Ceva, Giovanni, Geometria motus, 1692

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              GEOMETRIA
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              MOTVS.
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              DEF. I.
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              <s id="s.000028">CVrrat mobile ab A in D ſecundùm rectam
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              AD, & linea BHI ſit naturæ illius, vt dedu­
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              ctis ad AD perpendicularibus AB, CH, DI
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              ex punctis quibuſcunque A, C, D; veloci­
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              tatum gradus, quos mobile ſortitur in ijſ­
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              dem punctis A, C, D menſurentur ab ipſis
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              rectis AB, CH, CI. </s>
              <s id="s.000029">Figuram planam BADIHB apellabi­
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              mus geneſim motus ab A in D. </s>
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              Tab.
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              1.
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              Fig.
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              1.</s>
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              DEF. II.
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              <s id="s.000032">IIſdem manentibus, ſit etiam alia linea EFG talis natu­
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              ræ, vt protractis rectis BA in E, HC in F, & ID in G ha­
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              beat DG ad CF eandem reciprocè rationem, quam HC
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              ad ID. </s>
              <s id="s.000033">Item ſit CF ad HE vt reciprocè BA ad HC, vo­
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              cabimus figuram planam ADGIEA imaginem tempo­
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              ris motus ab A in D iuxta geneſim prædictam. </s>
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              Tab.
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              1.
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              Fig.
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              2.</s>
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              DEF. III.
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              <s id="s.000036">ADhuc poſita illa geneſi, intelligatur linea PON eius
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              naturæ, vt ſi ſit KL ad LM vt tempus lationis ab A
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              in C ad tempus ab eodem C in D, habeat ſemper KP ad
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              LO eandem rationem, quam AB ad CH; & LO ad NM
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              eandem, quam HC ad ID: Figuram planam PKMNOP </s>
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