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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)
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l. AB. V. DE RESISPEHTIA CORPOROH.
50
plum, Ceruaca Scilicer eadem Pario- Sustineatur in F, cirra Fracturam ;
ne rectis; iDIEUL IOIenEM PON - SIC, verectangulum (uB BFD, ad
deris R, impoliri cylindio AD, rectangulum lub BED, ita pondus
verimque gemino Fulcro A, C, in- K, ad alind; id cs, sIc vE 3. 2d 4.
nixo, est criplum eiusdem K, cidem
cylindro AD, muro vecimque afH-
x0, appensi: Hlinc E criplum Pon-
dus R, cylindro affixo appendarue
in F, Faciet aequale momentum,
cum pondere R, quod cylindio Tu-
stencato appendirur, in eodem pun-
eto E; quia Teruaca eadem rarionc,
Ceu lonsicudine rectis, pondus tri-
plum, ad relistenciam triplani, ec
subtriplum, ad Cuberiplam, cam-
dem momenti carionem habene;
Hlinc demum vides, cationes 1no-
mentorum cplindri, verimque afti-
XI, V. 9. SIE AD, SIE pondus in R,
imox in P, mOx in H; momentum
Ponderis IE, est ad momentum pon-
deris I, aequalis ve rectangulum
Tub BED, ad rectangulum Cub BFD;
e ad momentum ponderis HI.
aequalis, ve rectangulum Tub BFD,
ad rectangulum sub BOD; _ VE
rem ad calculos, in giariam cyro
num reducamus; sE BD; dupla
DE; d haec, dupla BI; ec haec,
dupla BC; dico rectangulum Cub
BED, Scu quadratum sub BF, este
2d rectangulum (ub BFI, ve 4. 2d
3. _ ad rectanoulum (ub AOD, vE
26. 2d 7. dec. Hlinc etiam habCS,
daro ponderemaximo, quod citra
Fracturam Custineatur in F, Sciri
polle, quancum esse possic pondus.
maximum, quod CustineaEuE in Fs
vel in 6, cirra Fracturam, cylin-
ero Scilicer affixo verimque uTO;
sic enim R pondus maximum, quod
ciera Fracturam Cultincacur in F,
sicque 100. lib. v. 8. derur pun-
ctum F, Scire volo, quancum esse
poc pondus maximum, quod
Ita 100. 2d 133. -. hoc erir pon-
dus qualirum: Porro quod de cy-
lindris hactenus dictum est, de prii-
maris dictum esse, censendum cst
Hlinc eriam constae, quae e quan-
ca Cinemomenta percultionum, qui-
bus cylindrus, vel prilma AD, per-
curitur, in diversis punctis E,F, C3
Cunc enim percussionum nomenta,
reponderum; hinc tam Faeile Fran-
situr, Ei in cencro E, indligicur
ictus; hinc dum frangitur, nullam
vim Facit in Fuleris A, C; nam cix-
ca puncta A, C. Segmenta cylindei
AD, voluuneus, e cota ris ictus
collioitur in F: Hlinc baculus, in-
nixus Ccyphis virreis, Frangieur.
PROP. LXVT.
Si prismatis affiuri muro, basis, ali-
qua porrio, jam dinisa est, decermi-
nari possunt rationes momentorum
resistentiae: Primo duobus modis
balis, ex parre dinila elle potest.
primo secundum alcirudinem pris-
inaris; Secundo secundum crasicu-
dinem: v. 8. SIc pri(ma AF, mutOFig. 7
atixum secundu ba(im AD, Fores Fab. 2-
decidi, vel separari basis AD, ab ip(0
muro, OH, Scilicet plani secanris
opera, intercepri, incer murum ON
et balim AD, pocest aurem decidi,
vel toca vel cancum eius parS; EP
cora nullum est amplius. resistentix
IOIEHEM; SI veTO LanEuM PaES,
vel planum secans procedie Cecun-
dum laricudinem CD; id eA a cermi-
no Ca, versus terminum DS, Cistir-
que in cormino KL; vel à termino
DS. Versus CA, Sistirque in KI;
vel procedir planum. Cecans secun
D. Dd. d 3. dira