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28 KS^NIKSiN d\ XeyG), (ki, rj ano tov Z inl to F dyoêvr} TtaQccXXrj- Aog e0tac tfj aCv^Tttatcp^ £9' 1]^ e6tc tb 6r}êtov. e6tG)0av ta avta tots e^7tQ06d-ev, tb de 5 z7 ^rjiietov eTtl îag tc5v aOv^Tttoitcov, xal i^X^-cj dicc tov Z 7taQ~ dXXrjXos, ical el dvvatcv, ^rj TtLTttetco enl 10 tb P, dkk* eTtl t6 H. eOtat dri^ (ds rj A^ tiqcs ^B, rj AH TtQos HB' oneg atoxov. 7] ccQa ditb tov Z TtaQa trjv dov^ntGitov inl tb r TtLittei. cr,'. 15 Êdv ev dvtiKeiêvacs ^rjcpd^fj ti arjêtov êra^v tcov dvo toiidov, xal dit avtov dvo evdêtat diaxâ6c te^vovaai exateQav tcov to^cov, xal d)s exovCtv ai êta^v tr]s fttag to^rjs TtQbs tds êta^v trjs eteQag TOft^g xal tov avtov CriêCov^ ovtcos e%co0iv at neilovs 20 t&v djtolaiiâvoêvcov êta^v tcov dvtLxeiêvGov JtQos tds V7teQ0%ds avtcov, rj did tcov TteQdtcov dyoiievri evêta tcov fieLôvoov ev&etcov tats toâts (Sv^Tteaettat, xal al dnb tcov Cv^ntcoaecov eitl tb krjtpdêv 0r][ietov dyoêvat evdêtat efpdtlôvtaL tcov yQa^^cov, 25 eCtcoCav dvtLxeLêvaL aC A, jB, xal tb A Crjêtov êta^v toov to^cov. TtQoteQOV vnoxeCG^co iv tfj vitb tcov d(Sv^7ttcotcov jteQLexoêvrj ycovCcc, xal did tov z/ dtrix^coCav aC AzJB, Fz/0. êCôov aQa eCtlv rj êv A/i tYjs ^B, rj dl JTz/ trjs z/©, dLott larj iatlv rj BN 23. at] om. Vp; corr. Halley.
CONICORUM LIBER IV. 29 sint eadem, quae antea, punctum z/ autem in alterutra asymptotarum sit, ducaturque per Z illi parallela recta, et si fieri potest, in F ne cadat, sed in H, erit igitur [III, 36] ^z/ : z/B = AH: HB, quod absurdum est. ergo recta a Z asymptotae parallela ducta in F cadit. XVIII. Si in sectionibus oppositis punctum aliquod inter duas sectiones sumitur, ab eoque duae rectae utramque sectionem secantes producuntur, et quam rationem habent rectae inter punctum alteramque sectionem positae ad rectas inter alteram sectionem idemque punctum positas, eam habent rectae maiores iis, quae inter sectiones oppositas abscinduntur, ad excessus earum, recta per terminos rectarum maiorum ducta cum sectionibus concurret, et rectae a punctis concursus ad sumptum punctum ductae lineas contingent. sint oppositae A, 5, et punctum z/ inter sectiones positum. prius in angulo ab asymptotis comprehenso supponatur, et per z/ producantur AJBy Fz/©. ita-
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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. XLV 12 rijff] T5g AB 1
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p. 74, 15 AHT] ABF PROLEGOMENA. LII
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PROLEGOMENA. LXI monstratione recep
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FRAGMENTA.
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