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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 536, page id 779782283:0622
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# Model: FoNDUE-GD_v2_ft_Leibniz, run 74, 2026-09-06T16:05:13Z — 85 lines, status machine
# Lines: 85 recognised, mean confidence 0.90
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PH ZSICF TR AC Y A FVS II.
gue rario, composica crit =. Peu =. ve recta AB, arcui AC, Sc aequalic.
haec est proporrio quaesira: Ei vero haud dubie spacium DB, quod de-
cylindrus HF, Custineatur a vecte, curriEDA, hoc vlcimo moru, est
in sIcu KC, momencum rarionepon- duplum sectoris DAC, re constac
deris cali modo sustentari, est ve ex Geomerria; sed si sparium du-
IEE, ad IEMI; SIC anEC v. 8. KM Tubqua-
deupla RF, erir proporrio =, qua si
Componatur cum proportione, leu
cacione rectis =. habebitur racio
Composita . Peu =. igicur momen-
cum corius ponderis, Custentati in
CK, opera rectis, cuius distantia,
versus porenciam, sIc ad aliam, ve
4. 2d 2. eR ad porenciam CustenEan-
cem vE 8. 2d 1.
Seprimo, quando cylindrus, ad
InstaF rectis, FPANOIEUE, VidenEUE
Fis 8. esse duo rectes; V. G. sIE CF; cuius
Tab. 2. basIS CA, Sc aftixa muro, seu rupi,
veFrangatur in C A, a porentia Cci-
licet deprimente in F.D; primus re-
etis est EA, vel DC; secundus est
CA, dum circa C, voluitur in CB;
Sed profecto es cancum vnus rectis
curuus, cuius commune Fulerum, (IE
plo maius est, duplo maior est mo-
cus; igicur duplo difficilior: Dices,
DA posse canEU deCUITFCTC mOTu
aequali DF; ac porest quoque decur-
Fere moru inae quali DAC, aqualem
DF; igitur supponi debec, extremum
punctum A Cemper aequale spatium
decurrere, sive in linea recta, Cine
in arcu: Hlinc vlcimus mocus, qui
duplo difficilior est, duplam quo-
que porencia rim deliderar, alius
vero subduplam.
NTono, i altumatur pondus ip.
hus rectis; Peu porius legmenri
rectis; perinde se haber, acque AI
pondus corius legmenti medio leg-
mento incumberet; V. 8. SE Peo-
mencum rectis MF, quod circarig. 19.
centrum MI roluatur; E Pondus Fab. 2.
EOTIUS ME, esset in F, momentum
punctum C, d duo Legmenta, DC, illiuS CNCE DE MF; (IIn E, VE FM, R
versus porenciam, _ C A versus
pondus, scumomentum resistens; (I
enim sc pondus, Fune adnexum
puncto A; d deprimatur DC, in
GC, Fraud dubie pondus adduce-
eur incernallo AB; _ vero funis ad-
nectatur puncto HI; adducetur in-
cervallo minore, Seilicet HI; Ve
Patet ex dictis: hinc pondus maius
adducerur, quis minore mocu ad-
duciti.
Octauo, _ moucatur cylindeus
circa alceram extremicarem imrio-
bilem, duplo Facilius monetur, quam
Si omnes parres aequali moru mo-
Fio 10. DeanEUT; LIE V. 9. DA, circa D mO-
Tab. 2. TuS, Contrcie spacium ADC; E verO
motu aequali DA secundum omnes
In C, RE CM; SI In D, VEDMI; S in
ZL, GuOd CSE CCMEEII MIF, VE ZMI; SI
in B, VE BM, ecc. Ceu quod idem
eA In F, VEFO; IN E, VEEFI; in D,
VEDI; IN ZL, VEZZ; in C, VE CK;
in B, VE BL; TAINE CnIM AECUS, ve
distantiae, vel ve semidiamerri;igieur
momencum in F, est duplum mon
menei in X, ioicur eantum decrelcie
INOIMCHELI, 2b Z, vOESIIS M, quan-
tum crescir, 2b Z, verlus P; ioieux
tancum addic Pegmeneum ZF, quan-
cum decratie ZML; IgicUL InOIeI-
cum eorius rectis MF, estre momen-
cum ponderis aequalis appensi in Z3
2dde quod (I EOTA MF, MOVCFEEUF
mocu aquali descenderet, in q Y3
_ F moru Lecto decurreret rectam
PALLES, MOUCAEUL, V. 8. in E B; it2 EY aquale Y. G. FG; et TOCA FM
ECC