aliquis non e&longs;&longs;e C, &longs;ciens, quod omnis <lb/>
 triangulus habet duos rectos: quare &longs;imul no&longs;cet, &amp; ignorabit idem. </s> triangulus habet duos rectos: quare &longs;imul no&longs;cet, &amp; ignorabit idem. </s>
           <s id="id.000838">no&longs;ce enim <lb/>           <s id="s.000833">no&longs;ce enim <lb/>
 omnem triangulum, quod duobus rectis, non &longs;implex e&longs;t: &longs;ed hoc quidem eo, quod <lb/> omnem triangulum, quod duobus rectis, non &longs;implex e&longs;t: &longs;ed hoc quidem eo, quod <lb/>
 vniuer&longs;alem habet &longs;cientiam: illud autem eo, quod &longs;ingularem. </s> vniuer&longs;alem habet &longs;cientiam: illud autem eo, quod &longs;ingularem. </s>
           <s id="id.000839">&longs;ic igitur, vt vni&shy;<lb/>           <s id="s.000834">&longs;ic igitur, vt vni&shy;<lb/>
 uer&longs;ale nouit C, quod duo recti; vt autem &longs;ingulare non nouit, quare non habebit <lb/> uer&longs;ale nouit C, quod duo recti; vt autem &longs;ingulare non nouit, quare non habebit <lb/>
 contrarias&rpar;<emph.end type="italics"/> vide, qu&aelig; diximus lib. 1. &longs;ecto 3. cap. 1. ex quibus quidquid Ma&shy;<lb/> contrarias&rpar;<emph.end type="italics"/> vide, qu&aelig; diximus lib. 1. &longs;ecto 3. cap. 1. ex quibus quidquid Ma&shy;<lb/>
 thematicum e&longs;t hic, clarum redditur. </s> thematicum e&longs;t hic, clarum redditur. </s>
           <s id="id.000840">reliqua ver&ograve;, qu&aelig; ad Logicum &longs;pe&shy;<lb/>           <s id="s.000835">reliqua ver&ograve;, qu&aelig; ad Logicum &longs;pe&shy;<lb/>
 ctant, huius loci commentatores pro&longs;equuntur.</s> ctant, huius loci commentatores pro&longs;equuntur.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000841">In cap. 31. de Abductione.<!-- KEEP S--></s>           <s id="s.000836">In cap. 31. de Abductione.<!-- KEEP S--></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000842"><arrow.to.target n="marg16"/></s>           <s id="s.000837"><arrow.to.target n="marg16"/></s>
         </p>         </p>
         <p type="margin">         <p type="margin">
           <s id="id.000843"><margin.target id="marg16"/>16</s>           <s id="s.000838"><margin.target id="marg16"/>16</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000844">Notandum hic cum eruditi&longs;&longs;imo Burana, Abductionem hanc, de qua in hoc <lb/>           <s id="s.000839">Notandum hic cum eruditi&longs;&longs;imo Burana, Abductionem hanc, de qua in hoc <lb/>
 cap. agitur e&longs;&longs;e vocem mathematicam, <expan abbr="cam&qacute;">camque</expan>; Ari&longs;t. quemadmodum multa <lb/> cap. agitur e&longs;&longs;e vocem mathematicam, <expan abbr="cam&qacute;">eamque</expan>; Ari&longs;t. quemadmodum multa <lb/>
 alia &agrave; Mathematicis mutuatum ad omnes alias &longs;cientias tran&longs;tuli&longs;&longs;e. </s> alia &agrave; Mathematicis mutuatum ad omnes alias &longs;cientias tran&longs;tuli&longs;&longs;e. </s>
           <s id="id.000845">e&longs;&longs;e <pb xlink:href="009/01/044.jpg" pagenum="44" />autem terminum mathematicum colligitur manife&longs;t&egrave; ex Proelo, qui lib. 3. <lb/>           <s id="s.000840">e&longs;&longs;e <pb pagenum="44" xlink:href="009/01/044.jpg"/>autem terminum mathematicum colligitur manife&longs;t&egrave; ex Proelo, qui lib. 3. <lb/>
 in comm. <!-- REMOVE S-->Elem. Euclidis ad primam propo&longs;itionem primi Elementi, pag. <lb/> in comm. <!-- REMOVE S-->Elem. Euclidis ad primam propo&longs;itionem primi Elementi, pag. <lb/>
 </s> </s>
           <s id="id.000846">121. &longs;ic ait, Abductio ver&ograve; e&longs;t tran&longs;itus &agrave; propo&longs;ito problemate, vel theo&shy;<lb/>           <s id="s.000841">121. &longs;ic ait, Abductio ver&ograve; e&longs;t tran&longs;itus &agrave; propo&longs;ito problemate, vel theo&shy;<lb/>
 remate ad aliud, quo cognito, aut comparato Propo&longs;itum quoque per&longs;pi&shy;<lb/> remate ad aliud, quo cognito, aut comparato Propo&longs;itum quoque per&longs;pi&shy;<lb/>
