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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)
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P HIXSTOA Y R ACT ATVS II.
ctansuli DEI; maximum sC; quod constac enim peadictus cuneus, ex
este valcat, cirra Fracturam; id est pluribus criangulis, simul iunctis,
quod resistenciam balis AB adae- modo CuppONaTur, eum cunCUSS
quer; momentum crianguli ABC, cum criangulum, eiusdem lonoiry-
aduersis camdem batum, non erie dinis; e alcicudinis: quod enim
maximum, Ced cantum Cuberiplum spectat ad lacicudinem, idem pror-
maximi.
Octano, reinueniatur rriangu.
lum, cuius momentum adaequet Le-
listenciam, procedendum cst ve ly-
pra, cum de cylindro; cum enim
crianguta ABF, ABO, Cub eadem
baSI AB, SinE re longicudines BF,
BC; momencum crianguli ABC,
est ad momenrum ABF, ratione
ponderis, veBG, ad BF; iremque
ratione rectis, re BC, ad BF; igieur
rarione veriulque, in duplicata BC,
BE; igicur momenea huiulmodi
eriangulorum, sune re quadraca
lonsicudinum; igitur cum momen-
cum ABC, sic Cuberiplum maximi,
Tus dicendum est, quod de pritma-
eis, de quibus lupra Fusc actum
est.
Decimo, S criangulum PcceruE,
decerminari porest racio momenti:
Cic v. 8. criangulum ABEI, cui de-
trahatur criangulum DOFL; _ FC- Fig. 42
manear craperium DB, cuius balis Tab. 2.
AB, muro aftixa est; sc eius cen-
crum gxanicaris C; ducaruI CF,
Parallela AB, perinde Le habetmon
mencum proprium craperii, aeque
 in F, pondus F, aequale craperio
DB, appentum eller; vel aliud in
C, quod eller ad pondus P, VE BF.
ad BC; Cume enim pondera, re di-
aduersus batm AB; Sic vE 1. 2d x2- Canciae, quando lupponuntur esse
dicem, seu latus, quadcari 3. ica eiuldem momenti, aduersus eam
BC, 2d aliam, v. g. BB; cerremo- dem retistentiam: si vero balis
meneum ABO erir maximum, ad. DC, muro afAixa lic, nOn verO
versus balim AB: Etinc lonsicudo BA, momencum perinde Le habet,
srianguli, cuius momentum eltna- aeque s in E, appentum eslet
ximum, cirea Fracturam, aduersis
propriam balim, nunquam porest
esse dupla lonsicudinis rectanguli,
F, aequale craperio DB, aduer-
Cus balim DC; vel aliud in B, quod
SIC ad F, VE EC, ad BC: POTTO
cuius momencum est maximum ad- momencum ponderis F, adueesus
mersus candem balim; quia lacus balim AB, est ad momencum ejus-
quadrari 3. non porest esse duplum dem, aduersus balim DO, in rario-
quadraci 1. si enim sic duplum erir ne compolica, ex duplicata BA,
lacus quadrari 4. hinc praedictum CD, vel DHI, OHI, permurando; e
rriangulum non porest esse equale ex simplici dictanciarum BE, CL;
rectanoulo praedicto, ad quod erir, haec omnia constane ex dictis: idem
Ve latus quadeaei 3. 2d lacus qua- dico de cuneo lecto; quod de crian-
drati 4.
Nono, idem prorlus dicendum
gulo.
TI. Ouomodo vero inveniatue
eHt, de cuneo LINO. Cubduplo pril- cenerum grauiraris C, in graciai,
macis LH, quod derriangulo ABC; erronum breuicer, et Facile exponoi
in iis, quae ad momenta Spectant, ducatuEHIL, SecanS BA, icemque
cum ponderis axpenti, cum proprisi D6, bitariam; ducacur DK, p2
rallcla