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78 KSiNIKSiN S\ rofiov6a dLa^sTQog triv EZ' tJ^sl ccqu dia tov A v.aX i^tai dLa^stQos tcov dvo Ov^vycjv. rii^G) 8ia Toi5 F TCaQcc tag AK^ EZ rj FAJB' tsiist aQa tag toâg xat aXXo zal aXko Crnistov. B0tai drj iv ^sv tfj 5 itSQa l'6r} ri FA tfi AA^ iv 8s tfi XoiTtri rj FA tfj AB. tovto ds advvatov. firj EatccKSav drj TtaQalkrilov aC AK, EZ, aXXa 6v^7tL7ttstc36av ;
CONICORUM LIBER IV. 79 tes aequales diuidens sectiones in S^ O secet, sectionesque contingentes ab S, O ducantur SII, OP. erit igitur [II, 5; Eucl. VI, 4] AU^ : nS' = ^P'' : PO', quare [III, 19] ^NX NTiENxNZ = BNxNr-.ENxNZ. ergo ^NxNr= BNxNr [Eucl. V, 9]; quod fieri non potest. L. Si hyperbola alteram oppositarum in uno puncto contingit^), sectio ei opposita <strong>cum</strong> altera oppositarum in pluribus punctis non concurret quam in duobus. sint oppositae ABj EzlHj et hyperbola ^T sectionem AB m A contingat, sitque sectioni AF op- 1) Sc. ad easdem partes concaua habens; cf. prop. LIV.
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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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PROLEGOMENA. XLV 12 rijff] T5g AB 1
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PROLEGOMENA. XLVII Sia tov O 21 nrZ
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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. 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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