 cuum e&longs;t. </s> cuum e&longs;t. </s>
           <s id="id.000847">Exempli cau&longs;a, cum cubi duplicatio propo&longs;ita e&longs;&longs;et ad inue&longs;ti&shy;<lb/>           <s id="s.000842">Exempli cau&longs;a, cum cubi duplicatio propo&longs;ita e&longs;&longs;et ad inue&longs;ti&shy;<lb/>
 gandam qu&aelig;&longs;tionem in aliud tran&longs;tulere, quod illud propo&longs;itum con&longs;equi&shy;<lb/> gandam qu&aelig;&longs;tionem in aliud tran&longs;tulere, quod illud propo&longs;itum con&longs;equi&shy;<lb/>
 tur, ad duarum nempe mediarum linearum inuentionem tran&longs;lata e&longs;t qu&aelig;&shy;<lb/> tur, ad duarum nempe mediarum linearum inuentionem tran&longs;lata e&longs;t qu&aelig;&shy;<lb/>
 &longs;tio, &amp; &longs;ic qu&aelig;rebant deinceps, quonam modo datis duabus rectis lineis, <lb/> &longs;tio, &amp; &longs;ic qu&aelig;rebant deinceps, quonam modo datis duabus rectis lineis, <lb/>
 du&aelig; medi&aelig; proportionales reperirentur. </s> du&aelig; medi&aelig; proportionales reperirentur. </s>
           <s id="id.000848">Primum autem dicunt Hippocra&shy;<lb/>           <s id="s.000843">Primum autem dicunt Hippocra&shy;<lb/>
 tem Chium pr&etail;dictorum titulorum, Abductionem feci&longs;&longs;e, qui &amp; lunul&aelig; qua&shy;<lb/> tem Chium pr&etail;dictorum titulorum, Abductionem feci&longs;&longs;e, qui &amp; lunul&aelig; qua&shy;<lb/>
 dratum fecit &aelig;quale, &amp; alia multa in Geometria inuenit. </s> dratum fecit &aelig;quale, &amp; alia multa in Geometria inuenit. </s>
           <s id="id.000849">h&aelig;c Proclus. <!-- KEEP S--></s>           <s id="s.000844">h&aelig;c Proclus. <!-- KEEP S--></s>
           <s id="id.000850">vbi <lb/>           <s id="s.000845">vbi <lb/>
 non di&longs;&longs;imulandum nos re&longs;titui&longs;&longs;e verbum, Abductionem, cuius loco inter&shy;<lb/> non di&longs;&longs;imulandum nos re&longs;titui&longs;&longs;e verbum, Abductionem, cuius loco inter&shy;<lb/>
 pres Procli vtitur inductionis voce, &longs;equuti &amp; rationem, &amp; gr&aelig;cum textum, <lb/> pres Procli vtitur inductionis voce, &longs;equuti &amp; rationem, &amp; gr&aelig;cum textum, <lb/>
 qui no&longs;tram hanc expo&longs;itionem euidenter po&longs;tulat, <foreign lang="greek">apagwgh\</foreign> enim valet &amp; <lb/> qui no&longs;tram hanc expo&longs;itionem euidenter po&longs;tulat, <foreign lang="greek">apagwgh\</foreign> enim valet &amp; <lb/>
 inductionem, &amp; abductionem, &longs;ed abductio omnino rei propo&longs;it&aelig; quadrat.</s> inductionem, &amp; abductionem, &longs;ed abductio omnino rei propo&longs;it&aelig; quadrat.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000851">Notandum pr&aelig;terea Hippocratem Chium fui&longs;&longs;e auctorem huius Abdu&shy;<lb/>           <s id="s.000846">Notandum pr&aelig;terea Hippocratem Chium fui&longs;&longs;e auctorem huius Abdu&shy;<lb/>
 ctionis, <expan abbr="eum&qacute;">eumque</expan>; feci&longs;&longs;e Abductionem &agrave; propo&longs;ito Problemate quadrandi cir&shy;<lb/> ctionis, <expan abbr="eum&qacute;">eumque</expan>; feci&longs;&longs;e Abductionem &agrave; propo&longs;ito Problemate quadrandi cir&shy;<lb/>
 culi, vnde manife&longs;t&egrave; apparet, Ari&longs;totelem ex Mathematicis hunc terminum <lb/> culi, vnde manife&longs;t&egrave; apparet, Ari&longs;totelem ex Mathematicis hunc terminum <lb/>
 mutu&ograve; accepi&longs;&longs;e, quandoquidem ex ij&longs;dem accepit etiam exemplum Abdu&shy;<lb/>ctionis Mathematic&aelig;, im&ograve; etiam exemplum ip&longs;ius authoris Abductionis <lb/> mutu&ograve; accepi&longs;&longs;e, quandoquidem ex ij&longs;dem accepit etiam exemplum Abdu&shy;<lb/>ctionis Mathematic&aelig;, im&ograve; etiam exemplum ip&longs;ius authoris Abductionis <lb/>
 Mathematic&aelig;. </s> Mathematic&aelig;. </s>
