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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 253, page id 79876922X:0753
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VFRITATIS SPECITICA.
que bina crura binos circulos arguune, ex biris
penctis junctura cum basicanquam ex ceneris
Fi. P. alter ex alcero, quiris ad intercapedinem sui
cruris, descripeos, quibus Da( F C In continu-
um (ix Binx rectae DF. OFI. sune aegnales, per
det. 15. hxe vero rectis datis A. B. C. aequales fieri
Doltine juxcaerop... P’er quam Analy sin ad iplam
Synchelin via nobis aperitur quam planissima.
Cum enim sinsula lacera Tingulis rectis daris,
altera alteris, aqualia requirantur, opc cireu
lorum primo hxetres rectae, rectis A. B. C. aequales
in Continuum DF, GII. junganEUT. POT PTOV. 3.
deinde quiescente mediâ FG. (quiae basis CH) ex
punctis ucriussibet juncturae eum excremis, b
_ G. extTCMX rOCEX, LANQUAM CNATA FDSO FI.
circulari modo ad se multuos per post. 3. incli.
nentur, e versus se mutuo condirigantur, ut
alterurro communis sectionis extremorum cir-
cutorum princto K. concurranes spatiumque
claudane. Consticutum sic habebicur Friangu.
lum quaesicum. B   Ou er 
13
3
dect ese
Desiderium Prob. X
Rationem binorum anculorum trianeuli
simul sumtorum, ad externum illis oppo
situm; ut es omnium trium ad ansu
il
etit
1
o76op WBBL
lum rectum, invenires
mist  oVB. SV ia essI u Stsite est aHC)
X
e ist d
AM2.