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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 525, page id 779782283:0611
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L TB. V. DE RESISTENTLA CORPORVM. SEG
minus resistie lacus exlindri, era cuC; de vel inde conster, quam ne-
ctioni, quam in D, dum erahieur cellaria sic geomerria opera, eriam
Pec LD; d minus in D, quam in C, in minimis ec vulgaribus exp. ri
dum erahitur per LG; nempe in mencis, ad sua principia redi
C maxime relistie, cum cractionem,
de Auxum impediat; dico cractio-
nem, ee Auxum; quia dum crahi-
EUF PEF LD, LC, dc. impedicur
quidem, eractio peF CL, DL, dC.
non camen AuXUS, per lacuS CDO;
d cum haec perinde se habeant, aF-
que in plano inclinaco, ve lupra
dictum est, in quod (cilicet Corpus
srave granicat, sed minus quam in
Horizoneale; sic planum Horizon-
cale GL, in quod POndus CxCTAE
eocam gravicationis vim, quae sIC Ve
CL, linc plana inclinata L L, BL,
ecc. dico rim granicaionis in EL,
esse ad vim gramicacionis in GL, ve
TIL, ad CL; d in BL, ve IL, 2d
CL;ioitur vis granicacionis in EL,
est ad vim graucacionis in BL, ve
TIL, 2d IL; isicur E vis impresta
laceri CO, percractionem GL, sic
ve CL, impressa cidem; Per Era-
ctionem LD, cric ve HL; d Per
LC, veIL; dec. Hlinc vis cractio-
num candem proporcionem lecuac,
quam vis impultionum, vel ictuum
per caldem lincas, v. 8. imprima-
cur impecus impultionis plano CC,
siue missili celo, sive glande, sinc
Fuste, Cnc laro, nam perinde eA,
per lincas LG, L D, LC, dec. scque
vis imprella per LO, quae maxima
eAt, re ipta LO; impresta per LD,
CTIE DE LH; Per LC, VE LI; aeque
ita deinceps; haec loco cicaro de-
monstraniimus; aeque ex dictis Fa-
cile incelligi poltune; unde vides,
quam cuncta haec recte ee apposi-
Ee incer Se Con(entiant; dc vero pau-
Ca ARC OMiEEere NOn POtuI; ve CCi-
cendis.
Nond, hinc quo sunt plures spi-
ea, circa cylindeum, ciuldem sci-
licet Teomenci Funis, est maior pres-
So, de disticilius adducieur; catio
CA, quia axes spirarum cunc acce-
dunc propius ad parallelam basi
cylindei; vnde leguiiur maior pres-
So; isieur maior relistentia, ve ad-
ducacur Funis intorrus circa exlin-
deum; V. 8. SIE FunIS INEOTEUS AHO Fig. 12.
circa cylindrum CB, cui legmen- F- b. 2.
EUM CDEO Sic aquale; cerce disti-
cilius adduCeEUE GEDC, quam
CHA, re parec ex dictis, in qua
vero proportione, Facile dictu cAt,
S supia dicta incellexeris; quod ve
BFCLIEEF REPCTaM, SIC quadtanS OFL,
secans OE, CFL, in L, K; pressio in
F, est ad prestionem in HI, VE NO,
ad MO; CupPONO ENIM IH, KM,
Cleparalletas LC; Sed difficulcas.
ve adducatur Funis, est ve pressio;
isieur in ca proporrione, Facilius
adducieur per CHI, quaim per CI.
quae est NG, ad MO; igieur diffi-
culcares adductionum TUINC VE NO.
MO, id est resinus complementi
angulorum inclinationis; unc enim
ditticulcates, ve prestiones.
Decimo, S sic diversa Funium
incorrorum lonsicudo, (uppolica
eadem Spirarum inclinatione, de
obliguirare; difficulcares adductio
num erunc ve longicudines; v. ∞. sIE
Funis incorrus GFDC, de alius lon-
BIOEGEDCA, cum eadem (pir2-
cum inclinacione longior Funis dif-
Rcilius ad ducitur, in ea proporrio-
ne, in qua est lonsior; nempe cum
licer res prasens melius incelligere. si eadem reiulque pressio inten.
Tu