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# Title: Leibniz-Handschriften zur Mathematik LH 35, 9, 1
# Folio 25v, page id 00068125:0050
# Scan: One image of two folio pages side by side, registered by the library under both labels (also fol. 24r); this page is its left half.
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# Model: FoNDUE-GD_v2_ft_Leibniz, run 73, 2026-08-27T15:28:38Z — 34 lines, status machine
# Lines: 34 recognised, mean confidence 0.95
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ergo eleuare non ranrum Libram Buia recta ut CL, sed-
aliquid praterea. C. 8. D.  pari rarione Libra D eleuara
semel recher des cendens ilerum oblique, poterit elevare
libram. Auia recra, e aliquid praeterea. D aequale ipsi. c.
Siraporro alternis eleuando AoB Haciquid praeterea ae
quale semper ipoi. C. tandem eleuaram habebimno ad
perpendicuearem pedis altitudinem non tantum Libram
unam sed sed espondus. C. quoriescunque Libuerit reperi-
tum, ad eoque ponduo quantum cunque, quod eor absum
dum erit enim effectuo in immensum aucruo supra
causam, adeoque potentia quantulacunque essi-
cerepoterit quantam cunque idest porentia erit major
seipoa itaque sihoc unum lantum ponamus, deter:
um
minatuum esseporentiae cujusque effectum, seu po-
tenrias habere cerram aestimarionem, demonstra-
tum es proposibum
Pocabiliro igituo principio, quod poten-
tiae sint in ratione composita ponderum & eleuali-
onum quas ponderibus praestare possunt facile uidem
uidemus vectio sTarerae Leges esse demonstvaras
nam in slatera rectilinea potentia ipsins A. erit ad
potentiam ipoius. D. in ratione composita ponde-
rum A. A. 8: B, V actitudinum. C. 2. A. D. 2B. ideot
brachiorum M B. M A sumam autem hoc Loco-
congiaria ut puncta nel eapuncto Libere suspensa
ne centro graniraris uti opus sit, nec minus facile
aaio
effectuum: in peritvochio , peani inclinari, e Cunei.
s cochlea ips ino rationes redduntur TL. VB I ita-
est nimirum et qui diosentiet semper duci porerit
ad absurdum, nempe ad effectum porentiorem cau:
se seu motumo perpebanno mechaniomo
hoc