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# Title: Leibniz-Handschriften zur Mathematik LH 35, 1, 14
# Folio 27v, page id 00067976:0054
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 nec tamen C
erit in A
Punctum puncto aequale est. Nam aequalia
sunt quae congrua sunt, aut transformatione
congrua reddi possunt. Hinc patet quae similia
et aequalia sunt esse congrua
puncti pars nulla est.
parh est quod
Si A sit in B, (sintque sitque aliquid ut C in B, quod
homogence;.
non sit in A, sunilque A et B homogenea, dicetur
totum et B pars Ex qua definitione juncta
definitione puncti dem onstratur partem puncti B esse
A
nullam; sit autem ea pars A, erit A in B, et C erit
Nam minimum est
quod alio quo cujus quo nullum aliud datur minus.
Mmt inus est  quod aequale est
A quod aequale est B parti alterius C
ex sit ergo A punctum
erit C (puncto minus) aequale B parti puncti. quod
A majus, et C minus
est absurdum
etiam in BF jam ex defin. puncti B et C A coincidit
ipsi B, et C etiam ipsi B, ergo C et A coincidunt
inter sc. Ergo C est in _ A contra Hypothesin.
unctum est minimum.
Jam si
dicitur
puncti enim pars nulla est per praecedentem