# Leibniz Legible — https://leibnizlegible.com
# Page: https://leibnizlegible.com/page/DE-611-HS-867509:0087
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# Title: LBr. 943 · Tschirnhaus
# Folio 43r, page id DE-611-HS-867509:0087
# Scan: One image of two folio pages side by side, registered by the library under both labels (also fol. 39v); this page is its right half.
# Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=DE-611-HS-867509&page=87
# Source image: https://digitale-sammlungen.gwlb.de/content/DE-611-HS-867509/jpgs/default/00000087.jpg
# Model: FoNDUE-GD_v2_ft_Leibniz, run 79, 2026-09-07T03:33:42Z — 102 lines, status machine
# Lines: 102 recognised, mean confidence 0.71
# Machine transcription. Not an edition. Errors are expected: about 8% character error rate on Latin and French lines, higher on German.
# Licence: CC BY 4.0, Leibniz Legible. Machine output: do not ingest it as verified text; keep this provenance with the text.
# Wording rule: say "the machine reads it as …", never "Leibniz wrote".
# After the first blank line: the recognised lines in reading order, one per line.

num pimo ex uiso anflinribus in nino corea 
ilud co
rstorumma qua disesa exrfcignam inventa m
paistolum a
contanglandi faulior occasio esset  quo deinde breve comprudium adornavi e alia mulba eegi quibus rereuser
d hic supsodeo; Prinde cum in cognitionam evenistem Du: Sg: Dom. Schulli; roga vi ut ab io guirirat, intem
mathodum nnvnctigandi veribate suna trinc tengone domaerum exHollandia reversa) Sed Mili in responsione relulit
ad ipsiaue ore cisua cura suerit Idcario verum ab ominibus alios iderae, falsa ficta d dutip dictinguere dhinc se ili in
redibitum facilibati in progris iu veritatia acguitandae atfendisaa; cum damuum in Hilanudia reversus; ipsum accesi pot
a ipsrn quoq gtensa Eartas. agictola, quid de illa sontiret, rogabam sad ille ind cudus. rescondebat, ccedio ne Mi
ubi
e hac  in
Amnoce smina quae fertasius disit vera ect dixi non iben dum repliabit, vs ito hago manam coli citudinem an
cantabit dsio alia uti solabat: Altanin fateon Mihi vix probobila videbats ad Cartesius hacre, crjo goinm solide
n qulqu de meo eisse in
eAe
 p
ep duaus meter hisca 0
cmo vebari a  mea dinione; hanc Epictola sibi portea quoque ut grobe novis ietravi
A
am in
sel venit
b colluculi fuimus; Sed guantum jam racoodor in s simu se taniabat discurtus, ad viderand de Mathodum
hout ad omnia quae in Munde  extercdore (uac uidao me verechumenam d ad huae e tntia, at laro
mo mec
falitere indicant dicie enim ope ejus ornos woctrae cogitatione e gnibus bi entranis hun drevam
egrean optarem, ut tala otnd haborequs  quaa vollat des aju prrettantia dubitaro 2) Sad Mea cogitallo hum
sibeex
gusi ssolvuntur ingelareses
remoa perfecte unam acquire
erat. ad caltem in tali Mrthodo occurpabus estemu acguirenda, ut problemala Phydicavendem iatione tractare pos
emeos
eom dresol vere ac problomata mathimalica aud Algebrae  ad sallum conalur
perse quonus q ut ontene
ic
du
in ie continmatiam
otu, non
omnas
eoctea extondi; Venm doind
non bene tractantar vn
a ex
Disrimu
finitie exodiplia hac
posce dari faciliorem hoc stabiu ex ejus formao notione furillimae Mathodi patot Nulla oognatior
ductione hir opus eo 3 Nulla namuidem ad nliciorae deprostione . Nulla rodi cum exfractiona E Nulle india
alactiona nom indicae extractia o scctuus stabin alior ouo medi supptito obla selisualt, hibre ad eanu ptecti
peductia anontum temparia anguctia inhi pinisit, admntanam valus rgerud aps problemata pussica msi ii
Problemata Mrechanica e quae motum spurtant conaterus imoginationi rubjicibs, ad dimilem ethodiondu
Pe
l
lo odgit cumae tot tiae o ociumm ad
unt
ear
dena
dem e
hio, quidem observavi eatu
hila pose le in ut vix culqu
dum problema solvendum quol in Geomatiicis disi cultur i otanta a ut ibi ad ongadum fulloma debudium
adio ut hic facile posimnti groescribi aeceptum quita obsorvatii, si cantumm idem groblemat
abouud d susciurent in
lario tamen omanae garedne vine cogitationis ditigarente ad ignobums determinandum altarun vi moblumtam
r
tis gmpgita esteut vid absqe calculi adjumenta rexprocedarit. Lonsidermne interim hec farilum molte ausam
 D.
nn (dX
quam in Geometricie quare cala u ort: obsarvavi scientipem aliquam nobis. eu
ittae est cas
ngtae suillus cabulo, ind
fici
Ae
ee
igne
geate  quabeur in odine redacta dudaia parli cuturior in srisicii abique coculo qularumbus detarina
es
iescientiae convenit, gd dicie  in captivi cuinonus atsiculanius ad puutigatae monu potectate dt, necidi no
ic
e
incrsedo ad quia balem seicatia iana
un merito aeterria posiat apalleri ut domuner quae adponc ofectione poscint ardua  dent nti
la 
) nobie farile pod et; licut in hac Epsa pedan problamat majon pogra ifarilitat   
malsi Mathemalica; nisjune sa suo ad tatim ctatime deagerunt, ouam miminr a rebus externitode
rede
uidn oiato haec sustigni vulti) llbere, exposum e definitiones tircm gddius erini eos su dissiaibuo.  us 
mpa
intelleri, ut existencar condentus mogtore siglins erda erpux Pates concastos gunita posen diffiniri, isuo eo fan
lio quo tuppliciorae , ut
in e d es.
pretat N De erodo aliud posta senti  quondo dicin ruaa sdiiati at
cconcoptuu
ma sint
+ Haem
ceo otit rnctat
 setid
definistionta ffersie atius adaque atrerin contictur. ad sau
 Estentiale sam
bon
tunic Ata
pito ommia qute ab Aethorius atfidii solant ed definisio dibent, conctore gmare d digorentianta
 extudie ra dafinita seb:  ad isse ad ad paglaem o amilius dubitari osrib atrim ut
 sue omoi ingtam e g etnt actem inae stai  a feara dsue gropripbi