           <s id="id.000852">&longs;yllogi&longs;mus autem Hippocratis, quo o&longs;tendebat circuli qua&shy;<lb/>           <s id="s.000847">&longs;yllogi&longs;mus autem Hippocratis, quo o&longs;tendebat circuli qua&shy;<lb/>
 draturam reducebatur ad has propo&longs;itiones, omnis rectilinea figura qua&shy;<lb/> draturam reducebatur ad has propo&longs;itiones, omnis rectilinea figura qua&shy;<lb/>
 dratur, &longs;ed circulus reducitur ad figuram rectilineam, ergo circulus qua&shy;<lb/> dratur, &longs;ed circulus reducitur ad figuram rectilineam, ergo circulus qua&shy;<lb/>
 dratur. </s> dratur. </s>
           <s id="id.000853">in probatione minoris facta e&longs;t Abductio, cum enim ip&longs;e vellet re&shy;<lb/>           <s id="s.000848">in probatione minoris facta e&longs;t Abductio, cum enim ip&longs;e vellet re&shy;<lb/>
 ctificare circumferentiam circuli per lunulas, nec valeret, alij per lineam, <lb/> ctificare circumferentiam circuli per lunulas, nec valeret, alij per lineam, <lb/>
 quandam quadratricem, vt e&longs;t apud Pappum <expan abbr="Alexandrin&utilde;">Alexandrinum</expan>, &amp; apud P. <!-- REMOVE S-->Cla&shy;<lb/> quandam quadratricem, vt e&longs;t apud Pappum <expan abbr="Alexandrin&utilde;">Alexandrinum</expan>, &amp; apud P. <!-- REMOVE S-->Cla&shy;<lb/>
 uium in fine &longs;exti Elem. &amp; alij aliter fru&longs;tra conarentur, facta e&longs;t Abductio <lb/>circa probationem minoris, in qua adhuc Mathematici ver&longs;antur; qu&aelig; pro&shy;<lb/> uium in fine &longs;exti Elem. &amp; alij aliter fru&longs;tra conarentur, facta e&longs;t Abductio <lb/>circa probationem minoris, in qua adhuc Mathematici ver&longs;antur; qu&aelig; pro&shy;<lb/>
 batio, &longs;i tandem inueniri po&longs;&longs;et, mox &longs;equeretur principale <expan abbr="propo&longs;it&utilde;">propo&longs;itum</expan> pro&shy;<lb/> batio, &longs;i tandem inueniri po&longs;&longs;et, mox &longs;equeretur principale <expan abbr="propo&longs;it&utilde;">propo&longs;itum</expan> pro&shy;<lb/>
 blema, nimirum circulus quadraretur; vide qu&aelig; &longs;crip&longs;imus in cap. 3. Pr&aelig;&shy;<lb/> blema, nimirum circulus quadraretur; vide qu&aelig; &longs;crip&longs;imus in cap. 3. Pr&aelig;&shy;<lb/>
 dicam. <!-- REMOVE S-->de hac re, quia plurimum hunc conferunt. </s> dicam. <!-- REMOVE S-->de hac re, quia plurimum hunc conferunt. </s>
           <s id="id.000854">&longs;ed iam ad textus expli&shy;<lb/>           <s id="s.000849">&longs;ed iam ad textus expli&shy;<lb/>
 cationem veniamus.</s> cationem veniamus.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000855"><arrow.to.target n="marg17"/></s>           <s id="s.000850"><arrow.to.target n="marg17"/></s>
         </p>         </p>
         <p type="margin">         <p type="margin">
           <s id="id.000856"><margin.target id="marg17"/>17</s>           <s id="s.000851"><margin.target id="marg17"/>17</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000857">Ex eodem cap. <emph type="italics"/>&lpar;Veluti &longs;i K, e&longs;&longs;et quadrari, in quo autem E, rectilineum, in <lb/>           <s id="s.000852">Ex eodem cap. <emph type="italics"/>&lpar;Veluti &longs;i K, e&longs;&longs;et quadrari, in quo autem E, rectilineum, in <lb/>
 quo ver&ograve; F, circulus, &longs;i ip&longs;ius E F, vnum &longs;olum e&longs;&longs;et medium, hoc, quod e&longs;t, cum <lb/> quo ver&ograve; F, circulus, &longs;i ip&longs;ius E F, vnum &longs;olum e&longs;&longs;et medium, hoc, quod e&longs;t, cum <lb/>
 lunulis &aelig;qualem fieri circulum rectilineo, e&longs;&longs;e po&longs;&longs;et prop&egrave; ip&longs;um cogno&longs;cere, cum <lb/> lunulis &aelig;qualem fieri circulum rectilineo, e&longs;&longs;e po&longs;&longs;et prop&egrave; ip&longs;um cogno&longs;cere, cum <lb/>
 vero B C, neque credibilius &longs;it, quam A C, <expan abbr="neq;">neque</expan> pauca media, non dico Abductio&shy;<lb/> vero B C, neque credibilius &longs;it, quam A C, <expan abbr="neq;">neque</expan> pauca media, non dico Abductio&shy;<lb/>
