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# Title: Erhardi Weigelii Sacrae Caesar. Maiest. ut & Com. Pal. Sultzb. Consiliarii, Supr. Artium Archit. Directoris Saxo Ien. Mathemat. PP. totius Academiae Senioris, Philosophia Mathematica (shelfmarks Leibn. Marg. 65; ZEN Leibn. Marg. 65)
# Folio 262, page id 79876922X:0762
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262
DE TAVESETOATIONE
principium.  Videmus itaque binahae criar- sa
sula alternatim aequierura esse. Vtinamr jam pods
intercepti ansuli cruribus aequalibus etiam x-
quales essent Dispiciendum icaq: nobis est annon
ansulus RC. A. Sic aequalis ansulo IC. B. Cum
veroneque Verticales, nequie alternos in paral-
lelis, atque oppolitos esse videamus eos, parum
abelt, quin spem abjiciamus, nisi sublidium ali-
quod ex ipla divitione nobsis etuceret: cii
Comparabimus ilagute duos hosee aneu-
Josper parces, juxcatricum ilsud, diride de reina-
Bis. ccum utrobique cadere videamus spa.
tium triansuli in certum cardinem _ti lateris,
hinc se inde; bene est, nam illas parcesjam inter
se quales esse per axioa rZ. HOVImUS; FR ica-
que pars ansuliunius erianguli TCA. parti Cli
alcerius crianensi F. CB. aequalis Ad oculum
veto pacet utrobiq:, resieuum esse corune, nem.
De partem BC: A. ueriusque anguli. Ouapro.
pceraddamus idem de commune utrique parti
aequali; ae habebimus aequalia eora, anieulosnem-
De quasitos incer se aequales. Salva proinde
res est, e cum eria principia uerobique depre-
trendantur aequalia, necessum erit, etiam ipsa CrI.
ansula Cdimidias utriuisque parallelogrammi
Parces Pet propolic. 4.) ae quari.
Cercum itaqueninc est, quod ancer praesume.
bamus, neque dubium esse porest, quin alterum
membrum erei hiyporemusa L MDB, cum alce-
US
iBere
Ciju
1D
in
det
l
IdC
BC
d