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Libromm & PropoGrionum:
rwrem, & partimn dij}ojitio11em..., dum rejle:r:'i:
jpec1,u11r , ac jidir;fl~JPec1.,~ett1r ex p1111floca–
r/Jett refle.~io11il .tque dijla11tea j}ec11/o ac oc11/11s,
111ji quo1I dextra m ordmt ad refp1c1ente111 Jint
jimjlra. . 580
i6. objeí11tm eodem 11lodo rejlexl: , quo direfle
radittret , ji. 1111rtartt locum cum Ji1.1 1111agme.
ibid. .
17, si j}wdi pl~11i i11di11ttt10 variet11r uno gradu, r.z–
di11.s reflex11.s, ej11fde111 & i111mot1 radtl mcidentts,
d11ob11S gradibm 11111tab1t11r. 581
18. Moto in orbe;11 jpernlo, apparenter 11101>ef/1Y ob1e–
c?tm1 i11 orbem, 11/uifi¡uc moms duple.~ ejl 1110-
Nt! JPeculi. 58i.
19. Fieri potefl 11t aliquiJ jéipfi1111 11011 videat inJPeculo,
ftd ea q11.tfaris ger1111tm·. ibid.
¡¡o. ~oties objefl11111 per piures rejlexio11u videtur, ejus
dif/1111tia ab oculo ...qualts eJl ommbl/S radtis i11ri–
denti.t, & rejlexio11is fimttl jim1ptis. ibid,
u. Specttla ita dtj}o11ere , llt imago jitblimis & vola11s
• videat11r. 583
u. U110 j}emlo 11111/tiplicari potefl obje{/11111. ibid.
2+ 111 j}eculi; vitreis fo/is radiusd11plzcat11r. . . 584
z4. In j}ernloJraflo objeé/11111 aliq11ando m11lt1plicatur,
aliq11a1ido ver~ 11011. 585
25. In culrs pla11is jéc1111d11111 co11vexitate111 dij}ofitis
efl11 oc11/t , 11011 v1det11r objer111111 nifi femel,
ibid.
26. J¡¡ j}ec11lis pl1t11ú fecr111d1)111 co11cavitate11~ dij}ofitis,
re.JPeEtu oc11/i , potejl 11utlflpftear1 ob1efl11111 pro
1111111ero j}ec11/oru111. . . 586
z,7, In eodem plano j}emlo, potefl 1dem ob1eif1111V1'.td~1·1
pluriu. . . . 1b1d,
z8. Duobus ¡pemliJ , ob1efl11m q11111q111es , 11t fexzes
111tJlupbcau. ibid.
z9. Dt1abu1 JPec11/zs objefl11111 i11fi1tities 1111dtiplicare.
581
-3º· 111 refie:r:ionib11s pla11omm fpemloT1/m 1111111ero i)11-
parib11s dextra appam1t jinif/ra, & in numero
partbus dextra apparent dextra. 588
31. Spec11/,1ita dtj}o11erc ,: 11t iis motis ej11fdem objcEli
imago 11111 accedat , alia recedat. 589
32. Vari"' defom111t101(es. ibid.
33. Objec?orumJjeczes per foramen emiffes in c11bic1d11111
cl1111fi1m jpemlo plano erigere. 590
e A T o p .T R I e .tE
LIBER II.
De fpeculis convexis.
PrtoP. l . LJnea d11fl11 .:1 centro jpec11/i per p1mfl11m
rejlexionis dividir bifiiriam a11g11llim
có111prehe11ji1111 a radiis i11cide11ti<1. & rejlexio11is.
593 •
z. Solrt4 cathettt! incidenti.t in /eipfum rejleélit11t, 594
3. JlrmE/11111 rejlexio11il in JPecrtlis fpbd.rtcis ,efi i11tir
cathetos mC1de11t1.t, & rejlc:r:ionis. ibid. ·
4· Radi11s rejlexus t11 conve:r:is fph<1.ricis c11111 catbeto
i~cidmti.t co11currit, & viciffim raditrs incide1i-
11.. c11111 catlmo rejlexio11is. ibid.
5". Radius ~11c~de11ti.t c11m car/Jeto rejle.~ionis,& raditls
refiex10111s cum catheto i1nide11ti« co11curT1111t m–
f': ta11~e11rem d11é111111 per p1111ll11111 rejlexionis,
6 ji1pra cenrrum. '59'')
6• A.b e~dem objel!i Nmélo ad eundem oc11!11111 , ab
muco t1111111m.1Jec11/i.fph<1.rici co11ve.<i p1mllo fie-
11 ~~~.'f~·\~· ibiél.
7. R.1d11 rejfe.~1 i~ fPet:rr/11 Cb11ve.~is 11/1tgis dif}erguil::
tur , qw1111 111 fPrculrs plams. ibid.
