Alvarus, Thomas
,
Liber de triplici motu
,
1509
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Quarti tractatus.
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file
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0256
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256
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immediate poſt hoc caliditas et frigiditas non con
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ſtituēt numerū totalis latitudinis. </
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xml:space
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">Sed iam probo
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antecedens / quia dabilis eſt aer in ſua naturali diſ
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poſitione: et talis habet humiditatē ſummã: et cali-
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ditatem remiſſam non permixtam contrario cum ī
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ſua naturali diſpoſitione non exigat aliquam fri-
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giditatem: igitur eſt dare corpus in quo eſt remiſſa
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/>
caliditas ſuo ī ꝑmixta ↄ̈rio / quod fuit ꝓbanduꝫ. </
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>
<
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xml:space
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">An
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tecedens patet / q2 naturalis diſpoſitio aeris p̄t ab
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aliquibus cauſis naturalibus produci </
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>
<
s
xml:id
="
N29E55
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xml:space
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preserve
">(Alias enim
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non eēt illa diſpoſitio aeri naturalis cum nõ poſſꝫ
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eē aut a rerum natura produci) / igit̄̄ aliquando fuit
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naturaliter loquendo: aut aliquãdo erit: vel modo
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eſt
<
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xml:space
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">phūs. 1. c.</
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>
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<
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xml:space
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">Nulla enim potentia eſt fruſtra in natura primo
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celi </
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<
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xml:space
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">Ponatur igitur / illud ineſſe et habebitur propo
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ſitū </
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>
<
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="
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xml:space
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">Itē ignis ſūme calidus poteſt remitti a ſummo
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frigido maiori ſine inductione contrarie forme ī ip
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ſo igne: cum ignis a tota ſpecie nullū gradū frigidi
<
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tatis patiat̄̄: igitur in igne reperibilis eſt aliqua ca
<
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liditas remiſſa contrarii expers </
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>
<
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xml:id
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xml:space
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">Item ſortes q̇ nū-
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̄ fuit temperatus vel habuit habitum temperãtie
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p̄t habere habitū intēperantie remiſſum ſine habi-
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tu contrario: igitur ꝓpoſitum. </
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>
<
s
xml:id
="
N29E83
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xml:space
="
preserve
">Antecedens patꝫ: q2
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alias ſortes q̇ nun̄ habuit habitum temperantie
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non poſſet a non gradu acquirere habitum intēpe-
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rantie: quin eum ſubito acquireret vſ ad gradum
<
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ſummū: vel ſi ſucceſſiue acquireret: per aliquod tp̄s
<
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/>
plus produceretur in eo de habitu temperantie ̄
<
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intemperantie et ſic ſortes q̇ nun̄ habuit habitum
<
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temperantie nec intemperantie non poſſet prīo eē
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ītēꝑatꝰ nec tēꝑatꝰ. </
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>
<
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xml:space
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">Imo neceſſario priꝰ per magnuꝫ
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tempus eēt temperatus cum per magnū tempꝰ ha-
<
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bitus temperantie maior eēt et intenſior habitꝰ
<
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intemperantie acquiſitꝰ ſucceſſiue a non gradu: quo
<
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nihil abſurdius. </
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<
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xml:space
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">Item ſortes poteſt opinari remiſ-
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ſe abſ ſcientia: igitur propoſitum. </
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<
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="
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xml:space
="
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">Antecedens pꝫ
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facile / q2 põt ꝓpoſitionē nū̄ antea apprehenſam:
<
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ꝑꝑ rationem aliquã topicã opinari non habita de-
<
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monſtratione aliqua: igitur ſortes poteſt opinari
<
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/>
remiſſe abſ ſcientia. </
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>
<
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="
N29EB1
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xml:space
="
preserve
">Antecedēs patet / q2 in tali ca
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ſu eſt cauſa ꝓducens ſcīam vt conſtat: igr̄ </
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>
<
s
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="
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xml:space
="
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">Item ali
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as idem ſequeretur quod ſupra.</
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>
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<
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">Tertia concluſio. </
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<
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xml:space
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">Omnes gradꝰ dua
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rum qualitatum contrariarum non excedentes nu-
<
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merum totalis latitudinis alterius illarum ſūt ī eo
<
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dem ſubiecto adequato compoſſibiles: excedentes
