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Montfauc. in palaeogr. gr. p. 59 — 93 exhibuit, fatis fuperque cog 110 ^ ai 1quam parum libri MSS. hac cie re congruant. Atque huc accedit, ^ dijc* 1quis infcriplionibus, quippe quibus fine ullo dubio gravius in hac ^'^nie 1 ' 3canda pondus concedi debet, nullibi, quantum fciam, nec haec notas ^ ^fat 1 ' 1 "
a literis, nec illa numeros Cardindles ab Ordinalibus diltinguendi ratio
Quod denique Graecorum numerorum fyfiema attinet, primai' lllS .^- a ]liflocus apud Archimedem in Arenario p. 520 — 521 lin. 329 — 368' e ^’ 0 c ° g .
Itat, ubi ille, quum numeri ad myriadum myriadem usque fuperior e ^ r0J n ?tinuati non fufficerent ad rationem abfolvendam, quam de mole g ianae, explentium globum, cujus diametros ftellarum lixarum a tei' ia ’ " einftituturus erat, fe coactum intellexit, Graecorum numeiac
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Graecos noltrae haud abfnnili ratione usque ad decem nun^ iefaU q’jimonitum elt, atcpie ex loco laudato facile deduci poterit, quomodo 1componerentatque in clafles, ut nos loquimur, dispertirent. Sed hica»i nia j aC ]eS .^o 1eft, Graecos non, ut nos, per numeros millenarios fed per repetitastare folitos fuilTe. Numeri igitur ordinibus diftinguebantur, quom 1