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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 443, page id 779785487:0501
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ex
ci.
1-
15
12.
Ci. F. 18. 1. b
uli
12-
1i
IIId.
12
AB-
tiis
At
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mi-
Sit
5CA
COn
IC12
oib
ACXI.
11a1
L 1B. II. DE ALTE R A FIONF.
eundem luminis a PATLC CONCA-
ua versus centrum A diffunditur;
cur enim plus in vnam parrem,
quam in aliam; cum verimque
lucidum eque applicarum sic; ri.
debis illico, ac dices rationem
hanc nugacoriam esse; Led quan-
rumuis riders videtur esse prima
Fronre legirima, acque oprima; ex
licet negatiua sic, viderur tamen
reduci 2d principium polici-
uum; nempe eadem caula aeque
opplicata, aeque 2gic: (ed 2pagC
ridiculos ictos Democriticorum
cachinnos, qui cum prae eareris
morcaliUIm HUIGEHEUE; CATCTOSTa-
men omnes nugaei, leque recce
Tolum philolophari exiltimane:
dicoramen, nullam esse; quia
idem non est applicationis mo-
dus; itaque tacile probatur con-
clulio, quia nulla est linca lucidi,
2gCnS In CaUU, qua HON 2GaC
in converum, re parce, licer in-
Finita sint agentes versus conve-
ZUII, QUX nOI agUNE verSIIS CON-
CaMLI, V. 8. R Z, _C. CrGOI2-
ior vis est versis connexum; igi
tur a convexo plus luminis diffun.
dicur.
Sphara amis unnao lucidi,
in praedicta hypothesi, ab orbe con-
cano diffusa, circulo terminatur:
Probatur, nec enim lonsius agi
per radium MH, quam per r2-
Sqné longus videtur esse ra-
dius à parte cana,  connexa
V. 5. LIE, _ MNI; nam verique
eadem linea ML directa relpon-
dium GF, _c. igitur actinicas
det; illa enim dirigie alias, eltque
circulo TexIINAEUE; netmpe cum
quali regula longicudinis: adde
si vis luculentum experimeneum,
SE eequalis eiusdem lucidi appli-
catio, per MNI, _ Per GF, _ PeF
quod cu ipse facile probabis, in
annulo Ferreo candence; de vero
omnes alias ductas versus A, cer-
ce aeque longas esse necesse est.
PROD. CKXEIII.
cum sic idem agens, applicatum
aequalicer, cum rarione caui, tuIm
ratione convexi, idque secundum
caldem prorsus lineas; non video
cur ad camdem distantiam nOn
29ac; dices parres caui circuli,
quae per alios radios, 2gunt in vi.
timum punctum N, propius acce-
dere ad A, quam parces convexi
Droportionales, ad vlcimum pun-
aum KE, ve paret: Respondeo hoc
quidem verum esse r. 8. 2(um an-
tur puncta F, Z, xquedistancia ab
L, ML; dICANEUTquCOR, Z N;
dubium non cst, quin ZN, SIE
inOE QK; Ced non est quoque
dubium, quin radio OK, relpon-
deac in lucido linea longior, quam
Z N, est enim Y Q, longiot
L. X: igicur compenlatio heri vi-
detur.
PROP. CZAXIZ.
Ouando lumen diffunditur a par-
re cana versus centrum, modo ra-
dius diffusionis non sit longior ra-
dio circuli interioris, decrescit lu-
men versus centrum: ProbatuE
Primo experientia; quo enim pro-
pius manum admones annulo Fer-
ieo candenri, maiorem caloris
vim lentis, e luminis vides; igi-
EuE de re, quod sIC, CextUM CA,
cujus rario, vel inde ducieur, quia
RR HC 2
nile
DROP. CXZXVII.