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# Title: Leibniz-Handschriften zur Mathematik LH 35, 11, 14
# Folio 36v, page id 00068187:0074
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si globus A incurrat inglobos BC, quiescentes
ei est
adA
ia
s
ve est videndum an
verum sit
 B ine in
3B, celentate 2B3B= F ess
et C ire in 3C celentate
2C3C = E2A. Sgne
hoc modo oetileture cel manet
seu via centr
eadem vis direchipi, et manet quoque
eadem vis absienta; ob summam
quadraloruu. Sed tamen arbitior hoc
non provedere non manst eade
quo antes vist rejactiva, sed angetur
e
ed quia hac data pem non dedtrmi
nant ideo aliud quoddam adjiciendu
ut scil. eadem quius vis respectiva colligi
L
possit. Venn hac ratione video
augeri vim respectivam nam manet
eadem quae prict inter A At BC
cum eadem hoqu modo sit distantiarum
 agomentatio m on celerlas
despectiva inter A et C cenrum gravi latis
orum BC. Verum alia praeterea ad est celeatus
epectava vis resaatim nova inter per
quae pro invicen discedentibus ila lacrasi
duissemus iim respectirum, quod absurdue
itaque non sastis fidendu motrum compositioni
si
disi considerationi viriam coincrdat
si A incidat suunt in b et C silus, celeritas
AF composita ex Ab et ACC
i igi lar
perinde aflici A rem esse bonamus
ac si simul A incurrisset in b celernt
Ab
on C celelitate AC, res eodem
redibit ac si A eadem quam habol celeritute
quo
in unum eorum incurrisset mani ex Ab celenturbus
ex AE fint Ayende
pudsi cortione seit. sper Am: Ab. c. A gi Aepr. Ab p- 5. 
Ab
AC firt AB An eun
L
sie