Alvarus, Thomas
,
Liber de triplici motu
,
1509
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De motu alterationis quo ad cauam
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tatis cū luminoſo agente. </
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<
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">Sit a. lumino
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ſum gradu c. agēs latitudinem luminis a .c. gradu
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vſ ad non gradū: ſit .d. gradus in f. ꝓportione
<
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remiſſior c. et ſit b. luminoſum equale ipſi a. quãtita
<
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tiue in f. tamē ꝓportiõe remiſſius. </
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>
<
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ponatur in puncto in quo eſt d. gradus: cõſeruabit̄̄
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/>
idem gradus q̇ cõſeruat̄̄ ab a. extenſiue et intenſiue
<
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</
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>
<
s
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xml:space
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">QꝪ ſic oſtēditur / q2 d. eſt in f. ꝓportiõe remiſſior ip̄o
<
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c. et latitudo luminis eſt vniformiter difformis: igr̄
<
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d. in f. ꝓportõe minus diſtat a nõ gradu / c. pꝫ hec
<
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/>
cõſequētia aſpicienti naturã qualitatis vniformiṫ
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difformis ad nõ gradum terminate. </
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>
<
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xml:space
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">Et ex ↄ̨ſequēti
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ſeq̇tur / diſtãtia ꝑ quam agit a. eſt in f. ꝓportione
<
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maior ꝙ̄ diſtantia inter d. et nõ gradū totius lumi
<
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/>
nis ꝓducti ab a. </
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<
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xml:space
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">Et b. eſt equalis quãtitatis cū ip̄o
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a. et in f. ꝓportiõe remiſſius: g̊ ſi ponatur b. ad pun-
<
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ctum ī quo eſt d. gradus luminis ↄ̨ſeruabit̄̄ idē gra
<
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/>
dus luminis q̇ ↄ̨ſeruatur ab a. intenſiue et extenſiue
<
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/>
patet ↄ̨ña / q2 aget latitudinē a .d. vſ ad nõ gradū
<
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/>
per diſtantiã in f. ꝓportiõe minorē ꝙ̄ a. / vt ptꝫ ex .4.
<
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fuppõne: et talis eſt diſtautia inter d. et nõ gradū lu
<
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minis: igr̄ etc̈. </
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>
<
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">Ptꝫ g̊ cõcluſio. </
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<
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">plura in hac materia
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dicerē niſi tota ip̄a in īteret̄̄ illis ſuppõnibꝰ q̈rū i-
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tas ē ſuſpecta. </
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>
<
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">vt ptꝫ ex dictis. </
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<
s
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xml:space
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">Et ꝑ hoc pꝫ rḋſio ad
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dubiū eſt em̄ prīa ꝓpõ cõcluſio reſponſiua.
<
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xml:id
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xml:space
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">Soluit̄̄
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2. dubiū.</
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>
</
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<
s
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xml:space
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tiones ante oppoſitum patet reſpõſio ex dictis ſūt
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enim pro ꝑte dubii quã ſuſtineo. </
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>
<
s
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="
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xml:space
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">¶ Ad rationem in
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oppoſitū pꝫ ſolutio ex dictis.</
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</
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<
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difficul-
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tas actio
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nis.</
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>
<
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<
s
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xml:space
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">Ad ſecundū dubiū ſoluenduꝫ </
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>
<
s
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="
N27576
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xml:space
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">Aduer-
<
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tēdū eſt nõ eſt difficultas actiõis aliſi ꝙ̄ agēs vel
<
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effectꝰ ſiue actio ipſiꝰ agētis. </
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>
<
s
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="
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xml:space
="
preserve
">p̄t aūt ſic diffiniri diffi
<
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cultas actõis eſt actio q̄ ꝓducit̄̄ cū reſiſtētia ab agē
<
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te a finita ꝓportiõe.
