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# Title: Phoronomia, Sive De Viribus Et Motibus Corporum Solidorum Et Fluidorum Libri Duo (shelfmark Leibn. Marg. 182)
# Folio 91, page id 1066518432:0119
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DE VEREBOS ET MIOTEBUS CORBORDM. LIB. L. 91
licet hic circulus in cara parte alterius circuli BSC ex B per S ver-
Tus C rolritur; ita tamen ut initio motus punctum delcribens P in
circulo mobili SVT punctum B immobilis tetigerit, atque ab hoc
puncto B moreri caeperit, curram BF A deinceps delcripturum ro-
tatione circuli SVT super BSC. Ouod erat inreniendum.
C OR OL L A R L U M.
282. Si diameter circuli generatoris AC fiat infinita, crelois
BEA mutabitur in lineam rectam axi OC perpendicularem, idcir-
co etiam in hac recta corpora eodem tempore ad punctum A appcl-
lene, sire inicium motus puncto a ricinissimum sIt, sire etiam ab
eodem remotissimum fuerit.
S C H O L T O N.
Post Flopontionem XXI. commodus locus Fuisset de conatu cen-
critugo ex motu circulari oriundo aliqua adjiciendi: Sed quia ejus.
modi conatuum centritusorum theoria nonnulla circa motum Pen-
dulorum praesupponit, siquidem plene sic tractanda, ideo etiam in
hunc locum crat disterenda. Postquam Flugenius reras horum co-
natuum leges aperuit ad calcem Ilorologii cui OCcillatorii, IlluAtr.
Marchio Holpitalius Flugeniana theoremata, absque demonstratio.
ne ab Autore luo propolita, demonstrata dedit in Actis ACad. RC8
Par. Scient. 1700, loquor de omnibus Flugenianis theorematibus
de ri centritusa: nam diu ante Hospitalium Netonus nonnulla
eorum demonsttraverat in Philosoph. Nat. Princ. Math. viamque
aperuerat, cus insistendo reliqua omnia possent expediri; post lau-
datissimos hosce Creometras plures alii Autores Flugenii 13. theo-
remata de ri centrifusa demonstrare conati sunt, nonnulli lauda-
bili succestu, alii rero non item, utpote qui paralosismis nonnul-
lis demonstrationes luas Fcedarunt, ut Facile oltendi posset, si modo
id ere cset. Sed ad rem: cum silum quoddam alicubi aftixum al-
cerique tuo capiti annexum habens pondusculum, circa punctum
tixum conrertum describit circulum, id in plano moveri dicetur,
cum reapse in plano circuli moreatur; sin vero tilum motu luo super-
ficiem conicam deleribit; id Pendulum conicum deinceps dicetur.
183. Sit ergo silum DM claro in D attirum, in cujus extremita- Fis. 43.
CC annexUM (IE COrpUS M, acque silum circa pUnCtu D in PlanO
COn-