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# Title: Leibniz-Handschriften zur Ad vitam Leibnitii LH 41, 4
# Folio 12v, page id 00068543:0024
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# Model: FoNDUE-GD_v2_ft_Leibniz, run 74, 2026-09-06T16:05:13Z — 83 lines, status machine
# Lines: 83 recognised, mean confidence 0.83
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bins der sutzi durctt dast b’igt aeou Madame
auuhnseber. ac is an Mad. gysich, wiellenise an
Mons. de dangear hu communicoru. meg d. von luopiti
In Wolsent. Rim. kourgue. Prinzestin Amalia Wwasrolens
ar se samet ofuece welze bucher it hrrcanbible frzegln
Tydemesurturen, non dah enealogu Tabile st iser
durflt mns gerhichit non isem Combolo
Ha  hon lubeck aeegue ds Bunndk so in Moscovin
gergron, it. werge des auden brandke se dus sossctum
 pundem.
al
Eintis mons, Raison, listr
daceo. beriten; veus elioque gubrrlasten.
durus se laguro ponssitus lastus, din Dyadica. a gauque
Ue ab peries. Huc numerus perfectus cuclidaens. Dia summae ata
tatium et summae summarum etc. Hemus dorgustali ger compendrose
Dec problema
Hocuo iusomum
mf6si notabil test dastoust ae
invenire curvam datis ad angulos rectos occuvrentem, cutais
adinatim datis, inuste moses ad differentiale, primigridusgu
Trinu taenum cyare datae transcendentessam solsio phamni
antugsus jas sos ad quadra turas zi redigior, datis dus
motum der us ansgrdont pro Tangeatibus inverses. puu
aate aach seudenh  peer nn motus pro osculanbibus
inversis, und harc soleus problema situaliter hu fastus. Uod ob
decten fif sioune generatio curvarum ex impetu concepto, e
Curvas forminu
accedente hova solicitatione. Quaenitus e lationita puto. alt
plano darag uma curva bysciebremi
Ronum excurva jam posita, et novo
slicilatio brue nomt und ob dab loabandroi, alb aenum det
cug ipsi mobili per se solicitatio nova orgebus miri
meenn dem geachu
netra priores nisus dic curvam macsu fb ist sire wose. zn distn-
quiaeu, compositia hibera seu naturalis qoa non pt fieri hisi ex
praecedente directione et nova diectio limpulsu et novasoli
citatione) et compositio coacta mt 
allico, et in Nentonianis; dic artific alis vel Mechanicaist in
ccolibera est in Gallleans, et in mea
dus Geometricis corpositionibus tum veterum per orgaxa, quam
n
ibi nullu habetur ratio impetus impressi. A
naturari compositione adjungender resistentia medis. ernm
naturu scentiae solicilationum duto reducitur problema
Cartessi
forte ad differentiale 3H gradus. Dia constructio
dinsolici.
ad perqositionem naturalea est physicu
domenrica
anc constructio Geomelneaqu cansit caecrden.
mil m. F. un woosuctus brofo. anteverobransten gredes,
curva
eaenque gratul. mirae. nanque odrctens grgus dis mite
nust ae
eaenque suand lyjus instiithil uo dorsin. Mad d’affelen
rens) ob, geile nachsraque bei Mad Schrearz
Nac wrien dirgn de Moscov. gesandten. humase bignns du
xy.
21 janvier
ob Mons. praetorius rouuernem Ho Mons. Brina
dab oberistus burg rasus in Gurlaud hosue, mir nasris
Tartaru in Litgauu.
i   an gaast dattron.
mit sisfatmcam busti ani paris, und
wergue Eenri busrr ingis rem. 
a In 8Eaibu,s ob e ipmand Ara-
eyt bunherdhn tunctus uberse donur. Mons
Tharthensed taudirgeusus, hasten.
23 jannar
mil se vice savge wegdes bregeran se
Monse bursuden fuhi conductorem boligden
Weper tour nach hill endem Te von brrubdor;d. u
moteues olan  rau prof
Wutbingoerlor. ber. Geacatius. olstet nis datu
grurigo
in propriis wec us. Exempl. hn sussendo
iidi prastanda. Sulcnti veose offic a lib. pest absel. d
aterm uid sin decsogent. os alsiro. Und ubi reull
ehe eg n du Bell. esvifnans do es sartig
Qeomatra Empirica pro china, s ex congruentia
principio. Narus murchliis humatus, Audatis prd 47. Imi
fab mest pro p. nea methodo aut sid arst