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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 456, page id 779785487:0514
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PH ZSICA Y R ACF. IV.
2. Daro radio sphaerx actinica-
eis ciuldem lucidi in medio Faco,
icemque data ratione denlicaru,
invenire radium sphaera actiuica-
tis eiusdem lucidi, in medio dento:
F: 9, 26. Et radius AII dacus; Sic racio densi-
cacum =. SInE AFI, ANI, in Cuberi-
plicato denlicacum; A cric radius
GILESIEUS, VE AUECIM INVEMIRtUE PatiO
Tuberiplicata denliracum, id est, 1. 8.
auvenianeur dux edia PrOpOr.
Tionales, inter 1. 8. id ClE, L. 4. CCFTE
1. 2. Tume in Cuberiplicata r. 8. igIcuI
Si AELHE 2. RNI exic1. quid clariusi
pari modo daro radio in medio
denlo, habebitur in medio raro.
2. Dato radio torius sphaerae, in
medio cantum raro, datoqu segme
co radii, in medio raio, versIS Cen-
rium sphara, daca etiaratione desr-
litatum (hoc datu deinceps semper
Suppono) invenire legmerum radii.
quod est in medio carum den(o; (Ic
centrum sphaere A; Cic radius rorius
sphaera in Paro AFI; sic eiuldem
desmencum in saco AII, OCCHETAT-
que ab HI, versus HI, medium den-
Lum; lic cxtindrus AP, Cinrque AFI,
AD aequales, hic repraelentatto-
tam (phaeram in medio raro, cuius
lingula superticies, quibus Ccili-
cer inest eadem, vel aqualis. pOr-
tio luminis, a coridem cireulis, vel
planis parallelis cum bali cxlindei
repraelentantur; sic cylindrus BN,
hic repraelentar (phaecam actiuica-
eis eiuldem lucidi, in medio den-
Lo, re pacet ex dictis; cum aurom
InEa AE medii rari, _ INEFA NF,
ejuldem medii, aequales luminum
porriones dittundaneur; et pari
modo inEra OL, IC, in medio den-
(0, sic aucem cplindeus r. 8. PM,
Tubduplus cylindri BNI, vel NO;
AUCACUEGUE CP, VE CIE EOCS Cy.
lindrus CM; dico AML CNCFa-
dium quaelirum; et res perinde sc
haber, atque li à cenero A, luci-
dum, per coram AI, in medio can-
cum denlo lumen diffunderet, ve
paret ex dictis; (cd profecto ruHC
lucidum esser maius, hoc est in-
cenlius priore; prius vocetur Z, Po.
Aerius, Z; hinc cylindrus AL rCpER
Cencabie sphaeram actinicaris lucidi
Z. VEconstat.
3. Lucidum Z, est ad lucidum
ZL,VE cubUS, (IB laEere AMI, ad cu-
bum, Cub lacere AN, Cunc enim lu-
cidas re tocalia lumina; _ AXC, VE
Ephaera acciniraris; hae denigue, i
triplicaca radiorum.
4. Daco lucido in A, _ primo
Tegmenco per dentum AN, cum
alcero segmento per rarum NHI.
inveniri porest totalis radius, per
rarum tancum; sic enim cylindeus
NNF, in caro relpondens cylindio
VIK, in denso, aequalis scilicet pon.
deris, vel numeri parcium, cylindri
enim hoc modo aequales lune, si
lunc, re denlicates, permutando; sIE
etiam VIL. Cylindrus aequalis NR,
dico quod lucidum praedictum dif-
Funder radium coralem in denso
tancum, per toram AM; in FaTO ve:
20, per duplam AHI.
5. Daro lucido, de cadio in medio
cancum denlo, cum dato primo leg-
menco inmedio denso, invenire al-
terum in raro; sic lucidum in A; SIE
radius cocalis in dento racum AM;
sic primum Ceomentum in denso,
AN; SInENO, NE in Cuberiplicata
denSIEaEU; SIE NK aqualis NL;
cylindrus Ccilicer, cylindro; deni-
que ducacur HIHF ica ve cylindeus
NIF in raro, Felpondeat NK in den-
(o; dico NIH esse alterum Segmen-
cur quaelcum.
6. Id aC0