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# Title: Synopsis Geometrica (shelfmarks Leibn. Marg. 7,1; ZEN Leibn. Marg. 7,1)
# Folio 80, page id 797939695:0100
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# Model: FoNDUE-GD_v2_ft_Leibniz, run 74, 2026-09-06T16:05:13Z — 46 lines, status machine
# Lines: 46 recognised, mean confidence 0.84
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Figura
28.
B
SgmoS
neat rres Cemicirculos aequales GHIF, _
productum ex F E, in F C, quatuor;ve
aequetur Agura FC F, ducenda cAPB
in altitudinis; cuncta haec luis locis
demonstrabimus; accedentque huie
classi omnia genica a praedictaligura di
vexsumode rcuoluta.
20, Classis duodecima est hyperbo.
licorum; sIE FeriCOnUS AB F II, SIB
quodlibet punctum P, recta P C, p2
Ahod hyperxallela D HI; Siclectio C GI; haec est
bodo, aliud
upbolica hyperbole; traducatur in MK N, et
e_ H ErIAnGUIAM A D EI; IN LR V, volua.
eip
erBosep ar L K V circa LH, genitum a plano
nondum
vel verb.
MI S N V eA aequale genico a rectanou.
altigit, loDC, vel KO; igirur genicum à le-
mihyperbola _EM N aequale geniro d
criansulo C GHI, d reloluitur in pla
na genita a parallelis IE NI, R S, _C. ex
quotacile invenitur proporcio aliorum
Tolidorum, quae per appendicem, ad
AaMC ClaLTCII FCtCFUNEUE.
quasi scilicit 27. Inhranc vlcimam classemreiici.
ista oia
as masus omnes alias tiguras quales lune
resolveren quadraerix Elix, acque alix huiul
tur. siver vodi; adde annulares diversi gene-
incognita in
unum con-Xis; adde conoides parabolicum re
gerne a. Tolucum in plana axi parallela; e
unt, hui referenda quoque classes 9. 15. H1.
rectius divisisset figuras in cognitae et iucognitae alie
equationis. Illae cla N. 1. 2. 3. 1. 5. 6. Y. 8t.
ae g. 10. 1112. et . nfinitae, quarum investigada
cumma gonerd
C
Sec
A