<
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xml:id
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xml:space
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">1. correĺ.</
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>
</
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<
s
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xml:space
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">¶ Ex hoc ſeq̇t̄̄ / deꝰ nõ ꝓducit
<
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difficultatē actionis niſi vt forte cõcurrit cū creatu
<
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/>
ris q2 nichil duo reſiſtit.
<
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xml:id
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xml:space
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">2. correĺ.</
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>
</
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<
s
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xml:space
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">¶ Sequit̄̄ ſcḋo luminoſum
<
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nõ facere difficultatē actiõis / q2 nõ agit cū reſiſtētia
<
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</
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<
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">Itē nec aīa intelligēdo ꝓpter eandē rõnem.
<
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xml:id
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xml:space
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">3. correĺ.</
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>
</
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<
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xml:space
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">¶ Seq̇-
<
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tur tertio difficultatē actiõis nõ ꝓuenire a ꝓportio
<
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ne equalitatis: nec minoris equalitatis. </
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<
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">nulla em̄
<
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actio ꝓducit̄̄ mediãte ꝓportiõe equalitatis aut mi
<
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noris ineq̈litatis: igit̄̄ nec difficultas actõis cū dif
<
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/>
ficultas actõis ſit actio.
<
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">4. correĺ.</
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</
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<
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">¶ Siq̇tur .4. / difficultas
<
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actionis nõ eſt attēdenda penes potentiã agētis ſe
<
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cundū vltimū. </
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<
s
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="
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">q2 tunc ſeq̄retur deū agentē in inſtã
<
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ti facultatē in agendo: īmo maximã poſſibilē / quod
<
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eſt abſurdū. </
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>
<
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="
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">Et miror de cal. quomõ nolluit cõcede
<
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re difficultatē actionis intēdi cū diminuit̄̄ ꝓportio
<
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cū vocabulū illud videat̄̄ importare: nec vn̄ vidi
<
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aliquē in tali ſignificantia vtētē illo vocabulo: pau
<
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lū venetū et ip̄m excipio. </
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>
<
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<
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poñe cõſignificare. </
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<
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mino.
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īperator</
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>
</
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<
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">Nã facilitas ſiue facultas qḋ idem eſt facili-
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tatē ſiue poteſtatē agendi ſignificat vnde 2.11. q. vi.
<
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c. biduū et eſt verbū Marci imperatoris .ff. quando
<
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appellandū ſit. </
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>
<
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">Si q̇s ipſius a quo appelauit ad-
<
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eundi facultatē nõ habuit etc. capitur facultas ꝓ co
<
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pia et poteſtate aliq̇d faciēdi hinc diuitie facultates
<
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dicuntur et ſimiliter poſſeſſiões:
<
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xml:space
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">phūs pri
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mo ethi.</
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q2 illis mediãtibꝰ
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magna facile poſſumus et ꝑ clara pḣs .1. ethi. impo
<
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ſibile eī eſt vtis res ꝑ claras agat cui facultates de
<
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ſunt inde facultates eccĺe. xiti. q. ii. huic cõtrariū eſt
<
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verbū difficultas quaſi nõ facultas ſiue labore ope
<
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randi.
<
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xml:space
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1. per the.
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mari.</
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>
</
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<
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">inde difficile quod nõ ſiue labore fieri poteſt
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Mantuanꝰ omne qḋ excellens etc. </
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<
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incremēta tarda hꝫ.
<
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>
</
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<
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terre colleſ maligni.
<
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xml:space
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">2. geor.
