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# Title: Leibniz-Handschriften zur Mathematik LH 35, 1, 12
# Folio 8v, page id 00067971:0016
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PL. p
49
PL. 1
 rr+ qragu. n
qgr(+ Lqq..
99 7.)
PRa L9...
rr S.... (- = 9+q1r
ad easdem partes cav
figurae datae aliam parallelam inscriber
ix plano positarantes iba
linea cuivis aliamxparallelam inscriber
Hoc fit si circulus in eodem plano
super ea intus volvatur nam centrum
etus describet parallelam priori lineam
sumu
ciculus tamen non debet describi
justo major, ne centram oestigia
se decussert.
potest linea describe
parallebu desiniper puunctum datum si ab eo
duatur minimus ad datam, quae
erit dicome radius circuli
si linea eaisit in se rediens
videndum an semper linea in ipsa
absolu describi possit, similiter
in se rediens. sed hoc i video
fieri non posse qura voluti
ne descipta generans linutes
praescribit; ex qua
videndum apparet, quod
ex circulo parallelam
describente non ita bene
Intelligitur
Na
discernuntur res Parallllae non sunt
Estatim similes et similiter positae
nisi in figuris regularibus.
Similia sunt dilternuntur res vel
ster alia sut duae sphaerae aureae aequales
ve duonava ejusdem mogunt dgie per vii loc
eEF nempe per situm seu aliorum viciniam )vel per se
compraesentiam
diet per se rursus vel per comparationem compraesen
etiam compse comparationem (ut duae sphaene
nle aureae in aequales uam si eas simul
 spectes, vel mensuram, ab una ad aliam transfe
su transfaras), vel per se segrplabim, ut sphaerpus
et cclipsim.
Ex hac definitione sinulrum
uit discerni non possint per se sogillatim sequitur
infinurat simile aelat in fiouris simisibus sextensione praedus esse
angulos respiudente, aequiles, et latera respor homo quantita
quasi tocus trianguli.
est centrum circuli
circumscrpti
2