Borelli, Giovanni Alfonso, De motionibus naturalibus a gravitate pendentibus, 1670
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              mirùm efficiatur vertex eius aliquo pacto rotundus,
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              & contornatus, niſi adfuerit noua alia cauſa motum
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              eius accelerans, à qua proindè eius vertex acumi­
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              nari poteſt, vt ſuperiùs dictum eſt.
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              Cap. 4. poſi­
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              tiuam leui­
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              tatem noņ
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              dari.</s>
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              <s id="s.000724">Pergamus modò ad poſtremam difficultatem ab
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              eodem authore allatam. </s>
              <s id="s.000725">inquit enim:
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              ſint duæ pilæ
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              æneæ, vna ſolida exigui ponderis, altera maioris, ſed reple­
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              ta incluſo aere, hæſine dubio aſcendit ſuper aquam, non
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              item minor, ſi ergo aqua deorsùm tendens exprimit
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              pilam, cur non reliquam? </s>
              <s id="s.000727">non igitur pila mouetur ſursùm,
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              quia exprimitur, ſed quia in ſe habet aerem natura ſua le­
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              uem.
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              </s>
              <s id="s.000728"> Et huic profectò argumento nil aliud reſponde­
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              re poſſum, ſed tantùm monere authorem eius ſe noņ
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              eſſe ſatis memorem doctrinæ Archimedis, ex quą
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              deducitur ingentem pilam æneam excauatam, & ae­
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              re plenam minùs ponderare, quàm moles aquæ ei æ­
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              qualis, & ideò grauitas aquæ maior velut in librą
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              ſursùm eleuare debet minus pondus prædictæ pilæ
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              æne-aereæ, cum verò comparatur ænea pila ſolida
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              licèt paruula ſit, illa tamen grauior eſt multò magis,
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              quàm ſit moles aquæ huic pilulæ æqualis, cùmque
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              comparatio fieri debeat inter duas moles æquales
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              ſolidi nempè demerſæ pilæ æneæ
                <expan abbr="cũ">cum</expan>
              mole fluidi am­
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              bientis ei æquali, quia exceſſus ponderis penès pi­
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              lam
                <expan abbr="æneã">æneam</expan>
              exiſtit, neceſſariò maior eius grauitas præ­
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              ualebit, ideòque mergetur, & ad fundum deſcendet,
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              ex quo patet prædictum argumentum non probarę
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              pilam ęne-aeream vim leuitatis in ſe habere. </s>
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              Eiuſdem
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              authoris no­
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              ua difficul­
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              tas.</s>
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              Sed reijci­
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              tur.</s>
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            <p type="main">
              <s id="s.000731">Tandem operępretium erit diſſoluere nouas diffi-</s>
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