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# Title: Leibniz-Handschriften zur Mathematik LH 35, 11, 14
# Folio 36r, page id 00068187:0073
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considerandum erium, si ponamus celeritale
at compositam ex celericalibus
ab ac posito absc esse
paralle logramtum. in absoluta
onium oestimatione rem non procedere, atiam
s pouurus esse rhombus seu ab = dc
1.F =  Cf. Nam si ponamus
ab molim ab componi ex aK et +Kb, et
motm ac exak et Ro, fiet
quidem a a ex ak + KC seu ex ak - bk
seu ex N Kf - bK, haberum
quidem ak +Kb Kb + KF, sed
lanm praeterquuam quod hoc apositio
copositio non procedit in non trhombis
non tamem sucedit viiam compositio non
vires punt at +
+
2
ak +
C
(b+pet
Quea tame mon dant
at seu  kt beis erak.
bis akg + bis bK. sed hoc
non genit cum qu adrato ab ut
 nisi eosolo
quod est a aK a ak
casu cum prombus abil in quadratum
in dendum quid fiat cum globus unus
incuriit ausiodextrem plures un cler
cumd globus incurit in globum ana
plures amphideptre tangentem possunt
hi plares turs Aangi a paulioribus et
semper pancioribi donei res reduadtur ad
unum. ita plura nocabilia colligentur