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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 576, page id 779782283:0662
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57C
P A ISIC E YR A CX A XVS II.
Simul Cumpea, in FariOnC COOCI. LM, Simul Cumpra, lune ad P, FL,
ca distanciarum a Fuleris, permu. Cumul CupEa, re 13. 5. 2d 8. id cR
cando; nempe pondus F, est adF, ve rectangulum, Cub CID, ad re-
veDA, ad DI; _ HL, ad C, ve C A, ctangulum (ub CKD; id eA vEI2.
ad CI; igitur s componatur rario,
ex DA, ad DI; e C A, ad CT; B2.
bebitur ratio rectanguli, Tub CA,
DA; ad rectangulum (ub CL, DI; per
hanc enim compositionem, ducitur
linea, in lineam, vnde resultat se.
ctangulum; Led in graciam eyronum,
rem reduco ad HWICIOS, SE rario
DA, 2d D1, 3. _ CA, ad C I, =.
composica erir ?. igieur pondera
F, FI, Tunc ad F, C, vE 4. 2d 3. X
VerO GICF, 3. lib. CuIM SIC ad F, vE
DE, ad DA; Oric F, 2. lib. G est
aequale E, ioieur 3. lib. F, est 2d FI,
veCI, ad LD, ioieuL VE 1. 2d 3.
isitur HL, eric 6. lib. igieur II, F.
Cimul Cumpra 8. lib. e FC, Simul
Cumpea, 6. lib. igicur FO, 2d FO,
in Farione =. vel =. IgIEUE VE LC-
ctangulum Tub CAD, ad rectan-
gulum Cub CFD; igicur pondera
Lune ve rectangula, Cub distantiis,
a Fulero, permurando; ve recte
monuie Galileus: S vero a (TaaCUE
aliud Fulerum K; Sintque pondera
L, M, aequale priori momentum
praestantias certe F, est ad L, VEDK,
ad DI; _ L, 2d M, VECR, ad RD;
∞ M, ad HI, veCI, 2dCK; igieur
pondera L, MI, Cumul Cumpea, Pune
2d F, FI, SimuL Cumpta, ve rectan-
culum Cub CID, ad rectangulum
tub CKD; quod eodem modo pro-
batur; quo supra; rem eantum in
orariam eyronum, seduco ad nuime-
10S, AE CI =. CD; Q CR, =. hoc
Polico pondus F, 2. Scilicet lib. est
3d L, Ve DK, ad DI, id est ve 7. 2d
6. id CA rE 2. 2d 1. =. ac L, est ad
MI, VECR, 2d RP, id eA vE 1. 2d7.
2d 7. id est ve1z. =. 2d 8. Cunc eriam
L, M, ad GF, VE 13. 3. dd 6. vel ve
16. 2d7. igicur vires qua in diversis
Fuleris Faciune idem momentumm,
Cune re rectanguta, Tub distantiis,
a Fulcris, perimurando: Elinc licce
pondus F decrelcat intra F, ec L,
infra F; acque ita deinceps, quo
Scilicet proxius Fulerum, accedie
ad C, minus semper eric pondus ap
penlum D, nunquam camen crie
Tubduplum ponderis F, cum camen
IIs M, e alia appenta C, in quali-
bet daca rarione possine elle maiora
pondere G; V. 8. cum C A, sic du-
Pla CI, pondus II, eric duplum C;
e cum sic quadrupla CR; M est
quadcuplum C: Hlinc vides cuiden-
tissimam rationem, cur difficilius,
baculum, cuius exrrema, veraque
manu adducimus, genu admorum,
id est vr L. 5. ad 12. igitur pondera
(IITa adInOLCAEUE, VE LegIMeMEA SinE
aequalia, v. 9. E admoneatur in A,
aequalinitu, veraque monus Cuum
exiremum adducie, (cilicet D de C3
TINE auFeM nITUS VE E, G, EL admo-
BeatuE In I, NITAS CPUNC VEFL, F; (I
INR, VEL, M; hinc nisus manus
adducentis extremum D, decrescie
VE pondera F, F, L, Zc. nilUS VerO
adducentis, extremum C, crelcie
rE pondera G, TI. MI, QC. porro de-
monstrario luperior, (upponir hoc
lemma scomerricum, E prima
quanticas sic ad secundam, ve certia,
ad quarcam, e quinta ad sextam,
ve sepeima, ad octanam, exit compo-
lita ex terria, ex leprima, ad com-
polucam ex quarta, et octaua, ve
compolita ex prima, e quinta, ad
compolicam ex secunda, _ lextas
1.