Line 3880 
Line 3870 
 quod patet ducta &longs;emidiametro H G, perpendiculari ex B C, qu&aelig; &longs;uo extre&shy;<lb/> quod patet ducta &longs;emidiametro H G, perpendiculari ex B C, qu&aelig; &longs;uo extre&shy;<lb/>
 mo puncto G, &longs;ecat bifariam, &amp; <expan abbr="diametr&utilde;">diametrum</expan> B D, &amp; circumferentiam B G C. <lb/> mo puncto G, &longs;ecat bifariam, &amp; <expan abbr="diametr&utilde;">diametrum</expan> B D, &amp; circumferentiam B G C. <lb/>
 facto ergo centro G, de&longs;cribatur alter circulus per puncta B C D F, <expan abbr="conne-ctatur&qacute;">conne&shy;<lb/> facto ergo centro G, de&longs;cribatur alter circulus per puncta B C D F, <expan abbr="conne-ctatur&qacute;">conne&shy;<lb/>
 ctaturque</expan>; recta G C. in triangulo orthogonio B C D, latus B D, &longs;ubtenditur <pb xlink:href="009/01/045.jpg" pagenum="45" /><figure id="id.009.01.045.1.jpg" xlink:href="009/01/045/1.jpg" place="text"/><lb/> ctaturque</expan>; recta G C. in triangulo orthogonio B C D, latus B D, &longs;ubtenditur <pb pagenum="45" xlink:href="009/01/045.jpg"/><figure id="id.009.01.045.1.jpg" place="text" xlink:href="009/01/045/1.jpg"/><lb/>
 angulo recto C, ergo quadratum eius ex corol&shy;<lb/> angulo recto C, ergo quadratum eius ex corol&shy;<lb/>
 lario 47. primi, duplum erit quadrati B C, quare <lb/> lario 47. primi, duplum erit quadrati B C, quare <lb/>
 etiam circulus B C D F, duplus erit circuli A B&shy;<lb/> etiam circulus B C D F, duplus erit circuli A B&shy;<lb/>
Line 3891 
Line 3881 
 la B A C E, &aelig;qualis triangulo B C G, quod trian&shy;<lb/> la B A C E, &aelig;qualis triangulo B C G, quod trian&shy;<lb/>
 gulum &longs;i per vltimam &longs;ecundi quadretur, erit lu&shy;<lb/> gulum &longs;i per vltimam &longs;ecundi quadretur, erit lu&shy;<lb/>
 nula B A C, con&longs;equenter quadrata. </s> nula B A C, con&longs;equenter quadrata. </s>
           <s id="id.000858"><expan abbr="hucu&longs;q;">hucu&longs;que</expan> be&shy;<lb/>           <s id="s.000853"><expan abbr="hucu&longs;q;">hucu&longs;que</expan> be&shy;<lb/>
 n&egrave; procedit Hippocrates. <!-- KEEP S--></s> n&egrave; procedit Hippocrates. <!-- KEEP S--></s>
           <s id="id.000859">&longs;ed vt reliquum circu&shy;<lb/>           <s id="s.000854">&longs;ed vt reliquum circu&shy;<lb/>
 li quadret, &longs;ic pergit, ponatur recta L M, dupla <lb/> li quadret, &longs;ic pergit, ponatur recta L M, dupla <lb/>
 ip&longs;ius B C, &longs;upra quam &longs;emicirculus de&longs;cribatur <lb/> ip&longs;ius B C, &longs;upra quam &longs;emicirculus de&longs;cribatur <lb/>
 <figure id="id.009.01.045.2.jpg" xlink:href="009/01/045/2.jpg" place="text"/><lb/> <figure id="id.009.01.045.2.jpg" place="text" xlink:href="009/01/045/2.jpg"/><lb/>
 L O M, cui in&longs;cribatur hexagoni <lb/> L O M, cui in&longs;cribatur hexagoni <lb/>
 &aelig;quilateri dimidium L Q S M, &amp; &longs;u&shy;<lb/> &aelig;quilateri dimidium L Q S M, &amp; &longs;u&shy;<lb/>
 per tribus hexagoni lateribus, &longs;int <lb/> per tribus hexagoni lateribus, &longs;int <lb/>
 tres &longs;emicirculi, vt in figura. </s> tres &longs;emicirculi, vt in figura. </s>
           <s id="id.000860">&amp; <expan abbr="quo-ni&atilde;">quo&shy;<lb/>           <s id="s.000855">&amp; <expan abbr="quo-ni&atilde;">quo&shy;<lb/>
 niam</expan> diameter L M, dupla e&longs;t <expan abbr="vniu&longs;-cuiu&longs;q;">vniu&longs;&shy;<lb/> niam</expan> diameter L M, dupla e&longs;t <expan abbr="vniu&longs;-cuiu&longs;q;">vniu&longs;&shy;<lb/>
 cuiu&longs;que</expan> <expan abbr="diametror&utilde;">diametrorum</expan> B C, L Q, Q S, <lb/> cuiu&longs;que</expan> <expan abbr="diametror&utilde;">diametrorum</expan> B C, L Q, Q S, <lb/>
 S M, erit &longs;emicirculus L O M, &etail;qua&shy;<lb/> S M, erit &longs;emicirculus L O M, &etail;qua&shy;<lb/>
Line 3913 
Line 3903 
