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# Title: Leibniz-Handschriften zur Mathematik LH 35, 9, 3
# Folio 12v, page id 00068127:0024
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Tempore 23 quiescit A, unoventur B, C, D, E. Et ipsius B
Actio crmassa est 1. translationit. Effectus ergo 1. Velocitas spatium 1.
patuumtr
oiu
divisum per tempus 1. Actio ergo ex effectus  velocitate est 1 ipsius C
idem plau eadem actio nempe 1. ipsius  D. massa spatun est
traustationis , effectus 1. veloxitas spatium  divisum perati ergo actio
jam ipsius E.  massa L. spatium translatum a2. Effetus eus h. velocitas
H spab  2 divi  perti. fit actio 2 Ergo tempore 23. summa totalis
tempue
actionis motricis est 1+ 1 + h+ eat ante = _49
18
Tempore 34 rursus quiescit A moventur reliqua ipsius B habet
massat 1. spatum trussationis  Effecti 3 Velocita  spat. es 2
dibis per tempus 1. Actio 9
satium traussationis . fit effectus 1
ipsu C. habet massace, 1.
Velocitas spat.  divis
D. habet massam 2. spatium
transsationis  Effectus E. velocitas est spat. E divis. per tempus l. fit
per tempus 1 Ergo actio _1
E habet massam L. spatium  translationis 14
Hinc effectus Z, velocitas, est Aratium 14 divi s. per tempus 1. fit
2
Actio
Actio 2.. Actio totalis temporis 3F
5, + 98 = 18 + 2 + 225 +198 =
+
49
est
L9= 162
14t. sed
441 dividendo per 9, et 192 etiam per 9n prodit t ut aute
b
81
Patea ergo semper eaudem aequali tempore
fiam
agnere actionem motricem. Imo reqeriletur
 inaequalibus osumtis temporibus Actiones
lice.
motrices fore temporitius proportionales quonodocurue
totales)
Corpora inter concurrendum mutentur.
Et cum vevera
reperietur aequalibus temporibus  eodem recissere
estimationem sctionis Motricis et potentia absolutae. vel potius
nihii
unc
aliud tem 
potentiam esse rem mojaremporeig
ola
1 fluxu esse et tempore
lomento Actionem vero in
ductu temporis in
potentiam, vel ductu
Effectus in ceceritatem estimari
et utraque aestimandi rabione idem prodire
5ps
pose
ita ut actio pothutu