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# Title: Leibniz-Handschriften zur Mathematik LH 35, 10, 6
# Folio 27r, page id 00068159:0055
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. 22) Non pot est ratio reddi, cut motus
motu sit celerior, nisi assumtis curviliners
motibus
(5. 23.) Non potest explicari ories motus cor
curvilinei, nisi assumtis Entibus incorporeis
Falsa ommi est eorum sententia, qui putant ex
motu recto, progredi impedito fieri curvum. Neque
enim ratio reddi potest, cur in hanc potius
quam illam partem curvitatis se vertat. Ex
(8. 24) his duobus theorematis velut, corolla-
ruim colligitur, supposita historia facti, quod
in mundo detur motus motu lio celerior, item
motus, qui  tantum rectilineus non est, ne-
cesse esse, ut alia dentur Entia, quam corpora.
(§. 24.) Si duo concurrant corpora quorum al
terum altero celerius movetur, fiet ex
ambobus unum quatenus concurrunt, idue move-
bitur in plagami celerius omoti, celerioris, mo
 velocitate tanta, quanta erat velocitas
celerioris, demta veloatate fardioris.
Haec propositio regulis Hugenianis prorsus ad-
versa est.
(5. 25) Dido corpora eatenus itantum concurrne
dic concurrunt, quatenus contumato impe
tu se penetrarent. Quaecunque hactenus de
impactu corporum diximus, sic restringenda sunt
nam caeterae corporum concurrentium partes
se impune praetervolant.
cue dopsentia
(5. 26) Siuo corpora aequali cereritate
concurrunt progudi non possunt si quod
corpus progredi non potest eadem celeritate
versus eundem latitudinis suae paralletum
regredietur.
aequivelocis
27) si corpus ob concursum alterius (dire-
ctum progredi non potest, regredientur ambo
quive lociter eadem qua venerunt via.
(8. 28. in si corpus ob concursum alterius
aequivelocis obliquum progredi non potest,
angutus incidentiae et reflexionis erit ae-
qualis, plaga diversa,
aequivelocia
(5, 29.) Si concurrant duo corpora ex eodem
paraleclo latitudinis venientia oblique con-
cuerrant, fiet unium corpus, et mo quod ea
cem celeritate movebit, in eundem latitu-
duis parallelum, iiea angutam recta an-
gutum concursus bisercante.
(S. 30.) Ergo interdum ex tu concuisum
duorum t curvilineo, orietur motus re-
stilineus compositi. Nam si duo corpora mo-
veantur aequivelociter, super duobus arcubus aequa-
tium amtatiaum cet alistam ete straos senti.