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# Title: Leibniz-Handschriften zur Philosophie LH 4, 1, 14a
# Folio 3r, page id 00068524:0005
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siheda 3.
Appendix ad demonstrationem contra Atomes
sumtam ex Ato morum contactu
Si quis neget dari posse Atomos quarum
partes sese in puncto tantum aut linea tangam
adeoque contactum superficeline in superficie requir
n coraesionem ine aliasnarat ut demonstrationis
postrae vim evitet, is in abias novas diffi-
cultates sese induet. Ntm
Nam si cohaesio eritur a eo
casus ereme eriteuidi potest. in quo nequea
ficiali r ar paterit, Atomus radere Atomum
Maaeubi enim pars hedrae Atomi B congruet
hue im parti hedrae Atomi 2A non tantum non
sed etiam
poterunt dissilirecet atque divellngus sem superfici
abi. Inmo
quoq su
una non poterit super qua
motu sugvenpens
quod est mirabilius Atomusa exintens in loc (A) atque
ita sita ut longins progredi nequeat Alomus A
ned suo veniens ex loco 1A in locum 2A, ita situm
ut prodredi ultra nequeat, quia Atomum B radat, ibi
motu suo
sistetur sine ullo obstacuo quasi incantamento objecto
Nec sufficit dicernullas dam Atomos, mi  tales
nec alias in natura splacitas nisi sphaericas, aut saltem
convexis superfiebus terminatas extare. Sufficit
planis aut codoeeis Concavis
Atomis
s. possibiles sunt terminatae con-
enim esse possibiles
B 1
vexis. et ex possibilitate earum supposita absurdum
hedris terminata, si
sequi, unde nec convexas admitendas sequitur
vodsi quis his animadversis jam non amplius
contractum tantum sed etiam quietem tangentia
scililets
uore lese ad cohaesionem requirat ne Atomus
una super alia labi prohibeatur. Is praeterquam
quod sententiae sue probatonem aferre nequitu
natora et visa
nec apparet cur ad praesentem statur qui est
contactus pendere debeat a statu futuro, 
super
ficialem