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# Title: Leibniz-Handschriften zur Mathematik LH 35, 15, 3
# Folio 14v, page id 00068205:0046
# Scan: One image of two folio pages side by side, registered by the library under both labels (also fol. 11r); this page is its left half.
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# Model: FoNDUE-GD_v2_ft_Leibniz, run 74, 2026-09-06T16:05:13Z — 39 lines, status machine
# Lines: 39 recognised, mean confidence 0.77
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talibus intarsectionibus onts ossit Geometeice determinari; e nospeie determino cuvom
quae in peculo couctico schaerico a radiia colaribus formats.
c
Novam hinc Methodum exhibeo infinitas lnvac mensurandi seu reducendi ad rectos
ipsie aequalae
4jam eoseu ultaoius poeredioe actandine
Dis
 Op
ad ehanirodus solane AB poctos cratio pe
lucidum aliquod corpus G transierunt, cic
Cd.
subiiciunts agna calida multum extalante hisca cirpposita aut pulvem rodigo
insperso, cum iridia colorae exhibuit) poscem aasdem determinandi Methodum tron
a
equ
dere atq hic quous ivivns rectia aequalas producere; Perm qui qua modo trodidi
e
eManisunani refraactionum a Cartesio exhibilum, haac ulius quoque in eotectata
habat eruendi.
n
Atqs sic Mihi Vdeon novum compum apem isse ad infinite noda exhiscafunda
mentia dedurendi, quae tam Geomatiiam quam lotophicam et Diophicam in
finitia nvntie ditobunt.
Dum vero admirarae gdniter rinpulama efsecta solis ctantor it, ta ex
L
dito Cunvac in rectae trarosuutat. d ab amtisrimiae Mathomalicie magno labore
campen quasitum e reflecterem ad Embluiata qua a Multia excogitata inhono
c
rem Regie ractri, qui stupendiae suis actionibus doti Mindarse odniimbilano prrectat
DCC
allusione facta ad tolem quem dibi pro synibolo elegit, obsar gd Alis mogno hub
filitate ingeniis sui produxenunt. Mihi in ultro obtulisa exidelecta tam tinau
eari propretate dolia; Adeo ut galtem, quae modo retuli in praesenti Schematem
C
 et
impatare opus habeo; Applicatione tanc dbvia ut exglicationa hia ulla igflura
C
est vidiats
n 50L15