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# Title: [Physica, Id Est, Scientia Rerum Corporearum, In Decem Tractatus Distributa] Physica, Id Est, Scientia Rervm Corporearvm, In Decem Tractatvs Distribvta (shelfmarks Leibn. Marg. 7:1-2; ZEN Leibn. Marg. 7:1-2)
# Folio 617, page id 779782283:0703
# Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=779782283&page=703
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# Model: FoNDUE-GD_v2_ft_Leibniz, run 74, 2026-09-06T16:05:13Z — 89 lines, status machine
# Lines: 89 recognised, mean confidence 0.92
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L. TB. V. DE RESISTEN YLA COREORVM. 617
liter, ducta BL, imponatur pondus modo impolico ponderi, verum
in B, tanci momenci, ve relicten-
ciam Cuperer; ita Frangetur in BL,
re circa punctum, seu centrum B,
dividaneur. Peu distrahaneur bales,
ve lupea demonstracum est, prop.
62. nempe dux bales Legmenco-
rum in BL, coniunetx, distrahun-
tur circa B, mobile; delcendic au-
cem B, per rectam BL, sIC AB, C.B,
quae aure tracturam, in rectam li-
neam connectebantur, per Fractu-
ram, circa cenerum B mobile, in-
clinancur, in angulum ELD; aC
rero diagonales veriulque legmen-
ci, GB, HIB, quae ance tracturam,
Faciune angulum CBHI, post Fia-
ccuram, vbi B peruenic in L, in
longe obculiorem angulum FLO
abeune; igieur GB, HLB circa Cen-
erum mobile B, voluuntur; haC
omnia constant: ac si puncta pris-
matis C_ HI, in quibus scilicer
gemino Fulcro innicitur, in iil-
dem locis immobilia permaneant,
non porest B, in L descendere; nem-
Pe ACB, circa Ci immobile volua-
cur, delcendic in N; _ si volu2.
tur circa FI, descendic in M, re pa.
rec; igitur quandiu C e FI in iis-
dem punctis manene; B nunquam
descendic in L; ioicur prisma CC
non transicur in BL, licet maxi-
mum ex prope immensum pondus
imponantur in B.
Ilinc C verimque AdOVCANEUE
duo plana immobilia GA, FIC; li-
cec prilma GC Fractum sic in BL,
teri camen non porest, ve legmen-
ca GB, FIB, dinellaneur; nec enim
divelli pollune, nil LCLFOAGANELE,
ve patet ex dictis; quod certe pa-
radoxum cgregium ridetur; quis
enim primo aspectu, non crederet,
etiam propriae gravicari larim ce
dere, ac deorlum irc; cum camen
minime cedac, nih verumque les
mentum, vel Calrem alcerum, r0-
FIOASALUE.
Porro quodlibet Ccomentum,
cum ab altero, cum etiam a scip-
Cocum ab impolito pondere, le-
erongitur, idque Facile; Scilicet
opera porencia mechanica, quae
non parum appolce porentia accus
appellari porest; nempe dum B
deorsum crudieur, hoc eA exere.
mitas rectis BC, mobilis circa C.
terroasit seomencum LC; e dum
BEI voluieur, circa TI, FetrongIE
Leomencum LA; igicur vuum ab
altero cerroagitur; cum etiam à se
iplo, nempe ica praeualet proprium
pondus, ve B descendat in L, d
L, In R; _ G FCTEOASAEUI, dC 2F-
collatur in F; quemadmodum lon-
sius segmencum rectis. Ceu libra
accollie minus, e brcuius; verim
VeFOL in R, G, In F; A, In F, PCF
lineam rectam, vel curnam perue-
HIAME, Certum eA C moveri in F,
per lincam curuam, B veto _ L
per lincas rectas, A denique in F.
Det curnam, re demonstrabimus,
in nostris lineis morus, quas hoc
loco prolequi non decet.
ObTernabis hoc loco, praeserrim
haberi carionem duplicis rectis,
OL, FIL; qui circa centra H _ G
ita moventus, ve LB necellario di-
Srahatur; est aurem minus legmen-
cum rectis, illudque commune, L B,
quod ica distrahieur, ve dictractio
B, Sic minima, et distractio L, ma-
xima; licet concrarium HaC, (1 ap.
pendacur pondus in C, de balis
aftixa SIE BL; cunc enim distractio
prilma CC dinisum in BL., non B. elt maxima, et l, minima: Hinc