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# Title: Leibniz-Handschriften zur Mathematik LH 35, 15, 1
# Folio 6r, page id 00068203:0011
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# Model: FoNDUE-GD_v2_ft_Leibniz, run 74, 2026-09-06T16:05:13Z — 27 lines, status machine
# Lines: 27 recognised, mean confidence 0.89
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s
duas partes aequales; talis conisitio est aug. vecilineus
vel por virricem non transiens, nulli ex vorricalibus
parallila ett, Talis Coniseuio est antobola, eo quod in
seipsam redit. vel rursus per vorticent non trantiens
uni tantum e virticalibus parallilum est: Talis Conisetio
dicetur Parabola, vel adhuc non trausiens par vorticem
duabus e vorticalibus parallela est, et dicetur Sectro
haec hysporbola, sunt ergo sero conitcaionum spociet. Lunauu,
Rualinca, ang. Ratilincus. Antobola, Tarotola, hyporbola.
Desinitio. 2.
Rocta ad punctum tendore dicitur, qua ad illud siopus est
produda pirnenit, et ricta ad pundtum in alia vorta ad
distantiam infinitam datum, duci sentendire duatiir qua
ipsi parallela est.
Definitio 3.
aoves
Duae Rraae aut plures quomodocumq sintposita dicuntur semper
concurrore, et quidem ad distanciam viefinitam, si se in
eodim punto intosecent; vil infinitam, si sunt parallela.
Desinitio 4.
Reda insinita inplano conisctionis duita, quae conisutionem
Secat in vno tantum puncto, dicitur monosccans.
Desinitio 5.
ilcaa infinita inplano conisaationis dacta, qua ipsam
W’eaerdaenslsene
LandosBiblloihet