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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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32C
PAZSTCAE TRACZATNS VI.
7. Detniri Facile potest, quanca
sic in singulis punctis elenatio, data
Scilicet maxima de minima; data
enim ellypsi, ejusque duplici radio,
V. gr. A NV, AO, ille est maxima
dlenatio, haec minima; detur quod-
libet aliud punctum, v. gr. punctum
V, huius clenacio est V A, cuius
quadratum continet quadeata V y
_ A r, hoc est quadrata linuumm,
recti Ccilicet e complementi, in hoc
nulla est penicus ditticultas.
8. Si voluAEUL CIFCA CCHErI A
globus amulus, voluuntur etiam
puncta maximae elevationis propor-
tionaliter; eodemque modo ex pur-
Ctis Maxirmae depresTionis, iI VEraIM-
que parcem versis mobiles polos,
seu puncta maxima clenationis, aqua
Auic de currie; hoc etiam citra om-
nem disticultarem ex dictis supra se
quitur.
9. Non est quod alicui FOrEe
lcrupulus haereat, quod non minor
SE elenatio in ML, quanz in N; dica-
EHE uEem PF purictum coninncio-
nis, Ml vero punctum oppolicionis,
quia licet vis aeris grauitanris (IC
aequalis in punctis BC. HI, qui2 F2-
men in eota periphaeria circuli, cn-
ius diamerer est B C, premie ac
sit altior maxima clevatione aquae,
Pellic aër; quid mirum, si praenaleae
toca prellio periphaeria circulis (upra
prectionem ruius tantum puncti MI,
nulla enim est puncti ad lineam, vel
periphaeriam proporrio.
PROPOS. XZXII.
Si Globi terraquei superficies par-
tim aquea, partim terrea sit, sitque
amulus elobus, et verimque cranita-
tionis sphaera, nonnulla explicari pos-
suni, quae inde consequuntur.
2. Si superticies cerrxe in littore
non proimonebicur vlcerius aqua, v.
Gr. lit cerrae superticies in puncto N,
Paulo alcior maxima elevatione, po.
Tiro scilicer amulo globo, de linea
continium C FI; haud dubie aqua
alturget quidem, secundum lineam,
AF, sed paulo intra N, Cubsidet
vero lecundum lineam B A; CI vero
Iinima enCuEa SIE AR, vel AF,
intra NY aqua deprimetur; et si littus
secundum planum inclinatum versis
aqua alueum cac, haud dubie non
modicus lictoris eractus ab aqua
prius occupatus, in sicco relin.
GueTI.
2. Si globus amulus moneatur,
Ceque cerrae superficies in N, ve di-
xi, alrior etiam maxima elenatione
aquae, haud dubie si conractus
Sphaerarum gravicationis sic in C,
maxima deprestio est in linea AN,
vbi vero globus aemulus movetur.
versis NV, Semper crelcit elevatio
aguae in linea A N, donec tandem
maxima sit, vbi scilicet globus emu-
lus respondet lineae P N: hinc dum
olobus aemolus voluitur a B, versiis
NY, vel ab P, versus F; nempe periu-
de accipere licet, mocum puncti
Concactus, atque mocum globi amu-
li; cerre aqua Auic, de curric, a B,
versus N; hinc Facilior erit nauig3.
tionis curlus a B, in NV; dificilis ve-
t0 ab N, in B.
3. Vbi vero vel globus aemulus,
vel punctum contactus movetur, ab
F, In IE. Semper deprimitur aqua in
linea A NV, donec tandem in eadem
sies maxima depressio, polto scilicet
puncto contactus in R; hinc tOEO
eo tempore, quo monetui punctum
illud, ab F, in R, aqua reAuie ab N,
versis B, hinc Facilior tunc erie na-
vigationis cursus, ab NI, versus B.
difficilior