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Eccle. 1.</
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</
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<
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">hinc difficile quod aliqñ ca-
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pitur pro nõ vt in calce. d.c. biduū: nõnū̄ vero pro
<
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vix eccle. primo preuerſi difficile corriguntur etc.</
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>
</
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>
<
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chead
="
De motu alterationis quo ad cauam
"/>
<
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<
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xml:space
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">Sed q2 diſputatio de ſignificãtis dictionum ad
<
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grãmaticū ſpectat non ad pḣm: ſuperſedeo.</
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</
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">Soluit̄̄
<
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2. dubiū</
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>
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<
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">Sit igitur cõcluſio reſponſiua ad du
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bium. </
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<
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">Difficultas actionis menſuranda eſt penes
<
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paruitaten proportionis maioris inequalitatis:
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</
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<
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">Ita quanto proportio agētis ad paſſum eſt mi-
<
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nor tanto difficultas actionis eſt maior. </
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>
<
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="
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<
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ſtat argumentum calculataoris: et pauli ve. inferen-
<
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tium / tunc ſeq̄retur / tãte difficultatis eſſet ꝓta-
<
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/>
re vnū granū milli ſicut vnum magnuꝫ molare: qm̄
<
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illud nõ eſt incõueniēs: imo verum reſpectu potētie
<
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maioris et minoris. </
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>
<
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bus aliorum modorum cõmēſurande difficultatis
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actionis patet. </
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>
<
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<
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quitur poſſibilis. </
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<
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xml:space
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">Et ꝑ hoc patet ad dubium.</
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>
</
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<
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xml:id
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xml:space
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">Soluit̄̄
<
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3. dubiū.</
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>
<
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<
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">Ad tertium dubium. </
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>
<
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xml:space
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">Reſpondetur ꝑ
<
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talem concluſionem </
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>
<
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="
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">Agens naturale poteſt equeu
<
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lociter agere in remotum et ꝓpinquum. </
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>
<
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">hec conclu
<
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ſio patet ex deductione tertii argumenti principa-
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lis ante oppoſitum.
<
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="
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xml:id
="
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xml:space
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">Cõtra pe
<
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/>
trū ḋ mã
<
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/>
tua: et Iõ
<
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/>
hannē de
<
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caſali.</
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>
</
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>
<
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="
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xml:space
="
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">Et hec cõcluſio eſt cõtra petruꝫ
<
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/>
mantuanū: et iohãnem de caſali. </
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>
<
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xml:id
="
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xml:space
="
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">Sed contra / eã ſic
<
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arguitur ioannes de caſali. </
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>
<
s
xml:id
="
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xml:space
="
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">Sit paſſum ita diſpoſi
<
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/>
tum vt per te agens d. equeuelociter agat in pun-
<
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ctum eius a. propinquiorem et b. remotiorem. </
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>
<
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="
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xml:space
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">Et ſit
<
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/>
c. agens minus cuius actio in idem paſſū ṫminetur
<
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ad a. punctū ita ꝓpinquiū ipſi c. ſicut d. </
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>
<
s
xml:id
="
N276DD
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xml:space
="
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">Et augeat̄̄
<
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/>
ↄ̨tinuo c. quouſ ſit equale ipſi d. ita tñ ſemꝑ eiꝰ
<
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/>
actio terminet̄̄ ad nõ gradū quouſ deueniat eiꝰ
<
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/>
actio ad b. punctū. </
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>
<
s
xml:id
="
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"
xml:space
="
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">quo poſito argr̄ ſic / c. ↄ̨tinuo a-
<
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/>
get velociꝰ in ꝓpinquū ꝙ̄ in remotū quouſ actio
<
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/>
eiꝰ deueniat ad b. </
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>
<
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xml:id
="
N276ED
"
xml:space
="
preserve
">Et deinde ↄ̨tinuo aget in a. ꝓpī-
<
lb
/>
quū velociꝰ ꝙ̄ in b. remotū, et erit equale aliquãdo
<
lb
/>
ipſi d. agens ↄ̨tinuo in equalē reſiſtētiã oīno cete-
<
lb
/>
ris paribꝰ: igr̄ d. ↄ̨tinuo agit velociꝰ in a. ꝙ̄ in b. / qḋ
<
lb
/>
eſt oppoſitū dati: ↄ̨ña ptꝫ cū maiore ex hypotheſi.
<
lb
/>
</
s
>
<
s
xml:id
="
N276F9
"
xml:space
="
preserve
">Et minor ꝓbat̄̄ / q2 ↄ̨tinuo erit c. ꝓpinquiꝰ a. quã b.
