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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)
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3IC
PHYSTCE PEACTAEES VI.
cum aCcentus, tum delcensuS, _ R-
nis rnius est principium alcerius; led
iam manum operi admonco, e cla-
rissimam affero, a nullo, quod sciam,
hactenus excogitatam, eectus marini
caulam.
PROPOS. ZXZ.
Si aeris porrio inagnalis aquae in-
cumbat; e in eam granitet, versus
idem centrum elobi totalis, supersi-
cies aqua non remanebit sharica, Y.
Fis. 2b. GF. SIE CCNETUI LCrEX R, Sc circuluS
BDC F, adinstar Cuperticiei aquae,
sic linea C HI veramque Sphaeram
dirimens, id est alEerAII, CuiuS CeH
erum sic A, alceram vero, cuius cen-
erum lit in A F producta; licque r.
gr. K F S arcus vleimae luius sphae-
Ea, prioris vero circulus L F R L,
atque adeo totus aer, qui est lupra
rectam CTII, Srauitee versus cen.
Erum QECUS R F S, dE FOtS, qui est
inFca GFI, Gravitet verSIIS CCHEKHIM
terra A; hand dubie praedictus a èr
gravitat inaequalicer in superficiont
aemulus globus habet suam grarica-
BDC F, V. Sr. Per linea F F. mi-
nus granicat, quam per lineas V G
THI, _C. AE VerO per lineas C R,
BI, DL, e omnes alias, videtur
geanieare aequalicer, Calcem habita
cancum ratione splera, Cuius aICUS
CA R F S, quia nulla pervenie ad
tangentem G HI, quam deinceps
vocabo lineam continium, sphxram
veco oppolitam dicemus illam, qua
terrae opponitur, vel: quod clarius
tionis sphaeram; denique minima
erie, aenulum slobum; Ephaeram
granicationis cerra, appellabo totum
mentura sphaera scanicationis elt il-
la linea, quae d cenero globiperpen-
illud: Spacium, inera quod ipsum
medium V. OF. aeF, verSUIS TerER Cen-
erum gravicat, de similiter CorpOra
grauia in eo polica, versiis idetm FeF-
ix cenrrum granicant; pari modo
dicularirer cadie in lineam confin
niuIm, V. OF. A F: hoc POLIO, dcci-
piatur nilus aeris gravicaneis per
omnes luncas ductas in superkiciem
aqua BD C F. versus cenerum A,
cerre maior est nilus per G A, quam
per L R; icem maior per A Lpio-
ductam, quam per G A, _c. dE COn-
cipe si vis circulum Aexibilem, cuius
Singula puncta versis CenErUIM A
pellantur, Scilicet B e C aequaliter,
P verominus, haud dubie praeuale.
bit vis in. B eE in C, contrahecurque
diameter B C in O P; i∞ieuL ne-
celTariO PEOdUCCEUE D F, IN MIN
licet enim punctum D aequali nisu
vellatur cum B C, duplex tamen nin
us BC lingularem nilum D supe.
rabitiigieur mulciplex ille ac inae qua-
lis, per diverlas lineas nilus, praedi-
ctum circulum in aliams AgUER Cur
uilineam, v. gc. in ellyplim OM PN
ConFormabie; licet auEeI FOrte NON
Ec ellypsis; Phylice camen loguen-
dos pro ellrpli haberi potelt, de dein-
ceps pro ellypsi habebimus; sed de
superticie aqua idem prorlus dicen-
duin est, quod de circulo Aexibili;
quid enim aqua Rexibilius, seu mol-
lius, quod scilicet in omnem fgu.
ram Facilius conformari polie; prae-
terea lingulae linea granicantis aeris
nilum dicune, cumque inaequalem,
cum inxequales sine, isieur inde ne-
cesse est luperticiem sphaericam, in
ellrpticam murari, quod erat pro.
bandum,
XX XI.
PR OPOS.
di Eto
Datoo siodo uno, ino pru