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# Title: LBr. 943 · Tschirnhaus
# Folio 5v, page id DE-611-HS-867509:0010
# Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=DE-611-HS-867509&page=10
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# Lines: 95 recognised, mean confidence 0.80
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melicut. En (olitu 0 mninum 2s Cen stuira le probabed
ut Babi 9x Ix-xF feu yx x tanxe bnodunde ununtl.
e
Eioflsius
c c
ta onil dia Betima
62 mod ad Circulit
3)
tuma 08 magr zufind at dmuma omnium xx Sed hatie hancum rarum pomevic
din huit ob rihitinire vindum bekandtum se abraium ba at Mino mabr dum ad Guver(uhum
2S. Monsiane Dagoire hatt Min gabinbnu
und no sulbigue vnlanigat an Hhr Gussiribum
Monsieur que je huis
(it dia addresre; . M. Porone Gentithuome
de Patorne chec M: Anfrauio francone
à Gennes
Hemisphaeri,
Ex sola data area figurae
axis vel basis res sit
data figura daretur et ejus
Kircherinnae cistulaae pro
.
Notrm trehimblat
Serrituum
de Sschirnhans
ABHX. AC⊓ 1. B epi -XV, hromen tum Cx
ye XS1 -x. C ergo y 1 x - xt. Xp 3 +
non potest daris distantia aente i gravitatis a busi, na cum
centrum gravitatis, quod minime firri pt.
scientiis. Ejusd. vuria collectanra, experimenta corre spondentiae.
(XZ dam ex dat asx. posit Z⊓ ..... x
generali ostendam rari quadrabumm circuli hoc modo sit funra
cujus aequatio y aequ. s1 + X + Yi - X. datur sy. Erg ex
 11+ Six. seu S–
sirs et
sieus dataarea finiae datur momentum exaxe vel basi nethodo
quadratura parabolo, ergo si hinc etiam datur
momentum) dabitur:
seus
c.
Ex Archimede constit. dari ae rationem adliudrum, seu momen tum ci x vadrantis ex
bati, n  F
AE, erit sxsi
C (seu
17 I + X 4 1 = X
 aegu S,-xe ergo ea data
Eosimum quae tamen in
Circulo loum non habet ut
onsterri demonstravi
Consieur Godetovis
Dra
hem Lerbnit lons de
etx
 c
y datur (B seu area sirculi A quo) est absurdum: daretur enm
It via generali omnibus quitionibus
2
AIBBISCCISISbIC
londestibliochet
Honnorol
farmoret
ma
Si xt s
et ita in infinitum
continuata ceorum res
lntione quibus inest
minus, ito componetur
tandem circulus ex resoli
seu
sione infinitohum +
ViX 1 SitX Sitixesi
Si+ x Sit Ix e
ergo ex horum indicum additione
componetur index circuli, sed
index in hit hic prae statit.
a
Ey FZ+ 249
a
Z
Z
a
s
Z dy 5 b.
yp S
sit ydZ A X y Ego Z H=
et Z dy H X3 s eu LyH3
seu y H 3X
y Z + Z dus H _C. est aut
e data quaeritur se nYZ.
possumus unam ex incognitis assu–
mere pro arbitrio, item facere
at quationem novam
ut si fa
  t  Sh
pond. Ergu gn yh+ stidus Sa-