 tur <expan abbr="itaq;">itaque</expan> de trapezio tria triangula &aelig;qualia tribus lunulis, eo modo, quo &longs;u&shy;<lb/> tur <expan abbr="itaq;">itaque</expan> de trapezio tria triangula &aelig;qualia tribus lunulis, eo modo, quo &longs;u&shy;<lb/>
 pra in prima figura factum e&longs;t, &amp; quod relinquetur &aelig;quale erit &longs;emicirculo <lb/> pra in prima figura factum e&longs;t, &amp; quod relinquetur &aelig;quale erit &longs;emicirculo <lb/>
 B A C. quod deinde quadretur per vlt. </s> B A C. quod deinde quadretur per vlt. </s>
           <s id="id.000861">&longs;ecundi, &longs;ed aduerte, quod quando <lb/>           <s id="s.000856">&longs;ecundi, &longs;ed aduerte, quod quando <lb/>
 ait, ab&longs;cindantur de trapezio tria triangula &aelig;qualia lunulis, eo modo, quo <lb/> ait, ab&longs;cindantur de trapezio tria triangula &aelig;qualia lunulis, eo modo, quo <lb/>
 &longs;upra, committit deceptionem, quia eodem modo, quo &longs;upra minim&egrave; id fa&shy;<lb/> &longs;upra, committit deceptionem, quia eodem modo, quo &longs;upra minim&egrave; id fa&shy;<lb/>
 cere po&longs;&longs;umus, quia in &longs;uperiori figura triangula erant con&longs;tituta &longs;uper la&shy;<lb/> cere po&longs;&longs;umus, quia in &longs;uperiori figura triangula erant con&longs;tituta &longs;uper la&shy;<lb/>
Line 3926 
Line 3916 
 ciet : qu&igrave; enim fieri pote&longs;t, vt tam acutus inuentor, adeo manife&longs;tum erro&shy;<lb/> ciet : qu&igrave; enim fieri pote&longs;t, vt tam acutus inuentor, adeo manife&longs;tum erro&shy;<lb/>
 rem non vidi&longs;&longs;et, verum propter adinuenti excellentiam, authori &longs;uo pla&shy;<lb/> rem non vidi&longs;&longs;et, verum propter adinuenti excellentiam, authori &longs;uo pla&shy;<lb/>
 cuit paralogy&longs;mus. </s> cuit paralogy&longs;mus. </s>
           <s id="id.000862">mirabilis tamen &longs;emper habita e&longs;t illa &longs;uperior lunul&aelig; <lb/>           <s id="s.000857">mirabilis tamen &longs;emper habita e&longs;t illa &longs;uperior lunul&aelig; <lb/>
 quadratio. </s> quadratio. </s>
           <s id="id.000863">Ex quibus &longs;atis clara e&longs;&longs;e po&longs;&longs;unt ea, qu&aelig; ad <expan abbr="Mathematic&utilde;">Mathematicum</expan> per&shy;<lb/>           <s id="s.000858">Ex quibus &longs;atis clara e&longs;&longs;e po&longs;&longs;unt ea, qu&aelig; ad <expan abbr="Mathematic&utilde;">Mathematicum</expan> per&shy;<lb/>
 tinent, ad locum hunc de Abductione declarandum. </s> tinent, ad locum hunc de Abductione declarandum. </s>
           <s id="id.000864">facta e&longs;t igitur abdu&shy;<lb/>           <s id="s.000859">facta e&longs;t igitur abdu&shy;<lb/>
 ctio ab Hippocrate in quadratione trium po&longs;teriorum lunularum, in qua&shy;<lb/> ctio ab Hippocrate in quadratione trium po&longs;teriorum lunularum, in qua&shy;<lb/>
 rum quadratione diu immoratus, nunquam ni&longs;i cum paralogy&longs;mo quadra&shy;<lb/> rum quadratione diu immoratus, nunquam ni&longs;i cum paralogy&longs;mo quadra&shy;<lb/>
 re valuit. </s> re valuit. </s>
           <s id="id.000865">H&aelig;c pluribus, vt &longs;equentibus etiam textibus, in quibus huius te&shy;<lb/>           <s id="s.000860">H&aelig;c pluribus, vt &longs;equentibus etiam textibus, in quibus huius te&shy;<lb/>
 tragoni&longs;mi fit mentio &longs;atisfacere po&longs;&longs;imus. </s> tragoni&longs;mi fit mentio &longs;atisfacere po&longs;&longs;imus. </s>
           <s id="id.000866">Hippocrates i&longs;te Chius e&longs;t alter <pb xlink:href="009/01/046.jpg" pagenum="46" />ab illo Hippocrate Coo medicorum Magi&longs;tro, vt colligitur ex Alexandre <lb/>           <s id="s.000861">Hippocrates i&longs;te Chius e&longs;t alter <pb pagenum="46" xlink:href="009/01/046.jpg"/>ab illo Hippocrate Coo medicorum Magi&longs;tro, vt colligitur ex Alexandre <lb/>
 Aphrod. <!-- REMOVE S-->in Primum Meteororum de Cometis.<!-- KEEP S--></s> Aphrod. <!-- REMOVE S-->in Primum Meteororum de Cometis.<!-- KEEP S--></s>
