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cod-al7b30_alalal-i92379.xml
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cod-al7b30_alalal-i92379.xml
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<?xml version="1.0" encoding="UTF-8"?>
<?xml-model href="https://raw.githubusercontent.com/lombardpress/lombardpress-schema/1.0.0/src/out/diplomatic.rng" type="application/xml" schematypens="http://relaxng.org/ns/structure/1.0"?>
<?xml-model href="https://raw.githubusercontent.com/lombardpress/lombardpress-schema/1.0.0/src/out/diplomatic.rng" type="application/xml" schematypens="http://purl.oclc.org/dsdl/schematron"?>
<TEI xmlns="http://www.tei-c.org/ns/1.0">
<teiHeader>
<fileDesc>
<titleStmt>
<title>Articulus 3</title>
<author ref="#Albert">Albertus Magnus</author>
<respStmt>
<name ref="#jeffreycwitt">Jeffrey C. Witt</name>
<resp>Transcription Editor</resp>
<resp>TEI Encoder</resp>
</respStmt>
</titleStmt>
<editionStmt>
<edition n="0.0.0-dev">
<title>Articulus 3</title>
<date when="2022-06-21">June 21, 2022</date>
</edition>
</editionStmt>
<publicationStmt>
<authority>SCTA</authority>
<availability status="free">
<p>Published under a <ref target="https://creativecommons.org/licenses/by-nc-sa/4.0/">Attribution-NonCommercial-ShareAlike 4.0 International (CC BY-NC-SA 4.0)</ref>
</p>
</availability>
</publicationStmt>
<sourceDesc>
<listWit>
<witness xml:id="Bf" n="cod-al7b30">Paris 1894, v. 30</witness>
</listWit>
</sourceDesc>
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<editorialDecl>
<p>Encoding of this text has followed the recommendations of the LombardPress 1.0.0
guidelines for a diplomatic edition.</p>
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<revisionDesc status="draft">
<listChange>
<change when="2022-06-21" status="draft" n="0.0.0">
<p>Created file for the first time.</p>
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<text xml:lang="la">
<front>
<div xml:id="starts-on">
<pb ed="#Bf" n="445"/>
</div>
</front>
<body>
<div xml:id="alalal-i92379"><!-- l4d40a3 -->
<head xml:id="alalal-i92379-Hd1e99">Articulus 3</head>
<head xml:id="alalal-i92379-Hd1e101" type="question-title">Quid sit linea consanguinitatis ?</head>
<p xml:id="alalal-i92379-d1e104">
<pb ed="#Bf" n="445"/>
<cb ed="#Bf" n="a"/>
<lb ed="#Bf" n="1"/>ARTICULUS III.
<lb ed="#Bf" n="2"/>Quid sit linea consanguinitatis ?
</p>
<p xml:id="alalal-i92379-d1e115">
<lb ed="#Bf" n="3"/>Tertio queritur, Quid sit linea ?
</p>
<p xml:id="alalal-i92379-d1e120">
<lb ed="#Bf" n="4"/>Et dicitur communiter, quod linea est
<lb ed="#Bf" n="5"/>ordinata collectio personarum
consan<lb break="no" ed="#Bf" n="6"/>guinitate conjunctarum, ab eodem stipite
<lb ed="#Bf" n="7"/>descendentium, diversos gradus
conti<lb break="no" ed="#Bf" n="8"/>nens.
</p>
<p xml:id="alalal-i92379-d1e134">
<lb ed="#Bf" n="9"/>Objicitur autem,
<lb ed="#Bf" n="10"/>1. De hoc quod dicitur, Ordinata
col<lb break="no" ed="#Bf" n="11"/>leetio : quia hoc oportet intelligi de uno
<lb ed="#Bf" n="12"/>ordine : et hoc non convenit, quia tres
<lb ed="#Bf" n="13"/>ordines sunt in linea.
</p>
<p xml:id="alalal-i92379-d1e147">
<lb ed="#Bf" n="14"/>2. Item, Linea est etiam inter
perso<lb break="no" ed="#Bf" n="15"/>nas non consanguineas, sicut affines, et
<lb ed="#Bf" n="16"/>adoptatas, et spirituali vinculo
conjun<lb break="no" ed="#Bf" n="17"/>clas: ergo male dicitur, Consanguinitate
<lb ed="#Bf" n="18"/>conjunectarum.
</p>
<p xml:id="alalal-i92379-d1e160">
<lb ed="#Bf" n="19"/>3. Item, Male dici videtur, Ab eodem
<lb ed="#Bf" n="20"/>stipite descendentium : quia illi qui sunt
<lb ed="#Bf" n="21"/>in transversalibus secundum quod in
<lb ed="#Bf" n="22"/>transvorsalibus, sunt in linea non relata
<lb ed="#Bf" n="23"/>ad stipitem : ergo non semper ibi
at<lb break="no" ed="#Bf" n="24"/>tenditur descensus a stipite uno.
