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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 300, page id 779782283:0386
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30C
PAZSTCSE PR ACTAFVS
I.
cum in eo sicu praedictum corpus cuius locius nihil CustinOE, VE Patets
delcendere non possr; sed in hoc.
non cA dilliculTaS: POLIO CUIM CeN
erum granicaris dirigae lineam mo-
cus grauium, cciam dirigir rim
srauicationis exrrinsecae, quod eo-
dem modo probatur: sic enim cy.
ip. 72 lindeus AD, cuius cenerum geaui-
caris sic in B; dico quod B dirigie,
de colligir in le, tocam vim graui-
carionis extrinseca: sic enim aliud
punctum, E heri porest, V. 8. C, in
quo. Sustineatur cylindrus AD,
haud dubic segMencuM AC pEx-
valet; igieur non suctinetur in C,
tocus cylindrus; isieur non colli-
sic punctum C. coram grauitarionis
vim; igitur in puncto B TOTA COL-
ligieur.
C OR OF L.
Hic colligo multa, de tantum
indico, qua a machemaricis Fusius
eractari Colene: Primo omni COr-
pori inesse luum centrum granica-
tis: Secundo, centrum gravitaris.
dirigere lineam mocus srauium:
Terrio, dirigere vim gravicationis
qui in D, Ccilicee Cimul cum alio
extrinsecae: OMarEO, TOcam vitd:
grauirarionis exrrinleca colligere
in Ce: Guinto, Facere Corporum
aequipondium. Sexro, in lingulis
corporibus a planis Facile reperiri
Polle: Seprimo, distancia ab illo
cenero determinari proportiones
gravicationis exrrinsecae; v. 9. LIF
Cylindrus AD, Si hinc inde aequali
distantia a cenero opanitaris B, v.
8. in punctis AD LultineatuE, Xqua-
licer granitat in A, _D: A VeTO
Lustincatur in A, C, grauicationis.
vires Cunc re distantia CB, AB,
permucando, ve demonstrabimus
in Scarica; qui enim Puctinet in cen-
in A. Cuctinet Cubduplum; igieur
so B. tocum cxlindrum Custinet,
qua proporrione Custinee propius
2d B, plus de alcero lubduplo, quo
Propius ad. D, minus de codem
Lustinet: Octauo, qui Polus in D.
Custince, Subduplum cancum lu-
Rinet, Ccilicer initiO, naM CeNErUM
Bdeortum cadie, (cilicet per aECIIMS.
qui in B, tocum; igieur qui pro-
Pius ad B, plus de altero lubdu-
Plo.; qui propius ad D, minus.
Luctinet; si veco cylindrus lusti
ReaEUE in Siru inclinato, V. g in
ED, gravicacio in lituDA, ett ad.
GTALIFATIONEI IN SITU DE, VEDA
ad FF, ve alias demonstracum est;
donec candem in siru DC, nihil
penicus lustineatur, cunc enim line
impedimento crlindeus DC deor-
Cum cadit; idem prorlus dico de:
aliis punctis incer DB, in quibus
A Sustineatur cylindrus, in eadem
Proportione, à licu horizoncali, ad
licum verricalem, decrelcie lusten.
cationis rario: Nono, Si circa cen-
erum D, immobilicer altixuI, a (1-
ru horizontali ad verricalem de-
noluacur, in Sicu AD Custinetur Cub.
duplum, in sIEU DC eoruM, in (1-
EADF, de alcero Cubduplo addic
EF, polico Lubduplo veDA: in hac.
reso hypocheli si praedictum cylin-
deum circa exrremitatem D immo-
bilicer affixam, volubilem lultincas
in A. Cubduplum Cuctines; si in B,
totum; si in C, duplum, polito
quod CD Sic Cubdupla BD; hic
enim consideratur racio rectis, de
quo infra; nempe quo minore
motu; punctum in quo lustinetur
rectis, moneri debet, ed maior vis
adhiberi debet, re praeponderee
motui; led morus A, est ad morum.
B, VF