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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 609, page id 779782283:0695
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# Model: FoNDUE-GD_v2_ft_Leibniz, run 74, 2026-09-06T16:05:13Z — 88 lines, status machine
# Lines: 88 recognised, mean confidence 0.91
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# After the first blank line: the recognised lines in reading order, one per line.

L IB. V. DE RESISTENTIA CORPORI.
609
curque MIS, perpendicularis in Aguracum confusionem, sictriang u- Fi8 53
LK; CCFFE VEFK, ad FM, ita haec, lum CEY, idem cum priori; du- F ab. 20
ae ES; CFBO QUadEAE FK, est CATUTEM, perpendicularis; irem
ad quadraLLI EML, VEFK, ad Fs:
pari modo YML, est ad ZK, VEEs,
ad F.K; isicur habes veramque ia-
rionem, in eadem linca; scilicee
quadrarorum, ec linearum; illam
quidem in FK, ad Fs; hAnC VeFO,
in EB, ad FK; igicur re habeas
IOenEuM ba(IS RM, duCCS FK,
in Ee; ve reco habeas momentum
bals FKE, duces FK, in P s; X pri-
inum rectangulum, dabic InOInen-
cum balis EM, Secundum vero, ba-
siS FK; Cunc autem haec rectangu-
la eiuldem alcicudinis FR; igieue
Cune ve bales, id est ve Fp, Fd; eo-
dem modo procedes in aliis balI-
DuSFZ, ZC. Ve veco habeas balim
maximi momenci, debet minus
seomentum illius, ad maius, ha-
bere minimam carionem possibi-
lium, in aliis balibus, vel maius, 2d
minus, maximam; V. 9. F8, 2d F5;
nempe ed maior est rario rectangu-
li Tub FR, Es, ad rectangulum, lub
EK, ad Es; quo inaior elt ratio F8,
ad Es; Cunc enim praedicta sectan-
cula, rebales; cum sic eadem al-
cicudo EK; Bases vero Tune LS, F. P;
Porro ve ab F ducacur illa balis,
cuius scilicer majus seomeneum,
quod cerminat perpendicularem,
ductam ab M, in praedictam balim,
habeae IMaxiIa FaTIONCI OI-
nium possibilium, eo modo, quo
dictum cA, ad minus segmentu
ciuldem balIs, quod Scilicer resul-
car ex sectione MP, investigabimus
deinceps.
Ominco, ve habeanrur perpendi-
culares, in lingulas bales ducen-
que omnes aliae ba(eS EZ, ER. FFI,
Xc. diuidatur ME bifariam in R,
Ratque ex R, TericirculuS E AM,
cerre A ad puneta A, P, L,O, d
puncto MI, dUCANEUT ReCtR, CFUNE
lingulae perpendiculares; igicur in
praedicis lineis, lingularum b2-
sium habentur duo legmenca, in2-
ius Ccilicee, de minus, unde Cupras
V. 8. in ba(I FFI, Ceomencum minus
CA EB, MaIUS FP; hoc quidem quia
cerminae perpendicularem MP; il
lud vero quia relultat ex sectione
MA, parallela EV; pari modo in
balI EK, maius segmencum est PL;
inuS, ED; in bali LZ. maius CAFO,
minus, FN; Xc. igitur invenienda
es illa balIS, cuius maius segmen-
cum habeae maiorem cationem, ad
minus, quam rilum aliud maius
Legmentum, alcerius balis, ad mi-
nus ciuldem basIs; quod ve AaL, ab
extremitare minoris legmenti, du-
cacur recta in EM, Parallela per-
Pendiculari, quae ducitur in exere.
mum maioris legmenci, v. 8. SIFb2-
SIS FK, maius SEGIENEUM FL, mi-
nUS ED; ducatur DC, parallela
LMI; icemque NV, parallela OMI,
_C. CeTECVEEL, eA ad ED, ica
EM, ad EG; VEF. O, ad FN, ita
EM, ad EV; ac. hinc Singulama-
iora Ceomenta reducta TunE ad EM,
re rides; igitur illa linea. ducta in
FM, qua relinquet minus seomen-
cum versus E, Signabir maiorem
PrOpOrTiONe EM, ad Seomentum
illud, vextus F; v. 8. ex D ducarue
DG, parallelaLM; ica ve nulla li-
nea duci possI, ab extremicare mi-
dx, ab M; Cemicirculustantum noris legmenci, in EM, parallela
delcribendus est; et ad vicandam scilicet, lua pespendiculari, ve
HEchh. Eupia