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# Title: Leibniz-Handschriften zur Mathematik LH 35, 11, 18C
# Folio 198r, page id 00068193:0401
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Sect. VI. De Concursu Corporum.
corpora singula duitis, et facti ea ascensu centri gravitatis
m summam corporum, per prop. 14 cap. 2. Sect. V. quia altitu-
dines intelliguntur perpendiculares ad eoque inter se parallelre.
et.
Abstrahitur autem animus ab eo quod fieret si durante con
cursu accederet actio gravitatis vel alia quaecunqe praeter jam
conceptam a corporibus seu praeter eum quam habent m
ipso concursu
Sgop. 2
Si Elastrum quatenus se restituit, in duo corpora
agat, imprimet illis conatus corporibus reciproce pro-
pontionales.
E
Sint (Fig. 1. hujus Sect.) duo coppora A et B conneva
per Elastrum quod se reitituens m ipta agat; veluti 
s
C
5
sit compressum es à se moicem repellendo, vel si sit disten
sum ea ad se mvicem attrahendo; Ajo celeritatem quaq
accipiunt corpora, etse corporibus reciproce proportionales.
sid
conantur enim corpora esse pondera eo ipto dum ab Elastro
moventur elevanda, ut si ponantur esse n horironte et sus
nensa a funibus porpendicularitus aequalibus ea Ccet D; ma
nfertum est magis resittere quod magis quam reciproca ad
pondus ratione elevatun. Itaque cohatus quos a corporibus
accipiunt, corporibus reciprocos ette necesse eit. Cumque id con-
tinuata rettitatione semper contingat, etium impetus vivi
ex conatibus repetitis semper proportionalibus conflati seu
impretse tandem celeritates erunt corporibus reciproce pro
hortionales; prorsus ut prop. +1. cap. de causn et effectu sect. 4
Prop. 3.
isdem positis, etiamsi plura duobus unt corpora,
sui