Monantheuil, Henri de, Aristotelis Mechanica, 1599
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                vel obliquè denticulatum, ita vt helici facilè congruat, aptetur: ma­
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                nifeſtum eſt, quod ad motum cochleæ etiam tympani C dentes ſuper
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                helicem cochleæ ad infinitum
                  <expan abbr="circumuertẽtur">circumuertentur</expan>
                . </s>
                <s id="id.002080">Vnde hæc cochlea di­
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                citur infinita, id eſt tandiu vertetur, quandiu quis volet. </s>
                <s id="id.002081">Eodem enim
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                modo ſemper ſe habebit tympanum ad cochleam. </s>
                <s id="id.002082">Porrò cochleæ vi
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                & beneficio admirabile certè quanta pondera moueantur. </s>
                <s id="id.002083">Refert
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                Munſterus Baſileæ ſe vidiſſe longißimas ſudes præacutis ferreis ro­
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                ſtris munitas olim in fundum profundiſsimè actas auelli. </s>
                <s id="id.002084">Quinetiam
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                aliquando integras domos ex lignis compaginatas in ſublime ſuble­
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                uari & cylindris aliquot ſubmiſsis aliò deferri: ſed & homińum
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                vſu propemodum immenſo quotidie experimur, quantum valeat
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                torquendo & premendo, dum vinum, oleum, ſuccos quoſlibet à
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                ſuis fructibus exprimimus, & honeſtam vſuram dominis ſuis
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                perſoluere cogimus, ita ad vltimum quadrantem vſque, vt à pu­
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                mice poſtea aquam citius extrahas: quam à fæcibus reliquis ſuc­
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                cum aliquem. </s>
                <s id="id.002085">Immo verò, quæ laudari nunquam ſatis poteſt, ſine
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                cochlea ars Typographica quid eſſe poſſet, Duo autem efficiunt vt
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                cochlea tanta poſsit. </s>
                <s id="id.002086">Primum quia eſt helix circa cochleam, quæ quò
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                eſt vertex cunei acutioris, eò facilius: ſed tardius mouet. </s>
                <s id="id.002087">Alterum
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                quia eſt vectis, quo cochlea circumuertitur, qui etiam quò longior, eò
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                facilius: ſed etiam tardius mouet.
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                Lib 1. Rud.
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                Math. </s>
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              <p type="main">
                <s id="id.002089">19.
                  <foreign lang="el">*peri\ troxilaiw=n.</foreign>
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                <s id="id.002090">19. De trochleis. </s>
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                  <foreign lang="el">*dia\ ti/, e)a/n tis du/o troxilai/as poih/sas e)pi\ dusi\ cu/lois
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                  sumba/llousin e(autoi=s e)nanti/ws, au(tai=s ku/klw| periba/lh|
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                  kalw/dion, e)/xon to\ a)/rthma e)k qate/rou tw=n cu/lwn,
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                  qa/teron de\ h)=| proserhreisme/non h)\ prosteqeime/non kata\ ta\s
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                  troxali/as, e)a\n e(/lkh| tis th=| a)rxh=| tou= kalwdi/ou, mega/la
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                  ba/rh prosa/gei, ka)\n h)=| mikra\ h( e(/lkousa i)sxu/s;</foreign>
                </s>
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                <s id="id.002092">Quare ſi quis in duobus
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                tignis inter ſe
                  <expan abbr="iũctisè">iunctisè</expan>
                  <expan abbr="cõtra­rio">contra­
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                  rio</expan>
                duas trochleas
                  <expan abbr="cõponẽs">componens</expan>
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                ipſis in circulo circum du­
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                xerit funiculum, qui lorum
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                quòd ſuſpendatur ex altero
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                tignorum, & alterum inni­
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                tatur, aut appoſitum ſit ad
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                trochleas, atque initium
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                funiculi traxerit, vt parua
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                vi trahat, magna tamen
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                pondera adducet. </s>
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