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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 523, page id 779782283:0609
# Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=779782283&page=609
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# Model: FoNDUE-GD_v2_ft_Leibniz, run 74, 2026-09-06T16:05:13Z — 93 lines, status machine
# Lines: 93 recognised, mean confidence 0.91
# Machine transcription. Not an edition. Errors are expected: about 8% character error rate on Latin and French lines, higher on German.
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# After the first blank line: the recognised lines in reading order, one per line.

L IB. VE DD LIDSSTEHTIA CORPORVM.
Flinc si fans incorqueatur circa
cylindrum, licet vel lem acicula su-
prema cylindri extremitatu, aliera
funis extremitas afficatur, nulla fere
vi, altera funis extremitas adduci
S. Ll. potest: Sic v. 8. Cylindrus BG circa
Cab. 2
quem, per lpicas incorqueatur tu-
niS ACDEO; Scque Cumma Funis
extremitas A, qua levirer afAxa (IC;
alcera vero C lumma ri adducacui,
Teu crahatur deortum; haud dubie
Frangetur porius funis, quam vn-
quam adduci possit; eatio perenda
est, ab illo parcium asperarum, cum
Funis, cum cylindri aftrictu, qui Fa-
cic, re libere funis Auerc non pol-
SIc; veenim libere Aueret, vel ex-
cances parres, cum Funis, cum cy-
lindri, decidendae csene; acque adco
veraque Cuperticies perfectissimo
modo laeuiganda, quod heri non
Porest; vel deberet dari partium
excancium penerrario, quod heri
nequir; hoc aurem accidic pEOPECF
pressionem Funis, qua AC, VE CX-
cantes veriulque parres in cauita-
ces le se inferant; hinc si nulla
enet pressio, catim Funis addu-
CCTETUII.
COR OLE
Ex his mulca cerre colligo: pri-
mo, eo maiorem esse reliltenciam,
quo est longior Funis involurus,
circa cylindruum; quia Cunc plures
parresprellae, quarum aftrictus ad-
ductioni relctie; igicur co maior
est relistencia, quo plureS PaFTCS
Cimul relictune; igieur quo longior
est intorrus funis.
Secundo, si Superticies cylindri
ita rngacur, ve prorlus lubrica Aat,
icemque tunis; cunc tOnSC minOIe
vi adducitur; quia rnctio praedicta
aspericarem Cuperhciei, Caltem ex
parce, complanac; isitur cum cessee
alpericas, cellar eriam rehstentia
racio: Hlinc silum Cericum mollius
Facilius adducicur, quam canna-
binum; quia Ccilicer est magis lu-
bricum.
Terrio, quo Epirae Funis intorri
Tunc obliquiores; id est, quo pro-
prius accedune ad lacera cylindri,
eo Facilius Funis adducieur; v. g. si
Funis Faciac (piram AHIO, Facilius
adducitur, quam si Faciac spiram
ACDEO; S enim adducatur per li-
neam, Ceu lacus CA, cui funis adhae-
reac, nulla erir in hoc calu pressio;
SI vero per lineam OF, coca crie
Prestio, d nulla adductio igieur quo
Epira propius accedet ad paralle.
lam CF, difficilius adducerur, de
maior eric pressio; quo veco lon-
Sius recedet a parallela CF, X prO-
pius acceder ad parallelam CA,
Facilior eric adductio, de minor
Presio.
Ouarco, sed vecora res icta cla-
rius elucelcac, sic cylindrus MB, FiB. 13.
SIcque FuniS FFCDO, ita composi- Tab. 2.
cus, re oblique cxlindrum comple-
Etacur; hoc posico, adduCatuF vEra
que excremitas CF, aequali nitu; ica
ve punctum C erahatur per lincam
CK; hand dubic non adducCeuE
punctum C, per lineam CK, licet
per illam crahatur, sed ibic per li-
DeAIM CFI; VOCCEUF AUTEM KC, axis
SectionisDCF, quae est Pemielliprica;
S vero verrex sectionis, quam facie
Funis in Cuperticie cylindri, (IcL, de
axis TK; cerre licet L erahatur per
TK, ibic camen per IH; nec enim
dari porest penetracio; porroLta-
cilius Auerper TFI, quam C, Pet
CH; quo enim per cractionem
V.
2 praedicti
XL
O