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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 459, page id 779785487:0517
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# Lines: 110 recognised, mean confidence 0.82
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li
10.
Ii
2
UEn
12
MC,
213.
NF 3
110
etC
inc
ol
iii
cOL.
1
(C11
ipset
I
ex 1AIB
L IB. TII. DE REFR ACPIOHE, _C.
eum, sed oniformiter, difformiter.
2t ainnt; V. 3. (I ab A CCHETO pFO-
EedaE CONAS ASI, non tancum
vniformirer diftundieur lumen, nCc
enim in basibus NIHI, OK dumina
Xque inten(a TUNE, VE PaTCE; nec
ommino dictormiter, quia in Cin-
sutis balibus, equales fune lu-
minis portiones; adde quoE vE
lumen BC, est ad lumen OK, ica
Lumen, AINI cs ad lumen Y8;
diftundicue enim lumen in dupli-
cara distantiarum, permutando;
igicur diftunditur rniformirer, di-
formiter; in cono vero luminis
diftuli DE. V, diffutionis cario in-
cipicab V, veque ad DF; liceeV
Joneius dister. quam DE; V. S. lumeH
in X7, est ad lumen in DF, ve balI5
DE; ad X7; hoc eA ve quadra-
tum VD, ad quadratum 357: di-
ces Z2 longius distare a CCnFrO
lucidi A, quam DE; relpondeo in
XY. cancumdem elle luminis,
quantum in basi YS; CA enim FOFA
haec luminis guanrieas collecta in
X7; igitur cancumdem quantum
in SF; vel in DE, Sed lunsina
Pune re bales, permurando, igi-
EuE ab V versIS DE, accipieur diE-
Fulionis progressio; ab V quoque
accipi debet versiis 4. 5. VE PaceE:
denigue sint radii distracti DB,
Ex; quorum centrum aequivalen-
Ter est B, 2b hoc diffusionis Lc-
sula accipitur, non quidem sc.
Cundum CONUM BDF, Sed SeCUN-
dum reliquum Fcultum, v. 8. lu-
en iI DL, CA ad lUMICN II X F, vE
baliS X 7, ad ba(I DF; hoc est
in duplicaca distanciarum ab ipso
B. permu ando; hinc vides ha-
atenus quadcuplex ceneri distulio-
nis genus; primum est cencrum
lucidi, quando nulla Ac retractio;
4)+
secundum, centrum collectionis
Sed versus vierum, in quo ACreFEa-
etio, cuius opera radii colligun-
tur; terrium idem centrum col-
lectionis; Sed proradiis Cemel de
cullaris; quarrum xquiualens, ve B.
PROP. aLLIL.
Nunguam radius oblique inci-
dens, in planum densum, ita fran-
situr, ve radius refractus cum per–
pendiculo concurrat: V. 5. CE luci- Fig 28.
dum A; suprema Cuperticies me-
dii densi BZ; Sc radius incidens
ALI sic perpendiculum FI, Fadius
qui refrinoicur, V. ∞ TINI, nunquam
COICAETIE CII FIU, CONCUTPAE
enim li heri porest, Sicque TIu, ie-
Fractus; ergo si ex medio denso
prodeat uFI, retringetur in TIA,
per hyp. 5. Ccd perpendicularis
radius, suc ex denso in rarum,
line ex hoc in illud incidac, nUn-
quam retringitur, per Flgp. 3. ec
p1oB. 5.
Timeral refracti, cu perpenut.
lari, qui non refrincitur non sunt pa-
ralleli, e siproducantur in cerro ali-
quo concurrent: v. 8. ACBF perpen-
dicularis, immerlus medio deno;
AIEFeFTACFUS FINI; cerre cum hic
non possit elle perpendicularis,
per prop. 23. non est parallelus
cum perpendiculo TIpC, ergo nec
cum BF; igitur Ci veerque peodu-
cacur, concurret in aliquo centro,
per prop. 21. igieur constat pro-
positum; idem dico de alio radio
retracto, qui cum perpendiculari
etiam concuvoc. Ced in alio
CCHTIO.
2LLL. LLLLN
RC
314 L = l d 2.