Archimedes
,
Archimedis De iis qvae vehvntvr in aqva libri dvo
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neam on ita di
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uiſerimus in p,
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ut quã propor-
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tionẽ habet cy-
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lindrus a h ad
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cylindrum
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l,
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habeat linea o p
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ad p n: </
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libri Ar-
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chimedis</
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grauitatis toti-
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us figuræ circũ-
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ſcriptæ erit pun
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ctum p. </
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decimi.</
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lindri, qui ſunt
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æquali altitudi-
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ne, candem in-
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ter ſe ſe, quam
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baſes propor-
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tionem habent:
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ad b m, ita qua-
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dratũ lineæ a d
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ad quadratũ ip-
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ſius _K_ in, ex uige
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ſima primi libri
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conicorũ: </
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quadratum a c
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ad quadratũ K
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g: </
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cimi.</
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lus circa diame
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trum a c ad cir-
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culum circa dia
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metrum k g. </
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pla eſt autem li-
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nea d b </
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