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262 COMMENTARIA ANTIQUA. J* tJ yccQ ^sta^v tav B^ ^ iq ijtl tb B TtiTttsi tJ fi£ra|i> tc3v B^ Z ri iitl ro Z tJ ^stcc^v tdav Z, F 7} inl to r 7] ^stcc^v tcDV F, A' nal sjtl tovtov tav 7tt(66sG)v av^paivsi trjv dcacpoQccv tav ABF, H0K 5 tQiycSvc3v xatotSQCo GvvCcta^Qâi rijg AB svd^siag VTto tijs AF sxâXXo^svrig. iccv ds to H inl ta stsqa ^sqyj Xri^pd^fj tijg tofifjg, Kal 7j ccTcb tov H tij EZ TtaQaXXrjXog fista^v Ttijttrj t
EUTOCII COMMENTARIA IN CONICA. 263 et punctum casus VII efficiet; aut euim inter B, z/ cadit aut in B aut inter B, Z aut in Z aut inter Z, r aut in F aut inter F, A. et in liis casibus adcidit, ut dififerentia triangulorum ABF^ H®K infra rectam AB b. recta AF producta construatur. sin H ad alteram partem sectionis sumitur, et recta ab H rectae EZ parallela inter B, Z cadit, demonstrationis causa producetur, donec rectam AF secet, punctum @ autem casus efficiet YII aut iuter J5, Z positum aut in Z cadens aut inter Z, F aut in r aut inter F, A aut in A aut extra A. sin recta ab H rectae EZ parallela in Z cadit, ita ut EZH una sit recta, punctum ® casus V efficiet; nam aut inter Z, F cadet aut in F aut inter i"', A aut in ^ aut extra A. sin ifJC inter Z, JT cadit, casus V efficiet; aut enim inter Z, P cadet aut in F aut inter r*, ^ aut in A aut extra A. sin ifiir in P centrum cadit, punctum @ tres casus efficiet aut inter rj A cadens aut in A aut extra A] et in his casibus rursus adcidet, ut sit H&K == ABF. sin HK inter r', A cadit, punctum aut inter F, ^ cadet aut in A aut extra ^. adcidit igitur, ut in ellipsi omnino XLII sint casus et in ambitu quoque circuli totidem, ita ut casus huius propositionis omnino sint XCVI. [lEtci^v] om. p. 14. TiLTCtrj] corr. ex nCntEL p. 18. iistulv — 21. HK] om. p. 19. r; (alt.)] om. W, corr. Comm. 20. To] t(OL W. 22. to] p, tmv W. 25. ylBP] ^B Wp, corr. Comm. 26. tmv — neost-'] in ras. W. 27. td] p, rtot W. ^'] p, om. W. 28. Tivos] T^s
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(D s APOLLONIl PERGAEI QUAE GEAECE
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PEAEFATIO. Praeter librum lY Conico
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AB PRAEFATIO. V 3. cod. Paris. Gr.
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PRAEFATIO. VII II p. 306, 2 A, B] A
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; PRAEFATIO. IX pro nACGON, p. 202,
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PROLEGOMENA. Cap. I. De codieibus C
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PROLEGOMENA. XIII Apollonii Conic.
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PROLEGOMENA. XV codicum illorum XXV
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: PROLEGOMENA. XVH in Galliam cum c
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PROLEGOMENA. XIX i-n — om., ov 8i
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PEOLEGOMENA. XXI Ss 24; p. 4, 13 6v
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PROLEGOMENA. XXIII p. U, 2 Tf^vovaL
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PROLEGOMENA. XXV p. 166, 2 dvo] pos
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PROLEGOMENA. XXVII p. 292, 20 ^Z] s
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PROLEGOMENA. XXIX I p. 410, 16 eatc
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PROLEGOMENA. XXXI obstat, quomiims
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I PROLEGOMENA. XXXIK i>lOCT£QOC p.
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27 PROLEGOMENA. XXXV p. 104, 5 MB]
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PROLEGOMENA. XXXVII iit] H% T£ I p
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PROLEGOMENA. XXXIX B// 11 0if] in r
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PROLEGOMENA. XLI TtccQdXXrjXog, nat
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PROLEGOMENA. XLIII A e corr. 6 %ai
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PROLEGOMENA. XLV 12 rijff] T5g AB 1
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PROLEGOMENA. XLVII Sia tov O 21 nrZ
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PROLEGOMENA. XLIX eS — 19 MZ ro]
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PROLEGOMENA. LI p. 4, 5 TOfvTa] zcc
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p. 74, 15 AHT] ABF PROLEGOMENA. LII
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PROLEGOMENA. LV p. 104, 4 JE] V, Ez
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PROLEGOMENA. LVII Cap. II. Q,uo mod
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PROLEGOMENA. LIX Pappi lemma
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PROLEGOMENA. LXI monstratione recep
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PROLEGOMENA. LXIII praeter hos loco
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PROLEGOMENA. LXV Bignificare uidetn
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PROLEGOMENA. LXVII I p. 104, 4 JE]
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; PROLEGOMENA. LXIX Gtiq^rjg 7toXv7
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PROLEGOMENA. LXXI fatione ornatae c
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PROLEGOMENA. LXXIII 18 TtXdTog —
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. PROLEGOMENA. LXXV ipsius scctioni
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PROLEGOMENA. LXXVII caput linee mun
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PKOLEGOMENA. LXXIX aut extra eam, c
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PROLEGOMENA. LXXXI lun. 1428). qui
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PROLEGOMENA. • LXXXIII de prets d
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PROLEGOMENA. LXXXV notis commemorau
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KiiNIKi^N 8'. IIqoxbqov êv iêd^Tj
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4 KSiNIK^N d'. ysvij tovtOLs ccTtlc
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6 KSiNIKS^N d'. yiivYi avêla Sdts
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8 K2NIKQN S'. P'- Tavta fihv xocvwg
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10 KSiNIK^N S'. 66j;o0av avTLxeCêv
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12 K^NIK^JN 8\ lirj yccQ, c(XX% el
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16 KSiNIKSiN d'. ixrbg aTCoXa^Pavo^
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20 KS^NIKSiN 8\ TtQos AH, deLKtaov,
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22 KSiNIKOT d'. aTto xov B TtaQcc r
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24 KSiNlKSiN 8'. dh iirixs dicc tov
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26 KS^NIKSiN d'. ccXla dLcc xov H.
