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# Title: Leibniz-Handschriften zur Mathematik LH 35, 9, 2
# Folio 2v, page id 00068126:0004
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continue fulmina
cent.
buS crassu
eo
+7y
qua
vx
utique
ein circumja,
bus corvonbus mul
fas caditat es habont,
ul
bus adioque mino
habentibus
Jusa consitat ersi sicum
minore in aisgutues
en
D es
in biexse
subtili, quod assidua
n
spengioris aut pumicosis corporibus
a nisure
aa
C2
Cidse
gravitatio, versus Massam emittentem produceretur
gradiratiae
a Cent
ce
e
Cedcnt
losionis, quam in faliido
valde donso valdeq oolicis
_deosio samnan qna
regueenim
L.
in hac hypothesi pecesse est, ut emissa particulae ad ipsum usque grave pertinaa
Caterum Legre Radta
jaqu
ea nota dudum sed hic cunam etsi dudum totum
haulo eszstinctiu
nen
S.
exposita snaec.est
Sumo
ibere placet.
 e sgg
ssat dener
al
punctum radians
sit punctu Radians
anspe pptavi e
l
e  u
fig. 1.) sitque sinteue superficies sphaericae ABD ABD, EFG eidem rod pan concentricae
e  2 n eC dsEdc
ssa
.
circa+ idem punctum C. Quia iidem radii sunt in  uttaque superficie erunt
Mums
si
1 I uperlicie AB C t continuata, sumatur de aequnta portio 
eoprec qucipie n
sit
cem unge iidaa
partio Dc cui tuns  u quoque panum aequales sic plano sublensa ipsiC
E Cum
s Hr Spratio pan
e
ergo radii in eadem syperficie
e sint aequabiliter diffusi orunt radii in dE. ad radios
ex   av s j
in AB, in  suersi in superficiei portione d ad radies in pertione AB, ut portio
e
reaicem
ontonsB seu ad radiot in superficie
ut quadratum CD ad quadratum A va
e
dte  ug
a
La Gac La
 sece
justem in situ DE ut quadiatum C)D ad quodratum Cd
eu
rindintio pidiid   adimutitionem
e
cea iac er
et
et
0
equa
irradiationes utriusque superticiei aequales, quae estopositio prima; sed irradiatio portiunc
erariaee. sgun in naaane
seu punctus physici in superficie est ad irradiationem totius superficier, ut
ae
a
dicvotda
essanqa autina
portiuncula ad superficiem, quae sit positiosecunda; quianimirum irradiatio pera
les
superficiem aequabiliter diffusa est. jam punctum physicum vocetur pirradiatio
ejus in superficie