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# Title: Phoronomia, Sive De Viribus Et Motibus Corporum Solidorum Et Fluidorum Libri Duo (shelfmark Leibn. Marg. 182)
# Folio 206, page id 1066518432:0234
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206 DE VPREBUS ET MIOTTBUS CORDORUM. LIB. II.
derantes distinguit perinde ac MariOEtUS, et harum partium altitu.
dines in progrestione arithmetica crelcere Aingit, agnolcens tamen
extensiones aeris non esse praecise in reciproca ratione ponderum
incumbentium, ut Mariotei hypothesis requirit, deinde etiam a
Mariocti numeris discessie, Ratuens primam eamque horizonti con-
tiouam atmosphaerxe partem graritati unius linex Mercurii conre
nientem eNe 6r. Pedum, e post hanc sequentes crescere juxta nu-
MerOS F, 2, 33 43 _C. ita ut partes secunda, tertia, quarta, ec.
Futurae sint 62, 63, 64, ec. pedum. ITanc procrestionem omnibus
obserrationibus barometro factis super dirertis Callix montibus, la-
tis prope quadrare se deprehendisse indicat laudatus rir, cum pro.
trahendae inde ab Obserratorio Regio per Meridionalem Callixe par.
tem Meridianae Ccl. Castino opus dirigenti operam luam juxta alios
commodaret; atque adeo intra limites semissis Milliaris Gallici, quibus
obserrationes suas terminari dicit, hujus progressionis beneticio loco.
rum alticudines latis accurate haberi posse errore rix unam alteram.
que hexapodam excedente; ac juxta eandem progrestionem altitu.
do atmosphaerae Foret 12796. hexapodarum, seu, quod idem fere eAt,
6. Milliarium Callicorum cum semisse. HIaec Cel. Maraldi progressio
calculo aptissima est, sed cum obserratione C assiniana, ex MariOHO
Supra 5. 370. relata, non latis conrenire ridetur, nam alcitudo ex
omnibus 26; dirisionibus seu partibus compolita invenietur esse
TT22. Pedum; ee tamen altiendo inOntis InVeNta CTaL 107O, CXCCNUS
cAt 52. Dedum, scu plus quam 8. hexapodarum.
EF autem certo conster, quantum hypochesis partium atmosphae.
ex uni Mercurii linex aequiponderantium, ex juxta arithmeticam
progressionem Turlum crelcentium, conspiret aut dilcrepet à Marior
ti ex Boylii FIrpochesi, qua densitates atmosphaera in divertis locis
TUIME, uE rires comprimentes seu elasticitates aeris; quaerenda prius
eAt curra, cujus axis in partes arithmeticam progrestionem consti.
tuentes dirisus sIC, ordinatxe rero per lingulas axis diritiones du-
ctae efficiant procrectionem itidem arithmeticam, sed descendentem;
dehinc inventa hac curra, definienda est scala clasticicatis aeris, de
ex hac elicienda scala densitatum atmosphaerae. Hluc Faciunt (c.
quentia Problemata.
F15. 89.
PROLOBIIIOZAVII PROBLEMA
373. Sd axis, seu linea AH, divisus sit in partes AC, CZC, TC2C, dc.
arithme.