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# Title: Phoronomia, Sive De Viribus Et Motibus Corporum Solidorum Et Fluidorum Libri Duo (shelfmark Leibn. Marg. 182)
# Folio 368, page id 1066518432:0396
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368 DE VFRTBUS EX NIOTTBUS CORPORUM. LIB. TI.
terrae unus gradtus in Meridiano eA 57060. hexapedarum, totiuster.
rae ambitus l0g-us Facile habebitur 105. moex 57060. addendo l05- um
numeri 360; atque exinde eriam innocescet nullo terme negotio
109- us radii aequatoris R. Subsicutisisitur numerorum losarichmis,
exic 109- 15 CX 2nnA = 10. 5720475, et 108. ppR =8. 1108142; C18O
differentia horum l0g- morum, id cA, l05- us rationis 2nn A: ppR =
2. 4622333. Cui 105- mo in tabulis PFOXIME COAVeNIE nUMeTUS 289.
Propterea est 2nn A: ppK, rel P: l =289: I. Quod erat invenien-
duM.
642. Ilac ratio P: NN = 289: 2, eadem est cum ea, quam primum
Flugenius in tractatu DeCaussa Graritatis, p25. 146. & Postea TIIu-
Aris Nertonns in noristima editione Cantabrisiensi luorum Princ.
Phil. Nat. Math. P25. 379, exhribuerunt. Ouoniam isitur in catu
proDol. LXXX. ec LXAXI, CF (5. 636.) eAt ad PC, ut P ad
= iN, CxIt CE: OP =578: 577. etiam ut Flugenius reverit PaS.
256. citati libri. In calu rero propolitionis L XXXII. crat PC:
EC =YP = N: VP, Ceu =Y288: V289, Quae etiam aequatur ratio-
ni 577: 578. Nam ratiO YP -N: YP =V(PP = PN): P, atqui
(PF
P -
PN) = I
et +eC. = P = : V PFOXImE, erSOV (P =W):
=iNV: P = 577:578. Verum Nertonus non determinata
Currae (ux PAOB, leu sectionis celluris per axem PO specic, et
multiplici usus calculo in prima cdicione Princ. Phil. Nac. P25.
424. invenit diametrum terra secundum aequatorem ad diame.
trum per polos, ut 692. 2d 689; in novissima vero invenit illam
ad hanc ut 230. ad 229. Vtraque multum abludit ab Hlugeniana
et nostra determinationibus; nec mirum, cum calculum Cuum
in principiis a noseris diversis fundarit, attractionibus illis utus,
quarum leges, elegantibus cheorematis in primo libro traditis, com-
plexus est. In PrODOL. XX. Lib. TII. diserte Donic, pondera COrDO-
rum aequalium in superticie telluris collocatorum, distantiis co-
rundem à centro reciproce proportionalia existere, idque ex CO
ris. 245. deducit, quod canales FC et PC aequiponderantes sinE, atque
adeo earum particulae quaelibet similes de limiliter Politae etiam ejus-
dem sint ponderis. Nam, quia pondera corporum lunt ut masx de
Folicitationes graritatis conjunetim, crunt Lolicitationes graritatis
omnino in reciproca ratione mallarum; unde, cum massae ipsIS FC
ex PC proportionales lint, erit Colicitatio acceleratrix in F. ad (0-
licitationem acceleratricem in P, ut PC ad FC, et sic de reliquis.
Fluic