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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 69, page id 779782283:0155
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L. 1B. II. DE COMPRESSO EF PEHSO.
lum, nullus Obex, ad hOC VE COF= FUMM, verimgne aBIMPEOEU, CO-
da, praedicto modo censa, recti- ta collectio diagonalium; Elinc
TUaTUE.
DR OP. LZ Z V F.
Chorda AC plus, vel minus ten.
sa adducto soilicet centro B; per
B F, aque cito restunitur: V. 8. Ten
datuE in AD C, e Ce reducac in
ABC, VHO TerFIO LIMLIIEO; CCFEC SI
rendatur in A F C, vel in A FC,
ecc. ruo eriam cerrio minuro se le
ducet: probatur primo experiencia,
quam in lonsistiinis chordis censis
non lemel probanimus: secundo.
cum cenla Chorda in A. F C, SInO
impedimento se reducat, per
PEOP. 7 5. PUIHCTUI P GUaTCMIS FCF-
inat SComeNEU AF. 2 que cito
Peruenic in B, ac in I. Cr cum alte
20 Legmento PC coniungatur; alio-
quin mocus illius impedireturi
icemque punctum F, aeque ciro in
HI, ac in B;. _ D, aeque cito in B,
dc in G, Qc. licet enim puncturr
F, ad decurrendum PB, maiorem
vim exigat, quam ad decurrendum
FI, est enim F B maius, vnde (
eancum ab ca vi porencia mediae.
Gua inest SCOIMENEO TeNSO A F 2d -
duceretur, haud dubie citius FI,
quam F B decuTECKeE, VE constat;
igitur aeque ciro F B, e FLmini-
ie deCuEFeFeE ; aE BON bantum
PINCTIM E ECTWIMAMS YEEUINquC
Scomencum chordae centa, in AFC,
eodem tempore redir in B, chorda
de in y, Si chorda Secaretur in F;
acqui punctum F, aeque ciro ad-
ducitur in L, ac punctum F, in II;
ee punctum D, in C; per PFOP. 63.
AF, verum eriam ab illa, quae inest
ve lupra dictum cst, qui lemper AC
per diagonalem FB, quae licec lin-
isitur chorda renta, cum in AVC,
EIM IN AFC, _c. xque cito sC LC-
ducit in A C: Peobatur cerrid ex
F adducitur per FB, ab ea vi p0-
centiae mediae, quae inest seomento
Scomento CF, motu quali mixto,
inteora seruaca, quo rediret in l,
Cono, quia Poni aque acuri FunE
per ribeationes chordarum cenla-
rum, aque dincurnas, re iam com
pertum est, ec alias demonstrabi-
uS; atqui chorda cenla ABC,
lire magis s. sine minus pulseturs
xeque acurum semper edir lonunis
id est, sive per minorem pullatio
nem adducarur in ADC. Sive peF
maiorem in AF C, sime per maio
rem adhuc in A F C; igieur aeque
cito reducitur ex F, dC ex F, vet
ex D, _c. equidem maior chorda
gULIS MOIENEIS IUTCEUE MULAEUE
pullatio inaiorem edic Ponum,
quam minor; quia scilicet maio-
rem aeris guoncitatem dispergit,
nOn camer acutiorem; vel gra
uiorem; Led de Lonis (uo loco. PLo-
bacur quarto, per analogiam quam
dam fune penduli; Lupponamus
enim eo rempore quo P adducitr
verlus I, iplum P versis B delcen-
dere, per arcum lB; icem quo rem-
Pore F adducicur verlus EI, iptum
EI descendere per aicum FIB; item
quo tempore D adducieur verlus
C. iplum C delcendere per arcum
GB; hoc polico. puncta F, E, D.
IOTU MIXTO MONCbUINEUIF Pet EB,
enim longicudo exceltuum IP, IIF, EB, DB, idque aequalibus cem
GD, _ec legnitur tamen ex tora poribus; cum enim FL, X F. IB,
collectione praedictorum excel. aequli rempore decuxrante, pot
B1OB.
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