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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 568, page id 779782283:0654
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56E
PHLSICL TR A CF A YVS II
respectiuam recti coniunctam, ve acque s Tub duplum pondus CF, ee
Longicudo, ad Cemidiamerrum al- Cubduplum AF, IIPOMCTENEUE ex-
ticudinis balis; de cum dupla Po- tremitari F, cylindri AF, muro aF-
centia, ad relistentiam absoluram, fixi; sed momentum remini pon-
duplum momeneum sIC, e subdu- deris in F, ad resistentiam BF, est
plae, ad camdem Cubduplum; nem. duplum momenti, vnius taneum
pequando duo erahune, hinc inde,
cumdem Funem, perinde se habene,
cirra centionem Funis, acque s alte-
ta excremitas funis, annulo immo-
bili afFiXa Cet, _ altera ab iildem,
eodem nitu, adduceretur; Ced no-
mencum duorum aequali nitu era-
hencium, est duplum momenei, al-
cerius cantum crahentis, ad eam-
dem scilicet relistentia vim; Certe
dicendum est, dupla porentia, eum
vecte momentum, ad camdem sc-
Sistentiam respectiuam, esle duplum,
ee Tubduplae subduplum; nempe
momentâ lune, polica eadem lon-
sicudine, _ eadem Bali, re pondera;
de haec, ve cylindri AF, CF; igieur
maiUS CA MOMEMELIM AF, CF, ad
candem relistentiam respectinam
BF, quam alterius cantum cytindri
AF, MuEO aFAXI; igicuE S momen-
cum exlindri AC, Sustentari a Fulcro
C, tale AE, ve vel minimo addico
verimque pondere, Frangatur, in
BE, id est adaequet relCentiam BF;
momeneum (ubdupli, v. 8. AF, ad
camdem resistentiam, minus crit,
quam ve illam adaequer, re voluit
Galileus: Falli poltum, Fateor, led
exiactis supra, trmarilque princi-
piis, hoc iplum necellario sequi
viderur; quorum A quis Falsicarem
demonstree, Spondeo, me non in-
docilem Fore, ad recantandum.
ponderis in F, ad camdem relisten-
tiam BF ve paret ex dictis: hinc
Flinc momentum corius AC, po.
Facile dererminari porest, quanta
debeat esse longicudo cylindri, mu-
EO AFAXI, Sub eadem BaE, ad hoc
siri ad aequilibrium, in Fulero B,
est duplum cylindri lubdupli AF,
re eius momentum adaequer mo-
meneum AC, in Fulcro B aequili-
brari, sic enim ve eorum pondus
AF, ad Subduplum, ita sic ad BA,
BG; _ incer BA, BC, CE media
proportionalis BII; cylindri LIF,
atTxi in BF, momentum adaequav
muro afkxi, ad camdem scilicee re-
momentum AC, aequelibrari in Ful-
cro B; quia cum momentum AC
librati in B, sic ad momencum AF,
affixi in BF, VE AC, ad AB, vel vt
Sistemtiam PB; quia perinde le habec
BC, ad BA: ec cum momeneum
AF aFtXI in BF, Sic ad momencum
FIF, aFExi in BF, in cacione dupli-
cata BA, BFI, id es re quadeatum
BA, ad quadracum BFI; id est ve
BA, ad BC; CCFEE IBOmenTA FTE aF-
Exi, et AC librari, habene cam-
dem FariOneI, Ad TMOICMEUI AF,
aftixi; ergo sune aequalia; igieur (
incer toram, _ ubduplam, HE PrO-
portionalis, cylindrus Tub cora li-
bracus, et alius Cub media propoi-
tionali affixus, Suppolira eadem ba-
S, hrabent aequalia momenta; aut
cerre si duo cylindri, Cub cadem
bas ica Ce habeane, ve momeneum
onius AE duplum momenti alce
rins; E ille AE LIbEaTUS, hic aF
sxus, momenta aequalia reddum-
EUI.