Archimedes
,
Archimedis De iis qvae vehvntvr in aqva libri dvo
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tim interpretis errore deprauata emendaui; </
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uetuſtate corrupta & </
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gritatem redegi, compluribus, quæ deſiderabantur,
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meo, ut aiunt, marte ſuppletis. </
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<
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xml:space
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">Deinde quoniam Ar-
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chimedes, quemadmodum ſupra dixi, non nulla po-
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nit, ut perſpicua, & </
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">quæ uel ipſe, uel ſuperiores ma-
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thematici ἀποδείξεσι confirmauerunt, coactus ſum non
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ſine maximo negotio ex ijs principijs conicæ diſcipli
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næ Apollonij Pergæi, quæ in manus noſtras peruene-
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rũt, nouas probationes adhibere, nequid eſſet, quod
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diligentem lectorem in hac parte remorari poſſet. </
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<
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">re
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ſtabat, ut theorema illud, quod ſine cognitione cen-
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tri grauitatis corporum ſolidorũ percipinon poteſt,
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uidelicet, Centrum grauitatis in portionibus conoi-
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dis rectanguli axem ita diuidere, ut pars, quæ ad uer-
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ticem terminatur, reliquæ partis, quæ ad baſim ſit du
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pla, certisſimis rationibus comprobarem. </
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<
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">ſed huic
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quoque rei prouiſum eſt à me: </
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">ſeorſumq́ ab his li-
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bris de cẽtro grauitatis ſolidorũ uberrime cõſcripſi.
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</
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<
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xml:space
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">denique nihil prætermiſi, quod ad Archimedem in
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hac materia illuſtrandum attineret. </
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<
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xml:space
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">quod ſi, ut ſpero,
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aſſecutus ſum, ſatis magnum fructum mihi cepiſſe ui
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debor laborum, & </
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<
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">uigiliarum mearum: </
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xml:space
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">ſin ſecus acci
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derit, hoc me tamen conſolabor, quòd omnes intelli
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gent, honeſtisſimo meo conſilio, non tã ingenij mei
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imbecillitatem, quàm rei obſcuritatem, & </
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iniurias obſtitiſſe. </
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xml:space
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">Hoc loco ſuperuacaneum eſſe arbi
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tror pluribus uerbis exponere, cur tibi </
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