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# Title: Leibniz-Handschriften zur Optik und Dioptrik LH 37, 2
# Folio 105v, page id 00068531:0210
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basium aB. ren cathetorum ard. rd
ita differentium ut altera alterius pars sit.
Manipestum est autem cathetos ita differre,
bases non differre, quod manente conatus  in
(perpendiculari d2 et parallelis, imminutus est
vice indebitas in dr et parallelis, cum in Ahoricontali)
fitenim
via debita patente futurus sit in da et paral-
lelis sunt ergo eat heti t seu sinus angulorum
quos basis faut ad hypotenusam, aBd, rnd.
ut conatus deflexione imminutes ad integr in tegrum
ut catheti, et (seu sinus angeutorum hypote-
nusae ad basin,) viae ut notemulae seu celeri
tates ut Hypotenuse; seu ut radices summarum
ex quadratis conatuum componentium (perpen–
dicularis et horitontalis), compositarum
A
Regula ergo haec esto: motus liber et ompeditus
seu impeditus, et minus impeditus sunt inter se
ut hypotemisae eonatuum duorum trian-
gutonum quonum alterum rectam itorum ex
anule
quibus basis sit aequalis mener
_
rectorum
que componunt connt verentes mensurae
conatuum generantium rectangulorum ge-
verantium, basi sumta edema
utrobique aequali. aeterum Rectangulum generans
voco quod fit ex ducta conatus horizontalis
in perpendicularem. Conatus in conatum duci
intelligitur, s cum mensurae conatuum in
se invicem dicuntur.
uneam in rectangutus
Haec propositio non i is tantum
tum quae enum tum quos enumeravi casibus
reflexiones refractiont, sed et stptia
quolibet motu b impediso gravium Elasticorum
ut in plano inclinato in Elateriis spiratibus,
renissima est. Adeo ut penduli quoque phae-
nomenis conciliari possit, ut alias ostende-
tur
+motuum ve sunt
+ aut