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# Title: Leibniz-Handschriften zur Mechanik: Dynamika LH 37, 5
# Folio 163v, page id 00068534:0322
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# Lines: 53 recognised, mean confidence 0.80
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Nam ninc secunde
miffistionum alcapse
od. 45
et 
uatet
nin ipder plau tum codrossenus emno pendre
paudul
s 31
psuis tanus macsl
ninc secundi; si uno cadio pslaus est ena se
ses ung oscillatio. Dagne waecun dir Brel
ertike
opsens
n d cF, 3psu da
Dac mobile beyarrbit, eud alo dio sircumferent
Sepsins; und ato abro sol Be   in der hrt
multant num secumd. uublauss soleda
42psiis sirans
umbgange gt b
s caentde seru
b.66:7 = 42
odee b=
odo b-
x cucter
9: 11
4 Uerum
ldor
rectam
tamp. 7. ligeTX. acentroax
osciltationis, ad antim ponderis escilerie
 in figuae expressa AAF
Cstam partem vera. unde
licebit acta ipso rem sexperiri
aest dasra invenere et au rad noq opsibu
cui pruro secundo e mase mabalct, rauide tema
cons ciccumferent Sugrgensi dea gnsraeindiua
aben, dis intlgir, z As dast mii griens
20 psuis soi premm Nonus
ds
Nota: in Hugenis de penduns p. 55. est nutsallu
vaso
daß n et die zeit dacium em grarist
in cycloeidea quie fesrrab laussin arch
quocunque CB per zn dirgrit davium 16 Cx
cyglvidis aisiturere AB sira utro laussi laeo terni
B circunt. ad diam. Nm altitudo cycloides vel circali geatra
foris esi dicmidia altitudo penduli ex puj. 66. Ergo desc. in cyel+ asc.
in cyet. est ad desc. ex dima. ult. peud u circum f. ad diam nam tempo
ra descentus et ascensus sunt aequalia. Et hoc est quod Huneniguait
ait p. 155. tmaoscellationis minimae esse ad temum descensus ex Rimnd.
neud. altunt circumf. ad diam unde jam eero collaro oscen oscilla
tionem esse illitationem solam, non itum et reditum sunt, un
dicele videbatur, nam quod mirum toto libro os illadem non definit