         </p>         </p>
       </chap>       </chap>
       <chap>       <chap>
         <p type="head">         <p type="head">
           <s id="id.000867"><emph type="italics"/>Ex Primo Posteriorum re&longs;olutoriorum.<emph.end type="italics"/></s>           <s id="s.000862"><emph type="italics"/>Ex Primo Posteriorum re&longs;olutoriorum.<emph.end type="italics"/></s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000868"><arrow.to.target n="marg18"/></s>           <s id="s.000863"><arrow.to.target n="marg18"/></s>
         </p>         </p>
         <p type="margin">         <p type="margin">
           <s id="id.000869"><margin.target id="marg18"/>18</s>           <s id="s.000864"><margin.target id="marg18"/>18</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000870">Textu primo <emph type="italics"/>&lpar;Omnis doctrina, &amp; omnis di&longs;ciplina di&longs;cur&longs;iua ex pr&aelig;exi&shy;<lb/>           <s id="s.000865">Textu primo <emph type="italics"/>&lpar;Omnis doctrina, &amp; omnis di&longs;ciplina di&longs;cur&longs;iua ex pr&aelig;exi&shy;<lb/>
 &longs;tenti fit cognitione. </s> &longs;tenti fit cognitione. </s>
           <s id="id.000871">manife&longs;tum autem hoc &longs;peculantibus in omnibus, <lb/>           <s id="s.000866">manife&longs;tum autem hoc &longs;peculantibus in omnibus, <lb/>
 Mathematic&aelig; <expan abbr="namq;">namque</expan> &longs;cientiarum per hunc modum accedunt&rpar;<emph.end type="italics"/> quo mo&shy;<lb/> Mathematic&aelig; <expan abbr="namq;">namque</expan> &longs;cientiarum per hunc modum accedunt&rpar;<emph.end type="italics"/> quo mo&shy;<lb/>
 do Mathematic&aelig; fiant ex pr&aelig;cedenti cognitione, &longs;cilicet Princi&shy;<lb/> do Mathematic&aelig; fiant ex pr&aelig;cedenti cognitione, &longs;cilicet Princi&shy;<lb/>
 piorum per&longs;picu&egrave; quilibet videbit, qui &longs;altem primum <expan abbr="Elem&etilde;torum">Elementorum</expan> Eucli&shy;<lb/> piorum per&longs;picu&egrave; quilibet videbit, qui &longs;altem primum <expan abbr="Elem&etilde;torum">Elementorum</expan> Eucli&shy;<lb/>
 dis, vel &egrave; ianuis in&longs;pexerit; pr&etail;cedunt enim primo principiorum tria gene&shy;<lb/> dis, vel &egrave; ianuis in&longs;pexerit; pr&etail;cedunt enim primo principiorum tria gene&shy;<lb/>
 ra, quorum primum continet definitiones &longs;ubiecti Geometri&aelig;, vt definitio&shy;<lb/> ra, quorum primum continet definitiones &longs;ubiecti Geometri&aelig;, vt definitio&shy;<lb/>
 nes line&aelig;, &longs;uperficiei, trianguli, &amp;c: Secundum continet Po&longs;tulata. </s> nes line&aelig;, &longs;uperficiei, trianguli, &amp;c: Secundum continet Po&longs;tulata. </s>
           <s id="id.000872">Tertium <lb/>           <s id="s.000867">Tertium <lb/>
 Axiomata, &longs;eu communes omnium conceptiones, &amp; &longs;ententias, ex quibus <lb/>tanquam ex vberrimis, &amp; chri&longs;tallinis fontibus Demon&longs;trationes Geome&shy;<lb/> Axiomata, &longs;eu communes omnium conceptiones, &amp; &longs;ententias, ex quibus <lb/>tanquam ex vberrimis, &amp; chri&longs;tallinis fontibus Demon&longs;trationes Geome&shy;<lb/>
 tric&aelig; deriuantur. </s> tric&aelig; deriuantur. </s>
           <s id="id.000873">Idem v&igrave;dere licet in operibus aliorum Geometrarum, <lb/>           <s id="s.000868">Idem v&igrave;dere licet in operibus aliorum Geometrarum, <lb/>
 Archimedis, Apollonij, Pappi, &amp; c&aelig;terorum. </s> Archimedis, Apollonij, Pappi, &amp; c&aelig;terorum. </s>
           <s id="id.000874">Ali&aelig; &longs;imiliter mathematic&aelig;, <lb/>           <s id="s.000869">Ali&aelig; &longs;imiliter mathematic&aelig;, <lb/>
 vt Arithmetica, Per&longs;pectiua, Mu&longs;ica, Mechanica, A&longs;tronomia, non ni&longs;t ex <lb/> vt Arithmetica, Per&longs;pectiua, Mu&longs;ica, Mechanica, A&longs;tronomia, non ni&longs;t ex <lb/>
