Fabri, Honoré, Dialogi physici in quibus de motu terrae disputatur, 1665

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              FH ad CE, ita hæc ad L, & vt CD ad K, ita hæc ad M, ſitque inter KM
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              media proportionalis N, erit vt FH ad CE, vel CD ad M, ita AF ad
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              AC; igitur AF eſt ad AC in ratione quadruplicata CD ad FG, id eſt,
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              vt CD ad M, facilè autem invenitur FG, quia vt FH ad CE, ita CD,
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              quam habeo ad K ; inter K & D invenio mediam proportionalem FG ;
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              item inter K & M ſcilicet N. </s>
              <s id="s.001460">Sed hæc ſufficiant, jam ad ſuſceptum pro­
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              poſitum redeo, & quia omnia ſingularia explicari non poſſunt; fruſtra
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              enim id fieret, mihi ſatis eſſe videtur, ſi vnum vel alterum ſingulare ex­
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              ponam. </s>
              <s id="s.001461">Accipio igitur punctum in Æquatore 345. longitudinis, vt vi­
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              des in globo; cum circa illum tractum, celeberrimus ille fluvius, quem
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              Amazonum vocant, ex Orientali Americæ ora in mare influat, & maxi­
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              mum ſtatis horis patiatur æſtum, qui ad 300. milliaria per alveum flu­
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              minis aſcendit; huic tractui Luna oritur in Meridiano longitudinis 75. &
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              tunc maxima eſt preſſio circa tractum longitudinis 545. quæ ſenſim ver­
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              sùs Ortum decreſcit; quid mirum ergo, ſi versùs oram Guineæ ad Afri­
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              cam, mare intumeſcat? </s>
              <s id="s.001462">Vbi præſertim Luna per 30. gradus versùs occaſum
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              progreſſa eſt, vbi verò tandem pervenit ad grad. 345. tunc ibi maxima
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              eſt aquarum elevatio; & quia longè ante aqua aſſurgere cœpit, ab eo
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              ſcilicet momento, quo à grad. 75. Luna occaſum versùs progreſſa eſt, quid
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              mirum ſi aſſurgens aqua in apertum & ſatis directum fluminis alveum ex­
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              currat? </s>
              <s id="s.001463">In quem tamdiu excurrit; quamdiu aſſurgit aqua ad illam oram;
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              hæc autem tamdiu aſſurgit, quamdiu preſſio decreſcit; hæc demum tam­
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              diu decreſcit, quamdiu Luna ad Meridianum longit. 745. accedit; vbi
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              enim Meridianum illum attingit, maxima eſt aquarum elevatio, nec vltra
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              preſſio decreſcit; ſed deinde creſcit preſſio, progrediente ad occaſum Lu­
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              na, idque continuè donec perveniat ad nonageſimum inde gradum, id
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              eſt, ad longitud. </s>
              <s id="s.001464">grad. 255. hinc refluit aqua, non modò proprio acta
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              pondere, ſed accedente majore vi preſſionis ſollicitata, idque, quam­
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              diu preſſio creſcit, vnde per ſe tamdiu fluxus durat, quamdiu refluxus,
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              & hoc vt plurimum fieri ſolet, licet per accidens alter altero diuturnior ſit,
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              de quo infra præterea progrediente Luna à gradu 255. ad 165. in hoc
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              puncto erit maxima elevatio; igitur circulus maximæ preſſionis ſecabit
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              Æquatorem in punctis 255. & 75. vt patet, at in iiſdem punctis circulus
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              maximæ preſſionis Æquatorem ſecabat, quando Luna erat in gradu 345.
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              igitur in eodem tractu maxima eſt aquarum elevatio; ſenſim enim ibi aſ­
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              ſurgit aqua, vbi ſenſim preſſio decreſcit; igitur dum Luna à puncto 255.ad
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              punctum 165. progreditur, creſcit æſtus ad prædictam oram, & in fluminis
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              alveum intrat. </s>
              <s id="s.001465">Denique peracto circulo Luna redit ad grad.75. & tunc eſt
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              maxima preſſio in dicto tractu 345. Vides quàm facilè cuncta hæc ex præ­
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              miſſis deducta præfato tractui applicentur. </s>
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              Auguſt.
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              <s id="s.001467"> Duo mihi occurrunt difficilia; primùm eſt, ſita Luna in gradu
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              longit. 345. circulum maximæ preſſionis Meridianum illum eſſe, qui
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              Æquatorem ſecat in grad. 255. ac proinde per medium quaſi mare paci­
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              ficum ducitur; licèt autem hujus maris preſſio aliquem effectum habere
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              poſſit, non tamen vllam vim derivare poteſt in oram maritimam, </s>
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