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# Title: [Philosophiae Naturalis Principia Mathematica] Philosophiæ Naturalis Principia Mathematica (shelfmark Leibn. Marg. 166)
# Folio 115, page id 1041163592:0149
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ccd aequales. Duoniam aultanciae C.D. C. l aequanEur, CrunE VI. LIvEE
res centripetae in D de P aequales. Fxponantur hX VIrCS PEr X- PRLMOS.
quales lineolas D F, INV; Ec SI vis una YN (Per L egum COrol. 2.
resolvacut in cuas s
rem corporis in cursu illes  FClacet Colummodo COrpuS a CUT-
su rectilineo, tacietque ipsum de Orbis tangente perpetuo deflecte.
re, inque ria currilinca IY Re progredi. In hoc effectu produ-
cendo vis illa EOTA COnSUmetUE: vis autem altera PF Secundum
corporis cursum agendo, tota accelerabie illud, ac dato rem-
pore quam minimo accelerationem generabit sibi ipsi proportiona-
lem. Froinde CorpOTa sH D ex I accelerationes aequalibus cem
L
PRTNCTFEEE MRALAETL MATICA.
3 vis NT, acendo secundum lineam
NT corporis curtur llR perpenare nil mutabit relocita-
Poribus Factae (si lumantur linearum nascentium D Li YN, TR.
NT rationes primae) Tune adlncae L ll: temperious d
tem inaequalibus ut lineu a ee tempora conjunctim. Tempora
autem quibus D F. d LH deretibuntur, ob aequalitatem relocita
cum lune ul viee delcripeae Df e lR, adeoque accelerationes, in
recta
curtu corporum per lineas D F. _E PK, TUnE WE DP. Cc IY, D F. et
AConjunetim, id eA uE D F. quad ec TTX TK rectanculum. Sec
eutum: lLX TR aequale cA IN quadrato, hoc est, aequal
ee 12dF. de l aguates eneratur.
a a COF.
ed etta