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# Title: Leibniz-Handschriften zur Mathematik LH 35, 15, 1
# Folio 8r, page id 00068203:0015
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culi
si voro redaipsa prriph. Jocans ad ipsum puncum appavoutia
carons portineat, ipsius roca apparentia erit parraMila
radio, et arobolam invno tantum puncto secabit.
Corollarium.
Si Lauum conicam suporficiem sccano fficiat hyporbolam
omnes ratae qua Cioculi porphiriam secat, et ad nautrum
punctorum apparincia caventium portineat proijcit in
planum coniscitionis apparonriam suam, qua socat Coni-
Sitionem n duobuspundis, si viro vocta ipsa ad alurutrum
punatorum apparcnlia carentum portincat, ipsuis apparontia
secabit hyporbolam, et in vno tantum pundo socabit
trianguluusi deniqi ipsa vocta jungat aurbopuncta qua carent
apparentia, ipsius rectae apparentia mplano conisertionid
non erit nisi ad dirtantiam insinitam.
Corollarium
do apparit demadhuoposiris qua supra, si planum tabellae efficiat
Antobolam, omnes tangentes poriphoriam, proycient
suas apparenias inplanum tabellae tangentes antobolam
inpuncto ad dirtantiam sinitam.
Corollarium
Si Planumtabilla essiciat parabolam, omnes tangens poriphorian
vnatantum dimipta qua ad punctum non apparens portinet, proijer en
suas apparentias inplanum tabilla, qua quidim tangent parabolam
tangoutm.