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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 527, page id 779782283:0613
# Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=779782283&page=613
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# Model: FoNDUE-GD_v2_ft_Leibniz, run 74, 2026-09-06T16:05:13Z — 91 lines, status machine
# Lines: 91 recognised, mean confidence 0.92
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T, +B. V. DE RESISTENTIA CORPORvU
coniugationes, de quam bene cun-
eta consenciane.
DecimoguarEd, sI CFaNIOF SIC Cy-
lindeus, est maior relistentia, quia
SciliceE pluTeS PaTECS pFeMUNEI;
Tunc aucem (uperhcies COnVexa Cy.
lindeorum eiuldem lonoicudinis, ve
circumferentia, balium; de Ha VE
diameeri, ve ConstaE ex gCOICErIA;
nec in hoc est vila difficulcas; (UnE
enim circum ferenciae circulorum, ve
diamerri; isicur sinc duo cxlindeis
A ImaiOE, B, MINOE; SIC Ba(IS A,
quadcupla balis B; cerre circumte-
rencia balIs A, erir dupla; igieur
rnica Epira, camdem Faciet vim re-
Sictenciae in cylindeo A, quam Fa-
cient duae in cxlindro B; modo sIc
eadem inclinatio; quia eadem est
pressio incentiua, in veroque cylin-
deo; cum sic eadem inclinatio; ca-
dem quoque est exrensiua, est enim
eadem lonoicudo ZOnx, cuius ca.
dem eciam laricudo supponicui; igi-
cur eadem vis prectionis, cadem se-
Sictencia, eadem difticulcas: Hinc
vides compentari posse numerum
spirarum, a crassicudine cylindri, ee
vicissim subrilicarem cxlindri, 2
numero Evicarum: hinc mechanici
ingencia pondera Custinene, fu-
ne, circa crassiorem axem ica in-
EOrtO, ve duas cancum Spiras Faciat.
Decimoquinco, s quis Funem,
alcerius plena manu prelsum, cum
mulca vi crahac, vel ( quis Fune,
quem reraque manu premie, ex al
1o se Ce demirrar, premeneibus ma-
nibus plurimam sragem pressus
Funis aftere; quia scilicet alperiores
Partes exrantes, vel deprimuneur,
vel laceraneur; in hoc nulla est dif-
scultas; arqui (i vel manus, vel
Funis praedicta aspericate carerent,
neurrum certe accideret.
Decimolexio, S Funis circa pril-
ia ErIGONUI V. 8. INEOEGMeATUE,
anguli Forrius premuneur, quam
Plana; in chordis censis, perspicuum
eA; modo plano attiganeur, qua
rix, ac ne rix quidem planum pre-
unC; sed ips cancum anguli pre-
MUINEuE, ve parec experientia; (I
enim cancum anguli maneant, de-
cractis planis, cerre Funis centus,
licet à nullo plano decineatur, non
tamen proprerea intra Cubsidic; (c-
cus accidic in cylindro, cuins sin-
sula puncta Cuperticiei Faciunt an-
sulum, est enim circulus polysonon
infinicorum lacerum; Ced hoc Facile
demonstrari porest; sc enim ciecu
lus, centro B, Sicque Funis aFHXUS
circumferentiae K C L, hinc inde eie
cractus; haud dubie, ( decrahacur Fab. 2.
sectio circuli NOP, hinc inde 2d-
ducetur funis, donec subsidac in
reCtAI NIDO; CIIM INCCF NO, non
PosTc else brenior recta; pari modo
S derFaHaCUE K CR, ad ducecur hinc
inde funis, Cubsiderque in rectam
RRL; nec punctum R, intra des-
cendere nicitur; alioguin descendat
In M, _C FuNIS IN KML, haud du-
bic Si punctis RL, crahacur Funis,
accolletur in EECtAI KRL; isieur
Funis KL nullo modo premit pla-
NUI KL, SCd FANEUM exEremA pun-
eta K, L; igieur si Funis circa pris-
in2 quodlIbCE InCOTGUCAEUE, pre
muncur cancum anguli, non plana;
hinc quo prilima plures habet an-
sulos, funis incorcus magis pre-
mic, donec tandem ad cylindeum
perueniatur; qui est prilma infini-
eorum angulorum, vel planorum,
in quo est maxima prestio; hinc
vides, quam recte artihces extin-
deum, peoaxe, non prisma su
benne: haec brevirer quidem, pau