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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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;<br />

PHYSICS 445<br />

•<br />

triangles are left over, 1<br />

and that it is as easy to think of<br />

a superimposition of surfaces as of the composition<br />

assumed <strong>by</strong> Plato. 2 Furthermore, the theory of unchangeable<br />

type forms of the elements contradicts the<br />

fact that the shape of simple bodies—water and earth,<br />

for instance—is determined <strong>by</strong> the surrounding space. 3<br />

In the last place, how are we to comprehend the<br />

qualities and movements of the elements <strong>by</strong> these<br />

hypotheses of Plato?<br />

Democritus supposed that fire<br />

was formed of globes, on account of its mobility and<br />

disruptive force ;<br />

Plato thought it was made of pyramids,<br />

but that the earth was made of cubes, on account of its<br />

comparative immobility. Yet both of these elements<br />

are hard to move in their own locality, and easy to move<br />

in a strange one, since they strive to escape from the<br />

latter and not from the former. 4 Aristotle is therefore<br />

forced to regard Plato's theory of the elements as in<br />

every respect mistaken. 5<br />

The Atomic theory of Democritus and Leucippus is<br />

treated <strong>by</strong> him with more respect<br />

6<br />

but he holds that<br />

1<br />

Ibid. 1. 20 ; cf. Plato, Tim. ball does not change that with<br />

56 D sq. which it comes into contact into<br />

2<br />

De Ccelo, iii. 1, 299, b, 23. balls or pyramids. Fire sepa-<br />

3<br />

Ibid. c. 8, 306, b, 9. rates only dissimilars, whereas it<br />

4<br />

Ibid. 306, b, 29 sqq., where unites similars. Further, if heat<br />

it is farther objected that balls be united to a particular shape,<br />

and pyramids are easily moved so also must cold.<br />

only in a circle, whereas tire has 5<br />

Pkoclus at a later date dean<br />

upward movement. Again, if fended it in a, separate treatise<br />

it is its corners that give to against his attacks ; Simpl.,<br />

tire its heat-producing power, all Sohol. in Ar. 515, a, 4.<br />

elementary bodies must likewise ° Cf. the discussion in Gen. et<br />

produce heat as well as every- Corr.i. 2,315, b, 30 sqq., the chief<br />

thing that has mathematical sentences of which are cited in<br />

shape, for they all have coiners. Zell. Ph. d. Gr. pt. i. 771, 4<br />

; also,<br />

Fire changes things which it on the Platonic theory, cf. De<br />

seizes into fire ; a pyramid or a Ccelo, iii. 7, 306, a, 5 sqq.<br />

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

so is far from having proved that everything may<br />

leduced from a primitive matter of absolutely homosous<br />

quality.<br />

In the first place, it is open to all the<br />

ctions which beset the hypothesis of indivisible<br />

ies. 1 Next, as in the case of Plato, it is clear that<br />

materials could not adjust their shape to<br />

the space<br />

rhich they find themselves, if we attribute a distinct<br />

lentary figure to them. 2 In the next place, we<br />

ady 3 know. the reasons why Aristotle is not inclined<br />

dmit an infinite variety of difference of shape among<br />

atoms ;<br />

and if the elementary atoms are to be dis-<br />

;uished only <strong>by</strong> their size, one element could not be<br />

sloped from another. 4 If all the atoms are homoeous,<br />

one does not see how they are separate, and<br />

t they do not join when brought into contact with<br />

another. If they are composed of heterogeneous<br />

;erials, we should have to seek the cause of phenomena<br />

his circumstance, and not in the difference of shape,<br />

then they would influence one another while in con-<br />

See, besides p. 306, the state- collision. It is certainly hard to<br />

;s quoted p. 430. n. 2, all of see how a cohesive body could be<br />

h are more or less directly constituted of such atoms. The<br />

d at the atomists. Here means which Democritus adopted<br />

we must continually remind for securing this end <strong>by</strong> attributives<br />

of the state of science ing corners and hooks to atoms,<br />

Le time, and of the peculiar <strong>by</strong> which they may hang on to<br />

a,cter of the theory which one another (Zbll. Ph. d. Gr.<br />

otle attacked. When, for i. 796, 2, 798, 4), could not<br />

mce, he shows that atoms but appear to Aristotle, as they<br />

J not cohere in a solid body, he appeared (according to Cic.<br />

t speaking of the atoms of Acad. ii. 38, 121) to his follower<br />

3rn physics, which attract and Strato, fantastic and absurd.<br />

[ one another, are held in a<br />

See p. 445, n. 3, supra.<br />

librium,&c.,inmanydifferent s<br />

Seep. 331 sq.<br />

s, but of the atoms of Democriwhich<br />

act upon one another<br />

4<br />

De Ccelo, iii. 4, 303, a 24 sqq.<br />

Cf. p. 306, n. 6.<br />

mechanically <strong>by</strong> pressure or

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