Aristoteles, Physicorvm Aristotelis, sev, de natvrali auscultatione, libri octo

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[Item 1.]
[2.] PHYSICO-RVM ARISTO TELIS, SEV, _DE NATVRALI_ _auſcultatione, libri octo._ IOANNE ARGYROPYLO Byzantio Interprete.
[3.] LVGDVNI, _Apud Theobaldum Paganum._ M. D. XLV II.
[4.] PHYSICO-RVM ARISTOTELIS LIBER PRI- M V S. * Ioanne Argyropylo Interprete.
[5.] CAP. I.
[6.] CAP. II.
[7.] CAP. III.
[8.] CAP. IIII.
[9.] CAP. V.
[10.] CAP. VI.
[11.] CAP. VII.
[12.] CAP. VIII.
[13.] CAP. IX.
[14.] PHYSICORVM ARISTOTELIS LIBER II.
[15.] CAP. I.
[16.] CAP. II.
[17.] CAP. III.
[18.] CAP. IIII.
[19.] CAP. V.
[20.] CAP. VI.
[21.] CAP. VII.
[22.] CAP. VIII.
[23.] CAP. IX.
[24.] PHYSICORVM ARISTOTELIS LIBER III.
[25.] CAP. I.
[26.] CAP. II.
[27.] CAP. III.
[28.] CAP. IIII.
[29.] CAP. V.
[30.] CAP. VI.
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49791LIBER III. calorem euincat, & in pluuiam denſitatem ueniat, conſtat
exhalationis partẽ humentem, ac frigidã ab arida, &
ignea
nondum eſſe ſequestratam:
quod ſerenitatis cauſa existit.
Itaq; quo pacto habente aẽre refractio fiat, dictum eſt.
Refrãgitur autem aſpectus à caligine, quæ circa ſolem,
lunam ue conſistit.
Quocirca Area non è regione, pér-
inde ut Arcus, apparet.
7[Figure 7] Cùm autem æquo undique
modo refrangitur aſpectus,
circulum exulcare, aut cer-
tè circuli partem neceſſe
eſt.
Nam lineæ æquales ab
codem puncto ad idem pun
ctum ductæ, ſemper ſupra
circuli lineam frangẽtur.
Sit enim à puncto A, uer-
ſus punctum B, fracta li-
nea A C B, linea A F B,
&
linea A D B: ſintqúe
æquales inter ſehæ, A C,
A F, A D:
& quæ ad B
ſe conferunt, nempe C B,
F B, D B, itidem inter ſe
æquales, atq;
pducatur li-
nea A E B.
Quare triãguli
æquales, ſimilesqúe ſunt:

quippe qui ſuꝑ æqualẽ lineã A E B, cõſiſtũt.
Ducãtur autẽ
ex angulis ad lineã A E B, perpẽdiculares:
ab angulo C, per-
pẽdicularis C E:
ab angulo F, perpendicularis F E: ab angu
lo D, perpẽdicularis D E.
Hæ itaq; inter ſe æquales ſunt.

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