<
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vero: ſe cõpatiuntur minime. </
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>
<
s
xml:id
="
N29EDC
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xml:space
="
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">Prima pars huiꝰ cõ-
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cluſionis probatur / q2 in aliquibus gradibus qua-
<
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/>
litates contrarie ſe cõpatiunt̄̄ / vt probatum eſt ar-
<
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/>
gumento in oppoſitū facto: et non in gradibus tota
<
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/>
lem latitudinem excedentibus / vt probabitur: cū ſe-
<
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cunda pars concluſionis probabit̄̄: igitur in omni
<
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bus non excedentibus ſe ↄ̨patiunt̄̄. </
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<
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">Secunda ꝑs ꝓ-
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batur ſuppoſito / ad inductionem vnius gradus q̈
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litatis contrarie ſequitur adequate vniꝰ gradus al
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terius corruptio ſi contraria ſit in ſubiecto </
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<
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">Et ar-
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guo ſic: ſi gradus qualitatum contrariarum excedē
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tes totalē latitudinem alterius illaꝝ ſe compatiun
<
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tur: ponat̄̄ / in aliquo corpore ſint ſex gradus cali
<
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ditatis: tribꝰ frigiditatis admixti. </
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>
<
s
xml:id
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xml:space
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">et approximetur
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ſumme calidū introducēs caliditatē in tale corpus
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et eius remittens frigiditatem. </
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<
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">Quo poſito arguit̄̄
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ſic / per inductionem ſeptimi gradus caliditatis cor
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rumpitur tertius frigiditatis: et ad inductionē octa
<
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ui corrumpit̄̄ ſecūdus frigiditatis adequate ex ſup
<
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poſito: igitur manet caliditas ſumma cum vno gra
<
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du frigiditatis: conſequens eſt impoſſibile per pri-
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mam concluſionem: igitur illud ex quo ſequitur. </
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<
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">et ꝑ
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Capitulum ſecundum.
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conſequens eius oppoſitum verum / quod fuit ꝓbã-
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dum.
<
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xml:space
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">1. correla.</
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>
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<
s
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xml:space
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">¶ Ex quo ſequitur primo / iſta ↄ̨ña nihil valꝫ
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iſte due qualitates ſunt contrarie: igitur ſe mutuo
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expellunt: </
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<
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xml:space
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">Iſta tamen eſt bona iſte qualitates ſunt
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contrarie / igitur mutuo ſe expellunt ſecundum ſe vĺ
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ſibi ſimiles in ſpecie. </
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<
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">Patet correlarium ex dictis ī
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ſecundo argumēto ante oppoſitum. </
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<
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">Nolo enim di-
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cere gradus caliditatis frigiditatis ſe compatien-
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tes nõ eē contrarios qm̄ ad eoꝝ contrarietatē ſuf
<
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ficit / poſſint eē partes qualitatum ſe mutuo expel
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lentium puta ſūmarum.
<
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">2. correlã</
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</
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<
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">¶ Sequitur ſecundo / in
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diffinitione qualitatum contrarium debet addi
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hec ꝑticula ſecundum ſe vel ſibi ſimiles in ſpecie: ita
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vt totalis diffinitio ſit iſta </
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<
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">Contraria ſunt que ab
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eodem genere poſita ſunt: et maxime a ſe inuicem di
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ſtant et eidem ſuſceptibili viciſſim īſunt: et mutuo ſe
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expellunt: m ſe vel ſibi ſimiles in ſpecie.
<
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">.3. correl.</
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>
</
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<
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">¶ Sequit̄̄
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tertio / quãuis gradus qualitatuꝫ contrariarum
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quorum numerus excedit totalem latitudinem al-
<
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terius illarum non ſint cõpoſſibiles: tamē gradus
<
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qualitatum ↄ̈riarum quorū totalis numerus ē mi-
<
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nor totali numero latitudinis graduum alterius il-
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larum bene ſe admittūt et ſe in eodē adequate ſub-
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iecto cõpatiuntur vt .3. gradus caliditatis tribꝰ fri-
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giditatis. </
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<
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">Patet correlarium ex ſecunda cõcluſiõe.</
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</
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<
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">Dubitatur primo vtrum ſit probabile
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contraria in omnibus gradibus ſe expellere.</
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</
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<
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<
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">¶ Dubitatur ſecundo vtrum cõplexio ſit qualitas
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producta ex actione qualitatum primaꝝ ↄ̈riarum.