</p>
<p xml:id="alalal-i92379-d1e176">
<lb ed="#Bf" n="25"/>4. Item, Cum omnis linea sit infra.
<lb ed="#Bf" n="26"/>duos terminos tantum, videntur esse
<lb ed="#Bf" n="27"/>diversi duo gradus tantum : et hoc
ite<lb break="no" ed="#Bf" n="28"/>rum falsum est.
</p>
<p xml:id="alalal-i92379-d1e187">
<lb ed="#Bf" n="29"/>Responsio. Dicendum, quod non est
<lb ed="#Bf" n="30"/>magna vis in istis, dummodo virtus juris
<lb ed="#Bf" n="31"/>circa lineas attendatur.
</p>
<p xml:id="alalal-i92379-d1e196">
<lb ed="#Bf" n="32"/>Dicendum tamen primo, quod linea
<lb ed="#Bf" n="33"/>satis communiter est diffinita : et hoc
<lb ed="#Bf" n="34"/>quod dicitur, Ordinata colleciio, est
<lb ed="#Bf" n="35"/>genus secundum quod hic sumitur
<lb ed="#Bf" n="36"/>linea. Materia autem sive subjectum
for<lb break="no" ed="#Bf" n="37"/>me generis tangitur per hoc quod
dici<lb break="no" ed="#Bf" n="38"/>tur : Personarum consanguinitate, etc.
<lb ed="#Bf" n="39"/>Efficiens autem tangitur per hoc quod
<lb ed="#Bf" n="40"/>dicitur: Ab eodem stipite
descenden<lb break="no" ed="#Bf" n="41"/>tium : quia, sicut in mathematicis
secun<lb break="no" ed="#Bf" n="42"/>dum <ref xml:id="alalal-i92379-Rd1e222">
<name xml:id="alalal-i92379-Nd1e224">Alpharabium</name> in commento super
<lb ed="#Bf" n="43"/>Geometriam Euclidis</ref>, motus puncti facit
<lb ed="#Bf" n="44"/>lineam, ita motus et quaedam quasi
mul<lb break="no" ed="#Bf" n="45"/>tiplicatio stipitis hic facit lineam, de qua
<lb ed="#Bf" n="46"/>hic agitur: hoc autem quod dicitur,
<lb ed="#Bf" n="47"/>Diversos gradus continens, est ultima
<lb ed="#Bf" n="48"/>differentia complens esse linew civiliter
<lb ed="#Bf" n="49"/>sumpte.
</p>
<p xml:id="alalal-i92379-d1e244">
<lb ed="#Bf" n="50"/>Ad primum autem quod contra
objici<lb break="no" ed="#Bf" n="51"/>tur, dicendum quod ordo sumitur hic
<lb ed="#Bf" n="52"/>pro generali habitudine ad unum, hoc
<lb ed="#Bf" n="53"/>est, ad stipitem: et illa habitudo
salva<lb break="no" ed="#Bf" n="54"/>tur in omnibus lineis: nec oportet in
<lb ed="#Bf" n="55"/>diffinitione generis descendere in
diffe<lb break="no" ed="#Bf" n="56"/>rentias speciei: quia ille sunt posterius
<lb ed="#Bf" n="57"/>quam genus, et non diffiniunt ipsum.
</p>
<p xml:id="alalal-i92379-d1e264">
<lb ed="#Bf" n="58"/>Ad aliud dicendum, quod linea
con<lb break="no" ed="#Bf" n="59"/>sanguinitatis diffinitur hic, et non linea
<lb ed="#Bf" n="60"/>in genere, nisi sumatur genus
proxi<lb break="no" ed="#Bf" n="61"/>mum, scilicet consanguinitatis.
</p>
<p xml:id="alalal-i92379-d1e275">
<lb ed="#Bf" n="62"/>Ad aliud dicendum, quod nulla esset
<lb ed="#Bf" n="63"/>linea transversalis, nisi esset descensus
<lb ed="#Bf" n="64"/>ab uno stipite: quia ille qui est in linea
<lb ed="#Bf" n="65"/>transversali in parte una, nullo modo
<lb ed="#Bf" n="66"/>respiceret eum qui est in linea alia, nisi
<lb ed="#Bf" n="67"/>mediante stipite a quo ambo
descen<lb break="no" ed="#Bf" n="68"/>dunt: unde falsum supponitur in
obje<lb break="no" ed="#Bf" n="69"/>clione.
</p>
<p xml:id="alalal-i92379-d1e295">
<lb ed="#Bf" n="70"/>Ad aliud dicendum, quod linea ista
<lb ed="#Bf" n="71"/>est sicut signata linea in geometria quae
<lb ed="#Bf" n="72"/>divisa est in partes: etideo potest
con<lb break="no" ed="#Bf" n="73"/>tinere diversos gradus,
</p>
</div>
</body>
</text>
</TEI>