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# Title: Leibniz-Handschriften zur Philosophie LH 4, 1, 4a
# Folio 21r, page id 00068502:0113
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ergo habetur 3k3 a aequalis ipsi LM et ad dextram adeo-
que et puncta 3P, et 3 a habentur denique simotus ipsi-
us C sit aequalis motui ipsius B, sed ei contrarius seu
reprasentetur per A5K aequalem ipsi LM, sed 5K sumto
supa A hoc est si corpora proposita (aequalia ex hypothesi)
aequalibus celeritatibus oppositis que directionibus con-
currant tunc etiam habetur euentus, nam eadem
utrumque qua venerat celeritate reflectetur, adeoque
dabuntur puncta 5P. 5a. Nam 5 L 5 P. erit aequa-
lis ipsi Lm sed ad sinistram, quia ita B reflectitur
seu directione pristinae contraria movetur, et 5K
sae erit aequalit eidem, sed ad dextrum, quia C. acce-
pit directionem quam habuesat B. Habemus ergo
tam puncta 1P, 3P, 5E, quae (quod notabile est) in
cidunt in rectam quam et puncta 1a, 3a, 5 quae
itidem incidunt in aliam rectam puncta autem
reliqua et 2E, qB, 6P, etc. vel 2a, 44, b a equi-
dem ex solo eritenio nostro, seu ex lege continuitatis
determinari non possunt seu non constant exhis so-
lis quanam sint lineae Pp et aece sufficitque omnia
ona linea continua cormecti quolocus sit criterio
nostro, omnesque adeo regulae istae in coharentes
iamtum ante plenam rei cognitionem aut inuen-
tionem speciei linea excluduntur. Interim aliuu-
descimus, reuera has lineas PP et aa esse re-
ctas. Caeterum eas infra IK 1P. 1C non pro-
duco, quia tunc B celerius maveretur quam
C, adeoque non attingeret, néque adeo concur-
sus intelligi posset. Eodem modo positis celerita-
tibus corporum aequalibus, et ono corpore retento
altero