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# Title: Leibniz-Handschriften zur Mathematik LH 35, 15, 3
# Folio 19v, page id 00068205:0060
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inepsi: quia tria triangula BEF CFE, et GEF
habent ciem basim eigul ut altitudines B, BCL, AM
jam quia BG, GC aequales sunt eiuit ergo AB, MG LC sunt
progressionis arithmelico, ergo extrema sipnti ae quantur
euplo medio ergo et extrema terio rgula aequanta
in Hyperbota differentia daorum extremviu unargula
Ouslo medu
equatur duplo medis
etio
Ereo Conctons iocta 
ex ceritio quod et in circulo verum
in Hyperbola constans fecta nempt
aquadr ducta in dippendicuter Elementariam aequalim
quadruplo selctori.
ja
equae scmper aequali Dnempe Ex iel et
in perpendiculare
glementariam aequatur quadhuplo sectori elementar