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Colored diff for /texts/archimedes/xml/Attic/monte_mecha_02_it_1581.xml between version 1.50 and 1.51

version 1.50, 2003/08/25 21:42:39 version 1.51, 2003/08/26 16:18:24
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 <s id="id.2.1.833.1.0"><emph type="italics"/>Sia il pe&longs;o A, alquale &longs;ia legata <lb/>la taglia, che habbia due girel&shy;<lb/>le, i cui centri &longs;iano BC: &amp; <lb/>&longs;ia la taglia appiccata di &longs;opra, <lb/>che habbia due altre girelle, i <lb/>cui centri &longs;iano DE, &amp; la <lb/>corda &longs;ia tirata intorno &agrave; tutte <lb/>le girelle, laquale &longs;ia legata al&shy;<lb/>la taglia di &longs;otto in F: &amp; &longs;ia <lb/>la po&longs;&longs;anza in G che &longs;o&longs;tiene <lb/>il pe&longs;o A. </s> <s id="id.2.1.833.1.0"><emph type="italics"/>Sia il pe&longs;o A, alquale &longs;ia legata <lb/>la taglia, che habbia due girel&shy;<lb/>le, i cui centri &longs;iano BC: &amp; <lb/>&longs;ia la taglia appiccata di &longs;opra, <lb/>che habbia due altre girelle, i <lb/>cui centri &longs;iano DE, &amp; la <lb/>corda &longs;ia tirata intorno &agrave; tutte <lb/>le girelle, laquale &longs;ia legata al&shy;<lb/>la taglia di &longs;otto in F: &amp; &longs;ia <lb/>la po&longs;&longs;anza in G che &longs;o&longs;tiene <lb/>il pe&longs;o A. </s>
 <s id="id.2.1.833.2.0">Dico che la po&longs;&longs;an<lb/>za di G &egrave; vn quinto del pe&longs;o <lb/>A. </s> <s id="id.2.1.833.2.0">Dico che la po&longs;&longs;an<lb/>za di G &egrave; vn quinto del pe&longs;o <lb/>A. </s>
 <s id="id.2.1.833.3.0">Siano tirate le linee HK <lb/>LM per li centri BC egual&shy;<lb/>mente di&longs;tanti dall&apos;orizonte, le <lb/>quali nel modo i&longs;te&longs;&longs;o, che di <lb/>&longs;opra &egrave; &longs;tato detto, dimo&longs;trere&shy;<lb/>mo e&longs;&longs;ere come leue, i &longs;o&longs;tegni <lb/>delle quali &longs;ono KM, &amp; il pe<lb/>&longs;o A pende attaccato nel me&shy;<lb/>zo BC dell&apos;vna, &amp; l&apos;altra le&shy;<lb/>ua, &amp; le tre po&longs;&longs;anze LHC, che <lb/>&longs;o&longs;tengono il pe&longs;o, lequali con <lb/>&longs;imile modo mo&longs;treremo e&longs;&longs;ere <lb/>eguali: percioche le corde fanno <lb/>l&apos;i&longs;te&longs;&longs;o officio, come &longs;e fo&longs;&longs;ero <lb/>po&longs;&longs;anze: &amp; percioche il pe&longs;o <lb/>dall&apos;vna, &amp; l&apos;altra leua HK <lb/>LM pe&longs;a egualmente, ilche &longs;i <lb/>dimo&longs;trer&agrave; ancora, come nelle <lb/>precedenti &egrave; &longs;tato dimo&longs;trato: <emph.end type="italics"/><lb/><arrow.to.target n="note235"/><emph type="italics"/>&longs;ar&agrave; ogni po&longs;&longs;anza po&longs;ta s&igrave; in L <lb/>ouero in G, che &egrave; il mede&longs;imo; <lb/>&amp; s&igrave; in H &amp; in C, cio&egrave; in F <lb/>vn quinto del pe&longs;o A. </s> <s id="id.2.1.833.3.0">Siano tirate le linee HK <lb/>LM per li centri BC egual&shy;<lb/>mente di&longs;tanti dall&apos;orizonte, le <lb/>quali nel modo i&longs;te&longs;&longs;o, che di <lb/>&longs;opra &egrave; &longs;tato detto, dimo&longs;trere&shy;<lb/>mo e&longs;&longs;ere come leue, i &longs;o&longs;tegni <lb/>delle quali &longs;ono KM, &amp; il pe<lb/>&longs;o A pende attaccato nel me&shy;<lb/>zo BC dell&apos;vna, &amp; l&apos;altra le&shy;<lb/>ua, &amp; le tre po&longs;&longs;anze LHC, che <lb/>&longs;o&longs;tengono il pe&longs;o, lequali con <lb/>&longs;imile modo mo&longs;treremo e&longs;&longs;ere <lb/>eguali: percioche le corde fanno <lb/>l&apos;i&longs;te&longs;&longs;o officio, come &longs;e fo&longs;&longs;ero <lb/>po&longs;&longs;anze: &amp; percioche il pe&longs;o <lb/>dall&apos;vna, &amp; l&apos;altra leua HK <lb/>LM pe&longs;a egualmente, ilche &longs;i <lb/>dimo&longs;trer&agrave; ancora, come nelle <lb/>precedenti &egrave; &longs;tato dimo&longs;trato: <emph.end type="italics"/><lb/><arrow.to.target n="note235"/><emph type="italics"/>&longs;ar&agrave; ogni po&longs;&longs;anza po&longs;ta s&igrave; in L <lb/>ouero in G, che &egrave; il mede&longs;imo; <lb/>&amp; s&igrave; in H &amp; in C, cio&egrave; in F <lb/>vn quinto del pe&longs;o A. </s>
 <s id="id.2.1.833.4.0">La po&longs;<lb/>&longs;anza dun&que; di G, che &longs;o&longs;tie&shy;<lb/>ne il pe&longs;o A. </s> <s id="id.2.1.833.4.0">La po&longs;<lb/>&longs;anza dun&que; di G, che &longs;o&longs;tie&shy;<lb/>ne il pe&longs;o A. &longs;ar&agrave; vn quinto <lb/>di e&longs;&longs;o pe&longs;o A. </s>
 <s id="N15AFF">&longs;ar&agrave; vn quinto <lb/>di e&longs;&longs;o pe&longs;o A. </s> 
 <s id="N15B03">che bi&longs;ognaua <lb/>mo&longs;trare. <emph.end type="italics"/></s></p><p id="id.2.1.834.0.0" type="margin"> <s id="N15B03">che bi&longs;ognaua <lb/>mo&longs;trare. <emph.end type="italics"/></s></p><p id="id.2.1.834.0.0" type="margin">
 <s id="id.2.1.834.1.0"><margin.target id="note235"/><emph type="italics"/>Per la<emph.end type="italics"/> 8. <emph type="italics"/>di &que;sto. <emph.end type="italics"/></s></p><figure id="id.037.01.152.1.jpg" xlink:href="037/01/152/1.jpg"/><pb pagenum="69" xlink:href="037/01/153.jpg"/> <s id="id.2.1.834.1.0"><margin.target id="note235"/><emph type="italics"/>Per la<emph.end type="italics"/> 8. <emph type="italics"/>di &que;sto. <emph.end type="italics"/></s></p><figure id="id.037.01.152.1.jpg" xlink:href="037/01/152/1.jpg"/><pb pagenum="69" xlink:href="037/01/153.jpg"/>
 <p id="id.2.1.837.0.0" type="main"> <p id="id.2.1.837.0.0" type="main">

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