Delfino, Federico, De fluxu et refluxu aquae maris, 1559

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1quarta nocturna fluxus, quantum ſol ſupra orizontem ex
eadem parte occidentis in quarta diurna refluxus; & tunc lu­
na tantum diſtabit à puncto forti fluxus ſub orizonte in quar­
ta nocturna fluxus accedendo uerſus punctum mediæ noctis
debile refluxus, quantum ſol à puncto forti refluxus ſupra o­
rizontem in quarta diurna refluxus accedendo ad ipſum, &
ſic ſol, & luna erunt æquipotentes & non fiet fluxus, neque
refluxus.
cum autem luna per motum primi mobilis elonga­
bitur à puncto forti fluxus ſub orizonte in quarta nocturna
fluxus accedendo uerſus punctum mediæ noctis debile reflu­
xus, ſol per eundem motum primi mobilis appropinquabit
tantundem puncto forti refluxus, qui eſt ſupra orizontem in
quarta diurna refluxus accedendo ad ipſum, & tunc ſol erit
magis propinquus puncto forti refluxus, qui eſt ſupra orizon
tem in quarta diurna refluxus, quàm luna puncto forti flu­
xus, qui eſt ſub orizonte in quarta nocturna fluxus, & ideo
tunc incipiet refluxus, & continuabitur ſecundum quod lu­
na elongabitur à puncto forti fluxus, qui eſt ſub orizonte in
quarta nocturna fluxus appropinquando puncto mediæ noctis
debili refluxus, & ſol appropinquabit puncto forti refluxus,
qui eſt ſupra orizontem in quarta diurna refluxus: & cum lu
na per motum primi mobilis ueniet ad punctum mediæ noctis
debile refluxus, ſol adhuc erit ſupra orizontem ex parte oc­
cidentis in quarta diurna refluxus accedens per motum pri­
mi mobilis ad punctum occidentis debile fluxus, & eo quia
ſol, & luna diſtant adinuicem pluſquam per quartam, & tunc
ſol plus diſtabit à puncto forti fluxus, qui eſt ſub orizonte ex
parte occidentis in quarta nocturna fluxus, quàm luna à pun
cto forti refluxus, qui etiam eſt ſub orizonte ex parte orien
tis in quarta nocturna refluxus; & ideo continuabitur reflu­
xus, donec luna ſit tantum ultra medium noctis uerſus orien­
tem, quantum ſol ante medium noctis uerſus occidentem, &
tunc luna tantum diſtabit à puncto forti refluxus in quarta no
cturna refluxus recedendo ab eo per motum primi mobilis,
& accedendo ad punctum orientis debile fluxus, quantum ſol

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