Monantheuil, Henri de
,
Aristotelis Mechanica
,
1599
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partium ſic ait, In triremibus
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remorũ
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extremitates ad vnam æqua
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litatem perueniunt, cum tamen ipſi omnes non ſint æquales, etenim
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etiam ibi medios eandem ob cauſam maximos efficiunt, id eſt, vt vi
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dere licet ex iſto cap. Galen. citato, vt manus digiti inæ quales ſunt,
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& medius longißimus ad firmam rerum apprehenſionem, & ap
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prehenſarum retentionem, quod illius munus eſt, quod non aliter fit
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quam quum digitorum extremitates ad æqualitatem perueniunt: ſic
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ob nauigationis perfectionem in valido & faciliori nauis, quâ prora
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ſpectat impulſu poſitam, remi facti ſunt inæquales, & eorum me
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dius maximus: & horum quidem iſta inæqualitas ob eandem cau
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ſam, vt ſcilicet remorum extremitates ſimul omnes in remigatione
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ad æqualitatem peruenirent. </
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<
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id
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">Ex his locis
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abbr
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vtriq;
">vtrique</
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conueniunt eiuſdem
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lateris remos eſſe inæquales: ſed in hoc in ſigniter diſcrepant, quod
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Galenus aſſerat medios, id eſt remos Zygitarum, ſeu
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<
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el
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eſſe
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maximos: Ariſtoteles non hos, ſed
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Thranitarũ
">Thranitarum</
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. </
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<
s
id
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">Et
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verũ
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dicere Gale
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num cognoſcemus ſi prius intellexerimus quomodo remorum extre
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mitates in remigationis ictu ad æqualitatem perueniant. </
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<
s
id
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id.001050
">Ad hanc
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enim peruenire poſſunt duobus tantum modis, priore ſi intelligamus
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tranſtrorum ordines
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poſitos eſſe ita, vt de
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ſinant ſecundum re
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ctam A B parallelam
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rectæ, quæ in naui ex
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tenderetur à prora ad
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puppim cuiuſmodi eſto
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C D, cui etiam altera
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E F in mari parallela
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ad quam extremitates
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peruenirent, ita vt
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ſponda nauis ad cuius
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G H T ſcalmos eſſent
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alligati remi K G P,
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M H N, O T P.
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</
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<
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">Sed ſi ſic præterquam
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quod Thalamitarum
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Zygitarum & Thra
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