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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 477, page id 779785487:0535
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# Model: FoNDUE-GD_v2_ft_Leibniz, run 74, 2026-09-06T16:05:13Z — 103 lines, status machine
# Lines: 103 recognised, mean confidence 0.88
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dius
12
Oc
ne
DI
103
nC
et
06
11
10
p
11
lb. 1Ll. DE R EFR ATIOHF, _C.
lupra, radios omnes retractos,
cum ex denso denno redcune in
FaEII, EI PEOdUICAMEUE, CONCUFLC-
re in idem punctum B; aE verO E
accipiantur refracti inrra dentum,
V. 9. NP, LR, _C. _ producan-
tur, cerre in infinicum recedune ab
A, re constar ex dictis; porro fa-
cile altignari postune puncta in
perpendiculo, terminantia lingu-
los Fadios refractos, ( producan-
eur; V. 8. volo Scirc ad quod pun.
EFUI FCKIIHCEUE NP, SIE VE NT.
ad TP, ita PC, ad aliam crectam
in C, exrremitas huius Terminat
AP productum; pari modo lIE, VE
LMI, adMR, ita RC, ad aliam crc.
ctam in C, exrremitas huiuscerini-
nat L. R productu, idé dico de aliis.
6. Si lumen est qualicas, omne
corpus eset perspicuum; Respon-
deo hoc Facile negari; vide quae
diximus de op2co e perspicuo, et
nullam senties difficulearem.
7. Radii pos retractionem lunt
inaquales; igirur eorum exrremi-
cares inae qualicer distant; isirur lu.
mina non Cunt in duplicata distan-
riarum permurando: Relpondeo
E radii per idem medium diffunda-
cur, cadios cerminari circuli arcu: (2
vero permediadiverla diffundaeur,
ij arcu elliprico terminantur; sed
radii, a cenero ellipleos, ducti ad
peripheriam, inaquales Tunt; igi-
cur ratio dictanciarum accipi tan-
tum porest in perpendiculo; ex his
reliqua, l qua forre obiici pol.
Ane, Facile COLuCMEE.
GllaluOI AYBOLHELCS LCId FOCAIE
HCdBLCOo
Prima est C arretii, qui cum Cup-
ponat, lumen nihil esse aliud, niss
motionem marerie cuiusdam (uB-
cilissima, quae ex lphaerulis constae,
ve iam in lib. de lumine dictum ck;
praererea illam maceriam Facilius
moveri per medium corpus densu,
quam per rarum, deinde morum il-
lius mareriae esse mixtu ex duobus,
ad anoulos rectos se le innicem le-
cantibus; denigue LICeE nOn IMI-
Muatur motus, nec augeatur, imini-
nui tamen semper, vel augeri alce-
ram ex dererminationibus, ex qui-
bus resultat decerminario ad li-
neammocus mixri; r. 8. incidat r2. FIS. 24.
dius per lineam DB, in planum di-
vecse medii AC, hic mocus est inix-
cus ex duabus dererminacionibus,
Per DB, DO; Porro hic morus (in-
quic), nec iunarur, nec minuieur a
nono medio, ratione decermina-
cionis per DO, vel ipli parallelam,
Ced rantum ratione determinationis
per DB. vel ipsi Paralletam; igieur II
nonum medium impediac moru, ita
ve v. ∞. Tubduplum velocitatis de-
EFABAEUE, duCATUE CI, LIEgHC RL
aequalis DO, Sic eriam Br, Cubdupla
BD; cerre radius DB retringetur in
Dr; quia CO FeMPOTO: qLO PerCUEEIE
DB; in Caperiore medio, percurrie
eantum subduplum in inferiore,
derracto scilicet lubduplo reloci
tatis; quia vero racione derermina-
rionis per DO, nihil decrahieur.
CCTEC CO ZCIMPOTC, quODB Pec-
currie, ance ingrellum in no-
uum medium, acquiricque eoram
DO. dexrrorlum, post ingrel-
Tum tancumdem criam acqui
rie dextrorlum, aequali scilicer
cempore; ergo vti Tubduplum
BD percurrie, lcilicet pol ingrel.
Cum, aeringet lineam CL, in eliquo
pum
PROD. ZLVIEI
Aliorum sententia refelluneur: Ad