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# Title: Leibniz-Handschriften zur Mathematik LH 35, 1, 14
# Folio 1v, page id 00067976:0002
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add. 5. 46
ex punctis quae vocantur X) Tam
omne X est 1 (quia X est in yC
ergu A est y. Ergo A est in y.
Jam cum X sit in y ex hypothesi
e omne X erit y (per 8) ego
Ergo (per Logicam communem) etiam
A erit  y. Ergo (per 5) A erit in y (16) determinatus est situs
quod erat demonstrandum. Posset
ita enuntiari haec propositio, continens quod duo puncta simul puncta
contenti est continens continentis
est continens contenti.
Si sumto quocunque X sumi potest
aliquod y respondens,
si X et y sint similia
Punctum spalii est immobile
punctum corporis est mobile.
Omne punctum corporis alicui
puncto spatii coincidit
congrua sunt s et y qua
non nisi respectu ad aliquid aliud
discerni possunt
transformatio est
inter se, qui punctorum c et d tunc
eadem puncta corporis rigidi et tunc
corporis rigidi puncta l et m, quae
possunt applicari ipsis a et b.
poterunt etiam applicari ipsis c et d.
Et contra, si hoc fieri potest, idem erit
situs punctorum.
 A est in X. possunt applicari punctis a et b, illud illi
utique A est X. (se punctum A est aliquod istud isti, poternt vicissim so ne
Hoc ita demonstratur
per arilic. 5)
12) si idem est situs punctorum a et b
13
(1) Si A erit in X et X in y erit A in Y 65) Si corporis rigidi puncta  et m
e
sex Logica communi)