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# Title: Leibniz-Handschriften zur Mathematik LH 35, 1, 5
# Folio 7r, page id 00067964:0013
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Alfitutem cembatum ta +  B, F X C
Z pulnctunl Ind et semitatum item VXV
A, B, C et puncta determinata
Z, Y, X W etC. puncta indeterminata seu generalia
Z locus omnium punctorum Z
A est Z significat A esse unum ex punctis L
A est B significat A et B coincidere item sic AC B.
A. B significat situm inter puncta A et B, similiter A. B. C significut
situm inter puncta A, B, C.
∞ significat congruitatem, ita A. B ∞ C. D. significat puncta
A, B servato situ suo posse transferri in puncta C, D, seu situm esse
N significat similitudinem, ut si sit A. B. C  D D. E. Y
eundem.
=significat similitudinem, ut AB = CD.
majoritatem uut ABp CdCAhoc est ABMajor CD
1
significat
quam
e significat minoritatem ut DB AB seu cd nina quam AB
Ree quae aequalia et similia sunt ea sunt
congrua et contra
Determinantia sunt ex quibus datis sive positis aliquid est
eterminatum hoc est non nisi unicum, ut si aliud ex usdem
d
datis assumatur priori coicidat
si determinandi modus sit similis, et determinantia sint
similia, aequalia, congrua, coincidentia, etiam deter-
minata talia erunt.
Recta est locus ommum punctorum qua determinato
suo ad duo data puncta situ etiam sunt determinata, sive
quae sui ad duo data puncta situs sunt unica. itaque talis
quoque recta ex catis duobus punctis determinata sive unica est.
et sic exprimetur. A. nic si AlBCun A. B. Z. un
 seu sipor
erit
Z recta.