Cardano, Geronimo, Opvs novvm de proportionibvs nvmerorvm, motvvm, pondervm, sonorvm, aliarvmqv'e rervm mensurandarum, non solùm geometrico more stabilitum, sed etiam uarijs experimentis & observationibus rerum in natura, solerti demonstratione illustratum, ad multiplices usus accommodatum, & in V libros digestum. Praeterea Artis Magnae, sive de regvlis algebraicis, liber vnvs abstrvsissimvs & inexhaustus planetotius Ariothmeticae thesaurus ... Item De Aliza Regvla Liber, hoc est, algebraicae logisticae suae, numeros recondita numerandi subtilitate, secundum Geometricas quantitates inquirentis ...

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    <archimedes>
      <text>
        <body>
          <chap>
            <p type="main">
              <s id="id000859">
                <pb pagenum="47" xlink:href="015/01/066.jpg"/>
              diuiſo aggregato per a b prodibit altitudo, ſeu ordo qualitatis to­
                <lb/>
              tius medicamenti, iuxta quod conſtituitur regula prima libri artis
                <lb/>
              medendi paruæ huiuſmodi, & reliquæ, traduxi autem illas ad hunc
                <lb/>
              locum, “quia pendent ex demonſtratione hac: “duc numerum ordi­
                <lb/>
              nis ſingulorum medicamentorum in numerum quantitatis, ſimilia
                <lb/>
              iunge, diſsimilia detrahe, quod fit, diuide per aggregatum, quanti­
                <lb/>
              tatum, exibit numerus ordinis compoſiti. </s>
              <s id="id000860">Sic miſcendo calidum in
                <lb/>
              ſecundo ordine cum duplo pondere temperati conflabit calidum
                <lb/>
              in beſſe. </s>
              <s id="id000861">Secunda ſi ex pluribus diuerſarum, qualitatum, & ordi­
                <lb/>
              num temperatum efficere uelis, duc quæ ſunt eiuſdem qualitatis in
                <lb/>
              ſuas quantitates, & iunge, quod fit, diuide per numerum ordinis
                <lb/>
              medicamenti contrarij, exibit quantitas illius, ſub qua ſi iungatur,
                <lb/>
              fiet medicamentum temperatum. </s>
              <s id="id000862">Tertia cum nolueris ex tempera­
                <lb/>
              to, & alio cuiuſcunque ordinis medicamen conficere ordinis re­
                <lb/>
              miſsionis, detrahe numerum ordinis eius, quod conficere uis ex nu
                <lb/>
              mero ordinis eius, quod habes, & cum reſiduo diuide numerum
                <lb/>
              medicaminis, quod conficere uis, quod exit eſt numerus quantita­
                <lb/>
              tis medicamenti non temperati in comparatione ad temperatum.”
                <lb/>
              Ex his potes propoſitis quibuſcunque medicamentis conficere
                <lb/>
              antidotum ſub quo cunque ordine remiſsiore potentiſsimo ex il­
                <lb/>
              lis. </s>
              <s id="id000863">Quarta in compoſitione, quæ non fermenteſcit calida, calidis
                <lb/>
              iuncta ſemper opus augent, ut mel cum pipere. </s>
              <s id="id000864">Quæ autem ſub mi
                <lb/>
              nore quantitate exhibentur non ſub remiſsiore ordine agant, ſed
                <lb/>
              uel facilius impediuntur, uel minorem corporis partem, uel leuius
                <lb/>
              immutant.</s>
            </p>
            <p type="main">
              <s id="id000865">Quod ſi ſtatuamus proportionem eſſe Geometricam, modus
                <lb/>
              erit idem in omnibus, & quo ad numerum etiam in primo, & ſecun
                <lb/>
              do ordine, quia in proportione dupla Geometrica ſecundus ordo
                <lb/>
              tantundem diſtat à primo, quantum primus ab æqualitate, quia
                <lb/>
              unum & duo ſeruant proportionem, & æqualem diſtantiam, ſed in
                <lb/>
              cæteris ordinibus non ita erit, quia qui eſſet trium in Arithmetica,
                <lb/>
              ſcilicet totius ordo eſt, quatuor in Geometrica, & quartus ordo,
                <lb/>
              qui eſſet quatuor in Arithmetica, eſſet octo in Geometrica, ideo
                <lb/>
                <figure id="id.015.01.066.1.jpg" xlink:href="015/01/066/1.jpg" number="61"/>
                <lb/>
              ſcribemus ordines hoc modo, & operabimur cum
                <lb/>
              numeris loco ordinum, exemplum ergo primum
                <lb/>
              ſit medicina calida in tertio ordine quatuor uncia­
                <lb/>
              rum, & medicina frigida in
                <expan abbr="ſecũdo">ſecundo</expan>
              ordine duarum
                <lb/>
              unciarum, duco quatuor in tria, ſi proportio ſit Arithmetica, fit
                <lb/>
              duodecim, duco duo in duo fit quatuor, detraho quatuor in duo­
                <lb/>
              decim, quia omnis medicina tantum retondit de contrario, ſeu mi­
                <lb/>
              nuit relinquuntur octo ſcilicet caliditatis, diuido per ſex ag­</s>
            </p>
          </chap>
        </body>
      </text>
    </archimedes>
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