<
lb
/>
et ↄ̨tinuo habebit maiꝰ iuuamē ex ꝑte effectꝰ ꝓducti
<
lb
/>
ad a. ꝙ̄ ad b. / igr̄ ↄ̨tinuo velociꝰ agit c. ad a. ꝙ̄ ad b. /
<
lb
/>
qḋ fuit ꝓbandū: hec eſt ferme vtriꝰ rationis ioãnis
<
lb
/>
de caſali. </
s
>
<
s
xml:id
="
N27704
"
xml:space
="
preserve
">Ad hanc rationē rñdeo admiſſo caſu cõ-
<
lb
/>
cedēdo maiorem: et negando c. ↄ̨tinuo agat in eq̈
<
lb
/>
lem reſiſtentiam reſiſtentie in quã agit d. q2 cū c. in
<
lb
/>
cipit agere in tale paſſum: cū incipiat fortius age-
<
lb
/>
re in ꝓpinquū ꝙ̄ ī remotū ex hypotheſi: iã illud pa
<
lb
/>
ſum in quod agit c. incipit eſſe diſſimile illi in quod
<
lb
/>
d. natū eſt eque velociter agere reſpectu propinqui
<
lb
/>
et remoti. </
s
>
<
s
xml:id
="
N27715
"
xml:space
="
preserve
">Et ſi dicas volo / iuuamime extrinſeco fi
<
lb
/>
at continuo tm̄ reſiſtat adequate paſſum ī quod
<
lb
/>
agit c. ſicut paſſum in qod agit d. admitto illud: et
<
lb
/>
tunc dico ad argumentū negando minorē vcꝫ cū
<
lb
/>
actio c. deuenerit ad b. continuo aget c. velociꝰ in a.
<
lb
/>
̄ in b. ymo cuꝫ c. fuerit equale ipſi d. incipiet agere
<
lb
/>
q̈liter ad a. et b. eſto aliqñ tardiꝰ cõtinuo egerit.
<
lb
/>
</
s
>
<
s
xml:id
="
N27725
"
xml:space
="
preserve
">Nã cū primo eſt eq̈le ipſi d. incipit habere equalem
<
lb
/>
proportionē ad quolꝫ punctū. </
s
>
<
s
xml:id
="
N2772A
"
xml:space
="
preserve
">Stat eī platonē cõ-
<
lb
/>
tinuo per horã velociꝰ ſorte moueri: et tñ in fine eq̈li
<
lb
/>
ter moueri et ad ꝓbationeꝫ nego iſtã ↄ̨ñam cõtinuo
<
lb
/>
erit c. ꝓpinquiꝰ a. ꝙ̄ b. et ↄ̨tinuo habebit maius iu-
<
lb
/>
uamen ex parte effectus ꝓducti ad a. ꝙ̄ ad b. / igit̄̄ cõ
<
lb
/>
tinuo velocius agit c. ad a ꝙ̄ ad b. q2 ſicut iuuameu
<
lb
/>
tum eſt maius ad a. ꝙ̄ ad b. ita reſiſtentia eſt minor
<
lb
/>
ad b. ꝙ̄ ad a. / nec obſtat / cõtinuo equaliter corrum
<
lb
/>
pitur de reſiſtētia in ꝓpinquū et remotū: reſiſtentia
<
lb
/>
eſt minoris in remotū ꝙ̄ in ꝓpinquū: et qñ idem exceſ-
<
lb
/>
ſus demptꝰ ē a maiori et minori etc. q2 totalis reſi-
<
lb
/>
ſtentia intrinſeca videlicet et extrinſeca ad quodli-
<
lb
/>
bet pūctū eſt equalis: eſto intrīſeca ſit inequalis
<
lb
/>
</
s
>
<
s
xml:id
="
N27746
"
xml:space
="
preserve
">Et ꝑ hoc pꝫ rñſio ad tertium dubium.</
s
>
</
p
>
</
div
>
</
div
>
</
div
>
</
div
>
</
text
>
</
echo
>