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# Title: [Physica, Id Est, Scientia Rerum Corporearum, In Decem Tractatus Distributa] Physica, Id Est, Scientia Rervm Corporearvm, In Decem Tractatvs Distribvta (shelfmarks Leibn. Marg. 7:3-4; ZEN Leibn. Marg. 7:3-4)
# Folio 335, page id 779785770:0377
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# Lines: 91 recognised, mean confidence 0.91
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L1B. III. DE MEZ LIS IMPERE AOTETS.
mare ac detumescat: haec prop. Fa.
cile probatur, quia vE aqua LLIOE
sensim creleit, a cieculo maxime
prectionis, vique ad punctum maxi-
nae eleuationis, ita ab hoc, ad illum,
quognouersum, in orbem, senlim
decrescie, scilicer per quadeantes el
luplium; igicur quo propius aliquis
cractus ad puncta maximae elenario-
nis accedie, quae lune poli circuli
marimae pressionis, ed maois ust illo
2qua intumelcit; CONEra VCIO quo
plus a praedictis polis dilcedici porro
manima distancia alterius poli est
quadeans ellypleos; igicur punctum
iilud, quoa propius accedir ad circu-
lum maxima presstonis, longius
quoque recedie a praedictis polisiled
quo propius Luno a puncto medix
noctis, ad punccum ortivum acce
dic, cd quoque lonsius puncta ma-
ime eleuationis recedunt a praedi-
etos lictore; e propius ad illud acce-
die circulus maximae depressionis:
igicur senlim in c0 aqua decumeleie,
donec can dem (IE ImAXiMa aquarUI
depressio eo instanci, quo Luna pun-
ctum ortiuum accingie; isitur bene
explicatur, Cur EOTO Co TenIPOrC, quo
Luna a circulo mediae noctis, ad
punctum ortinum cendie, decumel-
Cat Mare ac reAuaE.
Lino haderat cerraralio alurio
atque nocturni astus: tria motuum
dilerimina in maris aestu hactenuS
obserHatA Fuere: primum pertinCE
ad mocum diurnum, alterum ad men-
Aruum, vlcimum denigue ad an-
neum: nocu divrno, hoc est toto
illo cempore, quo Luna suum orbem
aeit, bis mare in eodem lictoris tea
etu Auit, ac in terras excurrie; bis
33)
autem recedit, ac rettuit; de men-
Perno, d annuo mocu dicam intia;
hic eantum diurnum considero, qui
conltar ex duplici alcensir, sic illum
VOcO, quo Iare intumelCeNS verSIIS
lictus excuerir, de dupliei descentu.
Sic cum appello, quo relluie: alter
alCenuS AE ab OIEU LUMa ad eiu(-
dem meridiem, aegue adco qua-
deantem lunaris orbicae adxquac: al-
ter vero ab occalu, ad meridianum
mediae noctis; primus delcenlus à
lunari meridie, ad occalum, alcer vere
a meridiano media roctis, ad ortumi
hocum omnium ex iis, quae dixis
certiltima eausa intelligieur; nempe
sic quodlibet punctum A, in A qu2n
tore; oppolitum sic B, punctum Or-
tus HEC OccauS denique (IED, SIE
Luna in C, meridianus ductus
A B, est circulus maxiae prestionis;
erootum in A, cum in B, aXIIE
subsidie aqua; rbi vero Luna per-
venit in A, orizon est circulus maxi
mae pressionis igitur etevario maxi-
ia est in punctis A, B, aeque adeo
coto illo rempore, quo Luna qua
deantem C A decurrie, Censim in A,
B, assurgic aqua; vbi autem Luna
aetingic punctum D, circulus maxi-
mx prelsionis ducitur per AB, Scili-
cer meridianus; igitur aqua in A, B,
maxime depressa est, ergo sensim
depriimicur, dum Luna DexCuEriE
quadeancem A D; pari modo, ma-
xime elevatur vbi Lua attingie
punctum B; de maxime lubldit, ubi
attinsit C; ex dum decurrit qua-
drantem D B, Censim allurgit; Cen-
Sim vero subsidie, dum decurrie
quadrantem B C; igirur bis alsui-
sic, e bis (ubCidie, FOFO tempore.
quo Luna inteoram suam orbi-
tam decurrie, idque temporibus
aequalibus, per se alturgit, de sub-
(id1
PRO