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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. 7:1-2; ZEN Leibn. Marg. 7:1-2)
# Folio 283, page id 779782283:0369
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LIB. LV. DE GRAVI EF LEVI
Igna per foramen praedicti lbo
extrusa, eam habet impetus vim, seu
velocicatis gradum, quem acquisivis-
set, si ex summo 1nbo, vel ex supre-
ma aquae superficie cecidisset: ITaC
propolitio a docto Torricello re-
13, 62
rilimilis hypocheleos loco (uppo-
nicur, lib. 2. de mocu proiectorum
P25, 191. nec eam demonAtrat, VE
ingenue Farecur, licet ex ea OIMes,
quoquor habet de mocu aquarum
Propoliciones, deducat; pOrrO La-
cio, quam pro eius contirmacio-
neattere, eA mere probabilis, non
camen cuidens; sic enim cubus
AB, iunctus cum alio BC, osculo
B, aqua ex A, inAuens in AB, Can-
cam rim habet, rele iplam cuchat
per cubum BC, vlque ad C, id est
ad eandem libellam horizoncalem.
AC; vndecolligit; aguaM exErU
Cam per Fornmen P, polito quodto
CUM FA aqua occupet, eam vim
impecus habere; quam acgniliuil-
sec, s ex A, in F, de(cendisCE mO-
tu accelerato: Sed profccto non
decrunt, qui huic rRtiONi NON AC-
quicleane; nempe ideo aqua ad li-
bellam horizontalem a(cendie, ve
sic aequilibrium; sic enim (E Beri
Porest) cubus AB, plenus, ita vE
aqua ecendac eancum per tubum
BC aleeri iunctum, rique ad E;
Cerre pondus aquae AB, praualet
ponderi aquae BF; igicur Curtum
vlera illam exerudic; donec candeni
perueniat in C; CIMEque AB, CB
aequalis alticudinis, e ponderis;
Sed de hoc intra; isieur non vide-
tur, ex hoc sequi, aquam exerudi,
per Foramen F, cum eo imperu, seu
velocicaris oralu, quem (I CX A
caderet, aeguirerer; isicur alio
modo, eoque facili, ex iactis su-
pra principiis, haec propolicio pro-
bacur cum enim mocus huiusmodi
excrutionis, sine in carione Cubdu-
plicata alcicudinum, per PrOP. 89.
CoroIl. 2. _ cum alcicudines altu-
imancur ve Spacia, ab aguae suEca
descendenre decurta; cum demum
Sparia sine in duplicaca ratione
cemporum, iuxra hypoch. Calilei,
quam hic merico supponimus; de
relocicaces acquisica, ve tempora;
mocus denique, vel impetus acqui-
lici, ve relocicares; neceslario se-
quicur, mocum esse in Tubduplicaca
alcicudinum; igicur eadem eA vis
HOcuS, vel impecus, extrula aquae,
quam acquilinister, si rCvCTA eK
daca illa alcicudine cecidister; quod
crar demonstrandum: Dices hoc
Tepuonare experimenco. Sic enim
Tubus AC, cum canali CD, 2perTO FIG, 62d
Turtum, in D; Ei cubo aqua pleno.
apcriacur Foramen D, crumpie qui
dem aqua Turtum, per lineam DF,
Cadicque per FF, nunquam camen
ad libellam AB; Ccd oprime RCL
Pondet doctus Torricellus, impe
diri, eum ab iplo aëre, racione cu-
ius dispersuneur, si ad nocabilem
alcirudine CFUIBANE; cum Ma-
Xime, quia (UFCTIOTES SUIIEE, vE
deinde descendane, morum alia-
rum sublequentium Cuo pondere
deprimune, acque recardanc: hinc
Si vno, de primo impecu, aperro
primum foramine D, aqua crum-
par aleius hand dubic cunc alcen-
dic; ve recte praetacus auchor ob-
Ceruac: igicur premilla propolitio
deronstrata MANCE; dE Per CaM
omnes, de singula Torricelli pro-
politiones demonstrari postune
cum prius ex (upposItiOne FANEUI
probabili, ee rerissimili penderent.
PROD. ZCTI