 pr&aelig;mi&longs;&longs;is, ac manife&longs;ti&longs;simis principijs &longs;uas demon&longs;trationes deducunt. <lb/> pr&aelig;mi&longs;&longs;is, ac manife&longs;ti&longs;simis principijs &longs;uas demon&longs;trationes deducunt. <lb/>
 </s> </s>
           <s id="id.000875">Nulla porr&ograve; alia &longs;cientia tam di&longs;tinct&egrave; &longs;ua pr&aelig;mittit principia, <expan abbr="tam&qacute;">tamque</expan>; per&shy;<lb/>           <s id="s.000870">Nulla porr&ograve; alia &longs;cientia tam di&longs;tinct&egrave; &longs;ua pr&aelig;mittit principia, <expan abbr="tam&qacute;">tamque</expan>; per&shy;<lb/>
 &longs;picua, &longs;icuti Mathematic&aelig;, vt non immerit&ograve; Philo&longs;ophus eas, tamquam <lb/> &longs;picua, &longs;icuti Mathematic&aelig;, vt non immerit&ograve; Philo&longs;ophus eas, tamquam <lb/>
 ver&aelig; &longs;cienti&aelig; <expan abbr="typ&utilde;">typum</expan>, <expan abbr="eum&qacute;">eumque</expan>; omnibus numeris ab&longs;olutum &longs;ibi ob oculos pro&shy;<lb/> ver&aelig; &longs;cienti&aelig; <expan abbr="typ&utilde;">typum</expan>, <expan abbr="eum&qacute;">eumque</expan>; omnibus numeris ab&longs;olutum &longs;ibi ob oculos pro&shy;<lb/>
 po&longs;uerit, ex quo ver&aelig; &longs;cienti&aelig; de&longs;criptionem hi&longs;ce libris complecteretur.</s> po&longs;uerit, ex quo ver&aelig; &longs;cienti&aelig; de&longs;criptionem hi&longs;ce libris complecteretur.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000876"><arrow.to.target n="marg19"/></s>           <s id="s.000871"><arrow.to.target n="marg19"/></s>
         </p>         </p>
         <p type="margin">         <p type="margin">
           <s id="id.000877"><margin.target id="marg19"/>19</s>           <s id="s.000872"><margin.target id="marg19"/>19</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000878">Tex. 2. <emph type="italics"/>&lpar;Quod enim omne triangulum habet duobus rectis &aelig;quales, pr&aelig;&longs;ciuit: <lb/>           <s id="s.000873">Tex. 2. <emph type="italics"/>&lpar;Quod enim omne triangulum habet duobus rectis &aelig;quales, pr&aelig;&longs;ciuit: <lb/>
 quod autem hoc, quod e&longs;t in &longs;emicirculo triangulum e&longs;t, &longs;imul inducens cognouit&rpar;<emph.end type="italics"/><lb/> quod autem hoc, quod e&longs;t in &longs;emicirculo triangulum e&longs;t, &longs;imul inducens cognouit&rpar;<emph.end type="italics"/><lb/>
 vide primo, qu&aelig; &longs;upra libro 1. Prior. <!-- REMOVE S-->&longs;ecto 3. cap. 1. explicaui de angulis <lb/> vide primo, qu&aelig; &longs;upra libro 1. Prior. <!-- REMOVE S-->&longs;ecto 3. cap. 1. explicaui de angulis <lb/>
 trianguli. </s> trianguli. </s>
           <s id="id.000879">deinde &longs;cias, quod quando Ari&longs;t. ait, hoc, quod e&longs;t in &longs;emicircu&shy;<lb/>           <s id="s.000874">deinde &longs;cias, quod quando Ari&longs;t. ait, hoc, quod e&longs;t in &longs;emicircu&shy;<lb/>
 lo triangulum, &amp;c. </s> lo triangulum, &amp;c. </s>
           <s id="id.000880">alludit ad demon&longs;trationem quandam, quam ip&longs;e infe&shy;<lb/>           <s id="s.000875">alludit ad demon&longs;trationem quandam, quam ip&longs;e infe&shy;<lb/>
 rius in exemplum adducet, &amp; qu&aelig; e&longs;t in 3. Elem. Euclidis 31. in qua talis fi&shy;<lb/> rius in exemplum adducet, &amp; qu&aelig; e&longs;t in 3. Elem. Euclidis 31. in qua talis fi&shy;<lb/>
 gura proponitur qualis e&longs;t pr&aelig;&longs;ens, in qua vides triangulum A B C. in &longs;e&shy;<lb/> gura proponitur qualis e&longs;t pr&aelig;&longs;ens, in qua vides triangulum A B C. in &longs;e&shy;<lb/>
 <figure id="id.009.01.046.1.jpg" xlink:href="009/01/046/1.jpg" place="text"/><lb/> <figure id="id.009.01.046.1.jpg" place="text" xlink:href="009/01/046/1.jpg"/><lb/>
 micirculo. </s> micirculo. </s>
           <s id="id.000881">tunc autem dicitur triangulum in <lb/>           <s id="s.000876">tunc autem dicitur triangulum in <lb/>
