Minima vis potest movere maximum pondus ; Aurifica alchymia non est impostura

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Title
Minima vis potest movere maximum pondus ; Aurifica alchymia non est impostura
Publication
[Cambridge (England) :: s.n.,
ca. 1585]
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Subject terms
University of Cambridge.
Poetry, Latin.
College verse, English.
Link to this Item
http://name.umdl.umich.edu/A17763.0001.001
Cite this Item
"Minima vis potest movere maximum pondus ; Aurifica alchymia non est impostura." In the digital collection Early English Books Online. https://name.umdl.umich.edu/A17763.0001.001. University of Michigan Library Digital Collections. Accessed June 1, 2025.

Pages

Page [unnumbered]

MINIMA VIS POTEST MO∣vere maximum pondus.

TOlle resistendi vim, si vis tollere rerum Difficiles motus. Nam sive moventibus addas, Sive adimas aliquid motis, aequalia fient. Res è sede sua rapidè submota moventi Se magis obfirmat, verùm sileniùs illam Moveris, invenies non tanta mole reniti. Ergo resistendi facilè minuenda potestas, Si motu celeri minùs, & propiore quieti Paulatim moveas: nam tardo tardior, illo Tardior esse potest, & multo tardior illo. Sic infinitis poterit vis illa resistens Diminui gradibus, nec vim superare valebit Motticem minimam. Capis haec? Ad caetera pergo. Si data vis levior motrix admittere majus Augmentum sine fine queat, praegrandia tandem Viribus aequabit, momentum nacta movebit. At vis in vectes rotulasue recepta paratas Auctior efficitur, vires{que} acquirit eundo. Libram scis fieri radijs aequalibus▪ aequant Res nullae nisi sint aequali pondere libram. In trutinis aliter, licet haud appenderis aequi- Pondia, dum radius radio sit longior, aequi- Libria comperies. Ostendam, concipe. Quantò Grandius exiguo sumpsisti pondere pondus, Majoris radium radius superare minoris Debet tantundem. sic illa aequaliterambo Pondera pendebunt, quamvis aequalia non sint. Si terrae moeat macilentus homuncio molem, Quid dices? rides? equidem non ludo, movebit. Vectis in extremo pendatur terra: Deinde Sat prope ponatur staterae hipomoclion. audin? Motricem vim pone datam, sint millia pondo. Da terrae pondus, quantum vis ipse: dedisti? In partes radium majorem diuide, done Invenias toties radij brevioris in illo Mensuram quoties numeratum in pondere grandi Pondus habes levius. Levius tum pondus eidem Appensum radio, moturum dico minori Appensum radio terrae vix mobile pondus. Haec si concipias quae sum de vecte locutus Cognosces melius quod presens 〈 in non-Latin alphabet 〉〈 in non-Latin alphabet 〉 docebit. Nonne rotas, axes, dentata{que} tympana cernis? Hae quatuor rotulae si centum millia pondo Vilibrae vnius moveant quotcum{que} libebit Plures adde rotas, pondus quodcun{que} movebis. Ergo axis medio supremi intellige centrum Staterae impositum▪ positum{que} hypomoclionillic. Staterae radius minor esto diameter axis, Dimidium vectis transmissi longior esto, Q•••• decuplo maior decuplo maiora movebit Pondera▪ tum verò, quia motis axibus ipsa Circumscripta simul moveantur tympana, primum Fertur ab axe suo moto nisi pondere librae Vnius, pondus decies tam grande valentis. Iam porrò perpende rotam quam sustinet axis Proximus. In medio ponas hypomoclion, ac si Efficeres trutinam velut antè: diameter axis Sit brevior, rotulae sit semidiameter alter Staterae radius maior porrectusad axis Supremi dentes, quorum rota prima rotatur Contactu, secum{que} suum circummovet axem: Nacta decem decies librarum pondus ab illo Majori radio decupla ratione minorem Vincenti radium, centum{que} movere valebit. Quantumcun{que} voles numero crescente rotarum Augetur vis prima movens ratione priori.
ERGO
Vim minimam gravium grandissima pondera rerum Sic constet varijs posse movere modis.
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