8. Spewlo Jplh!.mo convexo difeél11111 m;optms corr¡;.
gere. 6
9. Speculum convexmn mmorts ¡p!,,,:u. ftgmentt~~ ,
11z.tgts d rejlexos , quam /Pmdum
q11od e(t - jégmtnttim. 591
10. ~ofpecri/1~11 com,ex1m1 propuls ocu/3 admo"<b1tur,
eo tard11u rad11 ad 1dem ob1eflu111 pertmemes
pojl cryflaU1111m111111e11t11r. ibid
11. St objeif11m & oc11lus «qt1a/irer afpecu/o dtjlenr•
prmf/11111 rejfexwr111 .tqu11liter difl11t ub 11traqu;
c.1tbeto: ibid.
11•• Eadem ejl ratio totirfs Catheti incide11tid. ad lmeam
i11tercepta111 , 111rer ce1m·um fpcc11/1 & co11rnrji11n
r11dii rejlex10111S' qt1<1. ef/ diflami.t. objefli atan~
gente ad 1111e11m mrercepram ínter ra11gentem
& co11c11rfi1111 radti 1'Jlfiexio11is , mm c:rthe10i11~
cide11t1.t. 598
r3. Locus 1m11gi1Ti1 i11fpec11/isfpb«ricis co11vexis. ibid,
14. .M.gor ejl dzjl1mtza rmaginis d centro, q11a111 ap1111-
flo rejle:r:1onu. 6oi
r5. Majo~ eJl dijl~nria objeifi ad fPern/11111 co11vex1111z,
quam mlágmu arl rdem fPecu/11111. ibid.
16. Dif/a11t1tt i111agi11is.t centro m1gor efl dimidia parte
ftmidi11111em. ibicl
17. P11vc?i re111011oru .t jpec11/o m eodem catheto 111 ¡; 1~
de11ti~affi.m:pri, Úllt~o vicmior efl centro, quam~
ptmfü 1111111u re111011. ibid.
18. Loms imaginis aliq11a11do intra ffieczt/11111, aliq11an–
do i11 ji1pcrfic1e fpecul1, & al1q11ando extra fpec11-
l11m app11ret. 6o:z;
19. In fpeculis convexis, imagines o/;je(Jorum. ipfis objefl1s ·
1m11om appttre11t. ibid.
20. I11 mi11orifpemlo convexo , i111agi11es appare11t mi-
nores, q11am i11111ajori, 603
21, Oculo 1111111oro,jiobjeélum adfpec11l1111111ccedat,111a-
jor iUim appareb11 ,imago. 604
u . Oculo ,ªd jpeculr~m co11ve~11111 11ccede11re imagines
mmus dijlant a ji1perjiC1e fpewlz, & majores"{l–
pttrent. ibid.
23. In fpemlrs conre:r:iJ dextra apparwtJi11ijlra. ibid.
:i.4. Objefla .tqu,rlrter .:1 centro jpecrtli, & ab octtlo di–
fla11tiá, habent m1agmes~ .iqttalirer .:1 centro di-
jla11res. 1 605
25. Objefl~T111n .equalirer ..:1 fpeculo co11vexo , imago
vwmorzs oc11lo, vzc1111or ejl centro fpecult. ibid.
:t6. Circ11lm [pernio co11ce11rrtc11s tta j}ec1atm, 11t lineit
duc1a ab oc11/o ad ce11tru111 j}eculi jit ad illius
plam1111 re[ft1 , apparet 11t circ11lus etiam con–
centriws. ibid•
•2'7. Line.t per cenm1111 circ11/i rranfe11111ú imago efl li.-
11ea refla. 606
28. Circul11.sfpec11/o co11centric11s it11 fpeflatus, 111 linea
~b omlo ad ej11s ce11tr11111 duifa , oblzque i11cidat
m l!)Us pla1111111, cirmlarem habet 1magi11m1, fed
e:r:centrrcam. ibid.
29. Circ11/11s m crgr" plano ctntmm fpeculi ejl mima
convexus , quirm circ11l11s co11m1tric111, /Jabe~
/maginem convexam. ibid.
36. Oi1111i1 line.._ fpem/11111 11onfacantís imago eJl conve-
xa. ibid,
31. Omnis tirc11/z11 c11j11s co11vexitt11 ¡pmrlum refpicit ,
1111.1gi11e111 habet tonve:r:am. 607
32. Jinago czrculi 111 wjm plano centrttm jpeculi conve.-
x111011 exijlit 111ea ejl. ibid:
.33. Li11e.i fpccu/11111 al1q111111do lit pu11c111111, ali~
q11a11do 111 l.r fi11M, pe[ ltt tdlltif}er are{/,,
dcjleflem appartt. lb id,
34 .ldem objeé/11111 per 11111/tiplicem rejlexionem i11
j}ec11l11 co11ve.o:r< fac1am videri potejl, ibici:
í ij Dé
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