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ARISTOTLE AND THE EARLIER PERIPATETICS vol.I by Eduard Zeller, B.F.C.Costelloe 1897

MACEDONIA is GREECE and will always be GREECE- (if they are desperate to steal a name, Monkeydonkeys suits them just fine) ΚΑΤΩ ΤΟ ΠΡΟΔΟΤΙΚΟ "ΣΥΝΤΑΓΜΑΤΙΚΟ ΤΟΞΟ"!!! Strabo – “Geography” “There remain of Europe, first, Macedonia and the parts of Thrace that are contiguous to it and extend as far as Byzantium; secondly, Greece; and thirdly, the islands that are close by. Macedonia, of course, is a part of Greece, yet now, since I am following the nature and shape of the places geographically, I have decided to classify it apart from the rest of Greece and to join it with that part of Thrace which borders on it and extends as far as the mouth of the Euxine and the Propontis. Then, a little further on, Strabo mentions Cypsela and the Hebrus River, and also describes a sort of parallelogram in which the whole of Macedonia lies.” (Strab. 7.fragments.9) ΚΚΕ, ΚΝΕ, ΟΝΝΕΔ, ΑΓΟΡΑ,ΕΚΚΛΗΣΙΑ,ΝΕΑ,ΦΩΝΗ,ΦΕΚ,ΝΟΜΟΣ,LIFO,MACEDONIA, ALEXANDER, GREECE,IKEA

MACEDONIA is GREECE and will always be GREECE- (if they are desperate to steal a name, Monkeydonkeys suits them just fine)

ΚΑΤΩ ΤΟ ΠΡΟΔΟΤΙΚΟ "ΣΥΝΤΑΓΜΑΤΙΚΟ ΤΟΞΟ"!!!

Strabo – “Geography”
“There remain of Europe, first, Macedonia and the parts of Thrace that are contiguous to it and extend as far as Byzantium; secondly, Greece; and thirdly, the islands that are close by. Macedonia, of course, is a part of Greece, yet now, since I am following the nature and shape of the places geographically, I have decided to classify it apart from the rest of Greece and to join it with that part of Thrace which borders on it and extends as far as the mouth of the Euxine and the Propontis. Then, a little further on, Strabo mentions Cypsela and the Hebrus River, and also describes a sort of parallelogram in which the whole of Macedonia lies.”
(Strab. 7.fragments.9)

ΚΚΕ, ΚΝΕ, ΟΝΝΕΔ, ΑΓΟΡΑ,ΕΚΚΛΗΣΙΑ,ΝΕΑ,ΦΩΝΗ,ΦΕΚ,ΝΟΜΟΣ,LIFO,MACEDONIA, ALEXANDER, GREECE,IKEA

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<strong>ARISTOTLE</strong>'S WRITINGS 67<br />

