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# Title: Leibniz-Handschriften zur Mathematik LH 35, 15, 6
# Folio 18r, page id 00068208:0035
# Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=00068208&page=35
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# Lines: 75 recognised, mean confidence 0.75
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mut
B3
qu
2
Videndum an liceat fingere
lunam moveri cina terrum specta
tam ut quiescentem, et hunc
motum componi cum motu 
Terne circa solem, et la naecira
 solem. ita spatia quaevis
spectata quiescente centri erant
tempori proportionalia.
atque adeo erunt T.L2L3L4L
proportionalia tempori
et ipsis 1 F273747
Et res procedet etiamsi
Non est ita
necesse sit addere ad hic plures incliniationes
veluti si etiam Luna trahp ponater a sole, uti
rever. sit. Nam prius in luna respectu 27, ets
re componendi essent motus, deinde totum transferendum
t cum T ab 17 in 2T.
Et hac methodo
etiam res expediri potest, et si perplexa videatur
c sol vicissim rahi ponatur a buna terra
luna et terra etiam a Luna
al
H=1
Triangulum 2E2L. 3L
eu
....
1dt-
Bd qu = AB. 2KA. AB
BDqu = 2KA. AB = ABqu
Bdqu = ED. KA in infinite
parvis seu ED = Bdqu: KA
adte.
(F2F
dap- at  dtat
et Adp = 1F2F = 1F2FA( L (IF=F)
Hoc summast
Ep IF2Fdp..
+2dp. IFFdt-
ponendo
et dp ut X, et dt ut 16 F7, e ut y,
bg.F252
rep. p = d 1F2C. 1F2F L. 113-109it2f
11D
fit 1F2F = a a t
ddp= atat
dap dt fit
ddp
ED conatus excussorius, BD, siu 1Ti0 - u, Kst est C
et ED = aa If U
11
52
B
sit
at  C1F2F)
generulius dap= q dat p =  at dt: p
Ey
fit delp = At F2P pB P - ilt. d (1F2F). Sed ita
pro p ponendi 2 +p, a
 Hrs= H
1
it
Sit = p. 1
l. p
p
IF2F2p dp
PP dCIFLF)
c
7+
Lap. IF2
(LI2