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# Title: Leibniz-Handschriften zur Philosophie LH 4, 1, 4a
# Folio 20v, page id 00068502:0112
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quidem otin casu Aek, vel A2K scu imfra A. directho ipsi
as C, sit eadem quae ipsius B, adeoque in casu A2K
quae aequalis est ipsi m, celeritatem amburum esse aequa–
lem, et directionem eandem. Sed sumto K propius ad
A, ut in 2K directionem quidem ipsius C, ab A ad 2K
esse eardem quae ipsius B, quae est ab L adm, verum cele-
ritatem ipsius C. esse minorem quam ipsius B, quia A2K
minae est quam Ltir, adeoque ab insequente attingi prae
cedene. Si L incidat in A, ut 3R tunc directionem et
celecitatem ipsius C esse nullam, seu C qriescere; sin
K sumatur supca A oim 4L, SR, 6L, tunc ipsius C. di-
rectionem esse contrariam directioni ipsius B, ductis
iam lineis PP et ae ae erit ordinatim applicata XP
celecitas et directio ipsius B post ictum, hoc obsecuato
ut directio alterutrius quae post ictum est ad easdem
partes ad quas anteictum directio ipsis B fuerat
exprimatur per applicatam dextrum, et quae est ad par-
tes contrarias directioni ipsius B significetur pecas
plicatam senistram iam determinemus quaedam pun
ia linearum ep et aea.
Directio et celeritas, seu (verbo) motus ante concu-
sum ipsius B semper est LM, iam si ante concursum
motus ipsius C sit ei aequalis et ad easdem partes nompe
Ank. Iaequ. Lm) oteque et constat post contractum ambo
B ac C. retinebunt priorem celeritatem et directionem
adeoque 1K 1B et iK1a motum ipsorum B ac C poses
idum reprnsentantes erunt aequales ipsi Aik seu
Lm, et ad dextram. Sed simotus ipsius cante
ictum sit nullus, seu A3K ipso puncto 3K incidente
inA, seu si C quiescat tunc constat etiam quid fiat
nempe postictum corpus B quiescet adeo que locus
3P incidet in A, atC accipiet celeritatem quam
habuerat B et ad eas partes ad quas tenderat B
ergo