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</
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<
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xml:space
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">¶ Dubitatur tertio vtrum complexio indi põt mu-
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tari in complexionem ſclaui ſine morte aut egritu-
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dine.</
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</
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<
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<
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">Ad primum dubium </
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<
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">Arguitur primo
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ratione doctoris ſubtilis ſecundo ſen. d. 2. q̄ſ. 9. </
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<
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">Si
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contraria in quibuſcun gradibus ſunt incõpoſſi
<
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bilia: ſequitur ſubiectū aliqñ eē denudatū ab vtro-
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contrariorum, aut nun̄ dari aliquã totalem al
<
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terationem ſucceſſiuam: ſed conſequens eſt falſum /
<
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igitur illud ex quo ſequitur. </
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>
<
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xml:space
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">Falſitas conſequentis
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pro ſecunda parte probatur. </
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>
<
s
xml:id
="
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xml:space
="
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">q2 nulla totalis alte-
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ratio eēt motus / quod eſt ↄ̈ phm̄. </
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>
<
s
xml:id
="
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xml:space
="
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">Pro prima parte
<
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ſimiliter probatur: q2 nun̄ vnū contrariorum cor
<
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rumpitur: niſi vt aliud inducatur: ergo cū primum
<
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fuerit corruptū aliud inducitur: et ſic nū̄ non denu
<
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datum ab vtro contrarioruꝫ. </
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>
<
s
xml:id
="
N29FC7
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xml:space
="
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">Sequela tñ ꝓbat̄̄ / q2
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per te in nullo tempore caliditas eſt ſimul cum fri-
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gidate. </
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>
<
s
xml:id
="
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xml:space
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">incipiat igitur calidum agere in frigidum
<
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remittittendo eius frigiditatem: vſ ad non gra-
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dum: deinde introducendo caliditatem. </
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>
<
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xml:id
="
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xml:space
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">Quo poſi
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to capio inſtans medium copulans tempus in quo
<
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nihil eſt caliditatis in illo paſſo cum tempore ī quo
<
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/>
nihil eſt frigiditatis puta inſtans in quo primū fri
<
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/>
giditas eſt vſ ad non gradum remiſſa / et arguo ſic /
<
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/>
vel in illo inſtanti eſt aliquid frigiditatꝪ in paſſo vĺ
<
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aliquid caliditatis: vel ne caliditas ne frigidi-
<
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tas. </
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>
<
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xml:id
="
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xml:space
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">Non primum q2 ex caſu illud inſtans eſt ṗmuꝫ
<
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non eē frigiditatis cõpletum: et in illo frigiditas eſt
<
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/>
primum remiſſa complete ad non gradum: igit̄̄ dã-
<
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dum eſt ſecundum vel tertium: et ſic vel ſubito induc
<
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ta eſt in paſſum aliquãta caliditas: vel in eo nec eſt
<
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caliditas nec frigiditas / ex quo ſequitur ꝓbandum
<
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</
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>
<
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="
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xml:space
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">¶ Dices forte ſicut dicit quidã concedendo ſequelaꝫ
<
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et negando falſitatem conſequentis. </
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>
<
s
xml:id
="
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xml:space
="
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">imo in inſtan
<
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ti illo medio in paſſo illo nec eſt caliditas nec frigi-
<
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ditas. </
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>
<
s
xml:id
="
N2A000
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xml:space
="
preserve
">Et dicit / non eſt inconueuiēs maneat ſub
<
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iectum per inſtans denudatum ab vtro contrario
<
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rum. </
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>
<
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xml:id
="
N2A007
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xml:space
="
preserve
">Et cum arguitur illud eē falſum / quia tunc nõ </
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