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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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EHFSICS 443<br />

•<br />

physical instruments, he possessed only the rule and<br />

compasses, together with the most imperfect substitutes<br />

for some few others. Chemical analysis, correct measurements<br />

and weights, and a thorough application of<br />

mathematics to physics, were unknown. The attractive<br />

force of matter, the law of gravitation, electrical<br />

phenomena,<br />

the conditions of chemical combination, pressure<br />

of air and its effects, the nature of light, heat,<br />

combustion, &c.—in short, all the facts on which the<br />

physical theories of modern science are based, were<br />

wholly, or almost wholly, undiscovered.<br />

It would have<br />

been more than a miracle, if under such circumstances<br />

Aristotle had developed views in natural<br />

which we could have availed<br />

ourselves without alteration<br />

at the present time.<br />

philosophy of<br />

It is the business of a history<br />

to show how he explained phenomena consistently with<br />

the position of knowledge in his own day. 1<br />

None of the ancient systems presents so pure a form<br />

of mechanical physics as the atomic, to which the theory<br />

of the elements adopted <strong>by</strong> Plato from Philolaus is<br />

closely allied.<br />

Both deny qualitative variety in matter,<br />

and consider differences of shape and magnitude as the<br />

only original and real distinction. Aristotle opposes<br />

this view, not merely because it maintains the existence<br />

of infinitely small bodies or superficies, but also because<br />

it denies specific difference in matter. In both respects,<br />

according to his judgment, the weaknesses of<br />

the Platonic theory are most striking. 2 It contradicts<br />

mathematics, because it<br />

regards bodies as composed of<br />

superficies, which brings us logically to the assumption<br />

1<br />

Cf. supra, p. 262 sq.<br />

2 Cf. ZelleS, Platon. Stud. . 270 sq.<br />

'<br />

indivisible<br />

i<br />

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

lines , ' nay, further, to the resolution of<br />

agnitudes into points. 2 Again it destroys the divisility<br />

of bodies. 3<br />

Moreover, the figures of the elements<br />

isumed <strong>by</strong> Plato do not fill the space within the world,<br />

id yet he allows no vacuum. 4 Lastly, it is impossible<br />

form any coherent bodies out of them. 6 Nor are the<br />

fficulties which beset this theory from the point of<br />

ew of physics less important. For how can bodies<br />

hich have weight consist of surfaces which have<br />

me ? 6 And how, according to this hypothesis, could<br />

Le specific gravity or levity of the single elements be<br />

oduced ? Fire would have to become heavier and<br />

cend more slowly in proportion to its bulk ; much<br />

r would be heavier than a little water. 7<br />

Again, while<br />

jperience shows that all the elements are mutually<br />

ansmutable, Plato only admits this with respect to<br />

.e three just mentioned; 8 even in their case diffiilties<br />

arise from the circumstance that superfluous<br />

Plato, indeed, and Xenocra- are not balls or pyramids.<br />

1<br />

5 actually adopted this assumpl<br />

Ibid. c. 8 init. ; cf. Zell.<br />

in ; cf. Zell. Ph. d. Gr. pt. i. Ph. d. Gr. pt. i. 679, 3.<br />

i.<br />

807, 2 ad fin. 868.<br />

5 Ibid. 306, b, 22 sqq.<br />

2 6<br />

Be Ccelo, iii. 1, 299, a, 6, 300, Be Casio, iii. 1, 299, a, 25 sqq.<br />

7, c. 7, 306, a, 23. Cf. Gen. et b, 31 sqq. (where, however, we<br />

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