 &longs;emicirculo, quando ba&longs;is ip&longs;ius e&longs;t diameter <lb/> &longs;emicirculo, quando ba&longs;is ip&longs;ius e&longs;t diameter <lb/>
 &longs;emicirculi, &amp; reliqua duo latera ita concur&shy;<lb/>runt &longs;imul in angulum B, vt ip&longs;um pariter in <lb/> &longs;emicirculi, &amp; reliqua duo latera ita concur&shy;<lb/>runt &longs;imul in angulum B, vt ip&longs;um pariter in <lb/>
 circumferentia con&longs;tituant, quibus pr&etail;mi&longs;sis <lb/> circumferentia con&longs;tituant, quibus pr&etail;mi&longs;sis <lb/>
Line 4004 
Line 3994 
 te illius maioris propo&longs;itionis; omne triangulum habet tres, &amp;c.</s> te illius maioris propo&longs;itionis; omne triangulum habet tres, &amp;c.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000882"><arrow.to.target n="marg20"/></s>           <s id="s.000877"><arrow.to.target n="marg20"/></s>
         </p>         </p>
         <p type="margin">         <p type="margin">
           <s id="id.000883"><margin.target id="marg20"/>20</s>           <s id="s.000878"><margin.target id="marg20"/>20</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000884">Tex. 5. <emph type="italics"/>&lpar;Vera quidem igitur oportet e&longs;&longs;e, quoniam non e&longs;t non ens &longs;cire, vt quod <lb/>diameter &longs;it commen&longs;urabilis&rpar;<emph.end type="italics"/> con&longs;ule ea, qu&aelig; &longs;crip&longs;imus ad cap. 23. primi <lb/>           <s id="s.000879">Tex. 5. <emph type="italics"/>&lpar;Vera quidem igitur oportet e&longs;&longs;e, quoniam non e&longs;t non ens &longs;cire, vt quod <lb/>diameter &longs;it commen&longs;urabilis&rpar;<emph.end type="italics"/> con&longs;ule ea, qu&aelig; &longs;crip&longs;imus ad cap. 23. primi <lb/>
 Priorum, &longs;ecto 1. &longs;ine quibus locus hic &longs;atis intelligi nequit; ijs autem per&shy;<lb/> Priorum, &longs;ecto 1. &longs;ine quibus locus hic &longs;atis intelligi nequit; ijs autem per&shy;<lb/>
 ceptis &longs;ic <expan abbr="loc&utilde;">locum</expan> hunc explicare po&longs;&longs;umus, cum diameter quadrati &longs;it incom&shy; ceptis &longs;ic <expan abbr="loc&utilde;">locum</expan> hunc explicare po&longs;&longs;umus, cum diameter quadrati &longs;it incom&shy;
  
  
 <pb xlink:href="009/01/047.jpg" pagenum="47" />men&longs;urabilis lateri &longs;ui quadrati, fal&longs;um erit dicere diametrum e&longs;&longs;e com&shy;<lb/> <pb pagenum="47" xlink:href="009/01/047.jpg"/>men&longs;urabilis lateri &longs;ui quadrati, fal&longs;um erit dicere diametrum e&longs;&longs;e com&shy;<lb/>
 men&longs;urabilem pr&aelig;dicto lateri, quod autem fal&longs;um e&longs;t, illud non e&longs;t; igitur <lb/> men&longs;urabilem pr&aelig;dicto lateri, quod autem fal&longs;um e&longs;t, illud non e&longs;t; igitur <lb/>
 impo&longs;sibile e&longs;t &longs;cire diametrum e&longs;&longs;e commen&longs;urabile.</s> impo&longs;sibile e&longs;t &longs;cire diametrum e&longs;&longs;e commen&longs;urabile.</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000885"><arrow.to.target n="marg21"/></s>           <s id="s.000880"><arrow.to.target n="marg21"/></s>
         </p>         </p>
         <p type="margin">         <p type="margin">
           <s id="id.000886"><margin.target id="marg21"/>21</s>           <s id="s.000881"><margin.target id="marg21"/>21</s>
         </p>         </p>
         <p type="main">         <p type="main">
           <s id="id.000887">Hoc eodem cap. plura dicuntur de Principijs Demon&longs;trationis, &longs;iue &longs;cien&shy;<lb/>           <s id="s.000882">Hoc eodem cap. plura dicuntur de Principijs Demon&longs;trationis, &longs;iue &longs;cien&shy;<lb/>
 ti&aelig;, vt &longs;unt Dignitates, Po&longs;itiones, Definitiones, &amp; &longs;imilia, qu&aelig; quo modo <lb/> ti&aelig;, vt &longs;unt Dignitates, Po&longs;itiones, Definitiones, &amp; &longs;imilia, qu&aelig; quo modo <lb/>
 &longs;e habeant, &amp; quo modo illis