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28 KS^NIKSiN d\ XeyG), (ki, rj ano
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30 KSiNIKSiN 8'. TCQog 6v^7ts6SitaL
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32 K^NIKSiN S' 'Eccv ds To Xrig^d^s
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46 K
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48 KSiNIKSiN 8'. i7t£^€vj(^d-co
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50 KSiNIKi^N 3'. M^ TCQog ^ A xal X
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52 KSiNIKSiN d'. aTts^svx^c^ ^V ^^^
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54 KSiNIKSlN 8\ «TTo rcov A, B i(p
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56 KSiNlKS^N $'. £6tco0av avtLKSL^
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58 KQNIKJJN S'. Xr,'. Kcovov roft^
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60 KS^NIKS^N d'. itpdtl^srccL Kata
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62 KSiNIKSiN d'. dia tr^v ABF vtcsq
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' 64 KiiNIKiiN d\ xa KVQtd, 7] dvTL
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QQ KiiNIKSiN 8', 'Eav vTtsQôXrj ^t
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68 K£iNIK
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5. at] p, om. V. 13. ON] ONP Y; cor
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72 KS^NIKiiN d'. ai HZ!I, &AM, cctc
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74 KSiNIKSiN d'. yaviag. Ttdkiv iTt
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80 KSiNIK^N S\ Qov TtaQccXXriXoL cc
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88 KS>NIK
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90 KSiNIKSiN S'. ov 6v^7ts6£trai.
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92 KP-NlKSiN
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FRAGMENTA.
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102 FRAGMENTA. d^pXvyoviov vTtBQ^dX
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104 FRAGMENTA. olg a%^£L0av iv iKc
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106 FRAGMENTA. ovtag, S6te r^v Zz/
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108 FEAGMENTA. Xoyov £%ov0ag tov a
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110 FRAGMENTA. toîjg dsvteQov '£%
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a 112 FRAGMENTA. Eadem propositio s
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114 FKAGMEI^TA. 6} yQa^îxd, rav d^
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116 FRAGMENTA. antyitai da th trjg
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118 FRAGMENTA. Sqov 0rj}i£tov ^'^'
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120 FRAGMENTA. «AA« rtov aTtXovCt
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124 FRAGMENTA. 35. Pappus in Elem.
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126 FRAGMENTA. yavoêvav iTtl xov E
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128 FRAGMENTA. dexddog, tmv ds F, z
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1. j4f B xal (iLccg rcov] dubitans
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132 FRAGMENTA. drjXov, Ttag £0tiv
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1B4 FRAGMENTA. Cfr. p. 124, 17 sq.:
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136 FRAGMENTA. d£ixvvov0a, oti di%
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138 FRAGMENTA. XBVtQOv avtov tr^v t
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I COMMENTARIA ANTIQUA.
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144 COMMENTARIA ANTIQUA. [Eucl. III
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146 COMMENTARIA ANTIQUA. xal 6xaXr}
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2. ccficporEQcc] Bv.dxsQOv Hultsch.
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8. gTTfl ovv Uarj coni. HultscTi. 2
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152 COMMENTARIA ANTIQUA. lilv 7] JH
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I 1—I 1 1 1 154 COMMENTARIA ANTIQ
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I 1 1 1 1 I 1 1 1 1 164 COMMENTARIA
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II. SEEENUS. Serenus de sectione cy
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IV. EUTOCII COMMENTAKIA IN CONICA.
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190 COxMMENTARIA ANTIQUA. dijXov de
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A 192 COMMENTARIA ANTIQUA. ^ BE, Xo
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196 COMMENTARIA ANTIQUA. aQU trig A
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200 COMMENTARIA ANTIQUA. tijg atpai
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. 202 COMMENTARTA ANTIQUA. dixcc ri
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204 COMMENTARIA ANTIQUA. QV(p7iv el
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320 COMMENTARIA ANTIQUA. jtXrjv orr
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330 COMMENTARIA ANTIQUA. 7t6v i^TLV
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332 €OMMENTARIA ANTIQUA. ds rjKta
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. 334 COMIÎENTARIA ANTIQUA. 1'67}
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348 COMMENTARIA ANTIQUA. oiJrcog rj
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350 COMMENTARIA ANTIQUA. *j4XXa)g t
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352 COMMENTARIA ANTIQUA. xccl to av
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