conclusions and scientific method in general, 1 on the<br />

also that Eudemus n. Ae'feois<br />

(Alex. Anal, pri. 6, b, Top. 38,<br />

Metaph. 63, 15; Anon. Schol. in<br />

Ar. 146, a, 24) may have been<br />

an imitation of this book (not,<br />

as Scliol. 84, b, 15, wrongly suggests,<br />

of the Categories ; of. the<br />

quotation from Ammon. in preceding<br />

note). This last suggestion,<br />

however, is uncertain, and<br />

the notices as to Theophrastus<br />

-<br />

are not absolutely clear, for the<br />

texts show that he did not name<br />

the n. kfjx.tfv. at all. Alexander<br />

thought he saw, from the way in<br />

which Theophrastus dealt with<br />

the subject (thema) in his own<br />

book, reason to infer that he had<br />

Aristotle in mind; but whether<br />

he was right in that inference or<br />

not, we cannot judge. The Schol.<br />

ap. Waitz has nothing to show<br />

that the reference there quoted<br />

from Theophrastus referred to a<br />

passage in this book, and was not<br />

rather a general reference to the<br />

frequently recurring Aristotelian<br />

law of the excluded middle.<br />

On the other hand, it is singular<br />

that while the n. epiitjv.<br />

is never cited or referred to<br />

in any of Aristotle's books (cf<br />

Bonitz, Ind. Ar. 102, a, 27),<br />

it cites not only the Mrst<br />

Analytic (c. 10, 19, b, 31 : Anal.<br />

46, 51, 6, 36) and the 'Juries<br />

(c. 11, 20, 6, 26 : Top. ix. 17,<br />

175, b, 39), but also the II: rjivxrjs<br />

(c. 1, 16, a, 8), and that for a<br />

proposition which neither the<br />

ancient opponents of Andronicus<br />

nor modern scholars have been<br />

able to find in it (cf. Bonitz,<br />

Ind. Ar. 97, b, 49, whose suggestion,<br />

however, is not satisfactory).<br />

Its remarks on Rhetoric<br />

and Poetry (c. 4, 17, a, 5) have<br />

no relation to the corresponding<br />

treatises of Aristotle. It should<br />

be added that the work accords<br />

throughout with Aristotle's line<br />

of thought, but frequently enlarges<br />

in a didactic way on the<br />

most elementary points in a<br />

fashion which one would suppose<br />

Aristotle would not have found<br />

necessary at the date at which<br />

it must have been written, if <strong>by</strong><br />

him. The question, therefore, is<br />

not only whether it is <strong>by</strong> Aristotle<br />

or <strong>by</strong> another, but whether<br />

it may not, as Grant suggests<br />

(Ar.<br />

57), have been written out<br />

<strong>by</strong> one of his scholars from oral<br />

lectures in which the difficulties<br />

of beginners would naturally be<br />

kept in view.<br />

1<br />

Syllogisms are dealt with<br />

<strong>by</strong> the 'AvaKvriKct irpdrepa in two<br />

books, and scientific method <strong>by</strong><br />

the'AvaA. Bffrepa, also in two. The<br />

fact that D. 49 and An. 46<br />

give nine books to the 'Avah.<br />

irp6r. (though An. 134 repeats<br />

the title with two only) points<br />

probably only to a different division;<br />

but it is also possible<br />

that other tracts are included,<br />

for the Anon. Selwl. in Ar.<br />

33, b, 32 (cf. David, ibid. 30,<br />

b, 4, Philop. ibid. 39, a, 19,<br />

142, b, 38, and Simpl. Categ. 4<br />

says that Adrastus knew of forty<br />

books of Analytics, of which only<br />

the four which are extant were<br />

counted genuine. — That these<br />

are genuine is proved beyond<br />

doubt, both <strong>by</strong> internal evidence,<br />

<strong>by</strong> Aristotle's own references,<br />

and <strong>by</strong> the fact that his earliest<br />

pupils wrote works modelled on<br />

them (cf. p. 65, swpra, and Bkandis,<br />

Mhein. Mus. Nibbuhe and<br />

Be. i. 267), Thus we know<br />

F2<br />

68 <strong>ARISTOTLE</strong><br />

proof <strong>by</strong> probability, 1 and on fallacies and their disof<br />

an Analytic <strong>by</strong> Eudemus<br />

(Alex. Top. 70), and we have<br />

references to book i. of the<br />

Hp6repa ava\. of Theophrastus<br />

(Alex. Anal. pri. 39, b, 51, a,<br />

131, b, Schol. 158, b, 8, 161, b, 9,<br />

184, b, 36; Simpl. Be Casio, Schol.<br />

509, a, 6). Alexander, in his<br />

commentary, quotes from both on<br />

numerous points in which they<br />

developed or improved Aristotle's<br />

'AvaK. irp6r. (cf. Tlwophr. Fr.<br />

[ed. Wimmer], p. 177 sq. 229;<br />

Eudem. Fr. [ed. Spengel], p.<br />

144 sq.). For the Second Analytic<br />

the references are less<br />

copious ; but we know of passages<br />

of Theophrastus through Alexander<br />

(Anon. Schol. in Ar. 240, b,<br />

2, and ap. Eustrat. ibid. 242,<br />

a, 17), through Themist. ibid.<br />

199, b, 46, and through Philop.<br />

ibid. 205, a, 46, and through an<br />

Anon. Schol. ibid. 248, a, 24, of<br />

a, remark of Eudemus, all of<br />

which seem to refer to the Second<br />

Analytic. We know as to Theophrastus,<br />

not only from the form<br />

of the title of the'AyoA. irpifa-epa,<br />

but also from express testimony<br />

(v. Diog. v.42; Galen, Hippocr.<br />

et PI. ii. 2, <strong>vol</strong>. v. 213, and<br />

Alex. Qu. Nat. i. 26) that he did<br />

write a Second Analytic, and it<br />

is probable that in that, as in<br />

the text, he followed Aristotle.<br />

Aristotle himself cites both<br />

Analytics under that name : Top.<br />

viii. 11, 13, 162, a, 11, b, 32<br />

Soph. El. 2, 165, b, 8 ; Bhet. i.<br />

2, 1356, b, 9, 1357, a, 29, b, 24,<br />

ii. 25, 1403, a, 5, 12 ; Metaph. vii.<br />

12 init. ; Eth. N. vi. 3, 1139, b,<br />

26, 32 ; also De Interpr. 10, 19, b,<br />

31 ; M. Mm: ii. 6, 1201, b, 25<br />

Eth. Eud. i. 6, 1217, a, 17, ii. 6,<br />

1222. b, 38, c. 10, 1227, a, 10;<br />

(cf. other references ap. Bonitz,<br />

Ind. Arist. 102, a, 30 sq). It is<br />

therefore the original title, and<br />

has always remained in common<br />

use, notwithstanding that Aristotle<br />

cites certain passages of<br />

the First Analytic with the word<br />

iv tois Trep! avWoyuriiov (Anal,<br />

post. i. 3, 11, 73, a, 14, 77, a, 33),<br />

or that Alexander (Metaph. 437,<br />

12, 488, 1), 718, 4) and Pt. 28<br />

call the Second Analytic oiro-<br />

SeiKTiK^i, or that Galen (De Puis.<br />

iv. Jin., <strong>vol</strong>. viii. 765 ; De Libr.<br />

Propr. <strong>vol</strong>. xix. 41) chooses to<br />

substitute, as he says, for the<br />

common titles, the names n.<br />

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