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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 65, page id 779782283:0151
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L. IB. II. DE COMPRESSO ET TENSO:
ea: hinc crelcune impetus, cem- medio D, accedens crementum erir
pus, e velociras, per rniformia
crementa: ac vero sIE F I, Spacium.
ab extremo puncto F, decurrendum
dum chordâ AF, se reducit in A L;
cerre LiceE in EOEO MOTU COntra-
ctionis FL, velocitas crelCAE, Per
Prop. 57. non tamen est cadem vis
morrix in F, quae in L, vel; nam
crementum relociratis, quod acce-
dit puncto F, quando accessir in
L, CA minus co quod accedic in
F, e maius eo, quod accedir in
L. _c. id cA, si motus incipiat ab
F, maior est, quam si incipiac ab
L; e maior 2b L, quam d ; id -
que in proporrione lonsicudinum:
nempe quando F. peruenie in L,
dum concrahitur chorda, ininoe
censio luperest, igicur minor vis,
in eadem proportione, per ProP. 59.
e nisi remanerer velocicas prius
acquisIta, in MOLL P L, minor cHeF
mocus in L, quam in F, iuxta PrO-
Porcionem LL, 2d FL: ac veco in
acceleratione morus scausum, liue
mocus incipiat ab A, live ab V, Co-
dem modo incipir; a cum codem
velocicatis gradu: icaque accelera
tio mocus grauium Ar in triangulo
E18. 5. Calileano AFB, ita ve tempus mo.
Iro
tus per FA, relocitatis crementum
per applicatas patallelas LO, DII,
TC, AB; Spatia verO per acCaS, cum
crianguli F F C, cum crapeziorum
FH, HC, CB, FePFXLEnTenEuII; ac
vero acceleratio morus contractio-
nis, quo scilicer chorda renla le le
reducit hc in eodem triangulo
AFB, Led invertO; IEZ VE A F, (IE
Spatium, applicacae vero parallela
AB, CI, DHL, F.C, quarenis Faciune
aecam, velocitatis Crementum se-
pralentent, v. 8. C in principio
re DII, Cubdupla AB; in C, vero
VE CL; in F, VE EC; id cs, velo-
cicatis noua crementa, Cune ve (pa-
tii relidua; si camen in pencto C.
consideretur toca velociras, id cl,
Contlaca ex priore, d nOVO CrC.
Inento; sepraelentarur craperio CB;
in puncto verdD, crapezio DB; in
F, crapezio FB; in F, denique, crian-
sulo FAB: hinceriam habecur re-
locitas, quae acquiritur in decursu
lingulorum spaciorum aequalium:
Scilrcer in AC, acquiritur veloci-
ta5, quae est ve trapezium CB; in
CD, VEETAPCZIIIMDI; INDF, rE
EFaPCZIUML EHI; iN EF, ve criangu
lum LFC: Hlinc Cunc velocicacis
Incrementa ve numeri impates 7. 5.
3. 1. iuxra dinisionem eiuldem (p2-
eii AF, in plura, vel pauciora, aequa-
lia Leomenca; nempe craperium
CB; Cit ad D5, VE 7. 2d 5. e ad
L II, vc 7. 2d 3. denique ad PFO,
rC 7. ad r. cuncta haec hacteHuS
dicta certa Cunr; nam sI AF, SIE
Epacium decurrendum ab illo exere-
mo puncto chorda censae, dum se
reducie, concractionis motu, in A,
velocitas, Ceu ris morrix eAt VE AF;
in C, vero, praelcindendo à velo-
citate acquilica in AC, VE CF; in
D; VEDE; In E, VEPF, PCE PEOP
59. Sed VE AF, eAt ad CF, DE, FF,
ita AB, es ad CL, DEL, FG, _C.
Pari modo si allumatur quodliber
punctum inter AC; velocitas est re
Parallela AB, ab allumpro puncto
ducta; igitur torum relocitaris au-
omentum in AC, est ve craperium
CB; in CD, VEDL, ec. led pergo
alterius.
ROF LXV
Vecdenulis abguiscta ad extremes
mocus A, relocitaS eAt vE AB, in punctis mou illo concractionis, quae
cherda