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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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PHYSICS 477<br />

mutation, it stands above the strife of the elements:<br />

these belong to the terrestrial, it to the celestial, world :<br />

of it are formed the heavenly spheres and stars ; it is<br />

the god-like in the realm of matter. 1<br />

The four elements are different in all respects. If<br />

circular movement is peculiar to the ffither, their movement<br />

is rectilineal. But, as we have remarked, rectilineal<br />

motionfollows two opposite directions, upand down,<br />

toward the circumference and toward the centre.<br />

which tends naturally downwards is heavy ;<br />

That<br />

that which<br />

rises is light. Accordingly the elements exhibit the<br />

opposites of heavy and light. 2<br />

This opposition cannot,<br />

he holds, be reduced to quantitative differences of magnitude,<br />

of mathematical figure, or density ; it is original<br />

and qualitative. The peculiarities of the elementary<br />

materials we cannot explain either, with Plato and Democritus,<br />

<strong>by</strong> the mathematical qualities of atoms, or, with<br />

the elder physicists, <strong>by</strong> the rarefaction and condensation<br />

locality can it be said to move i!a.ij is denied of them in the<br />

merely Suvi/iet and not ivepyelq, same sense as it is denied of the<br />

inasmuch as it is not yet in the immaterial Nous, or that it can<br />

place to which it is moving] be attributed to the latter in the<br />

toutou S' [i.b. toS irSBev iroi /civet- same sense as to the former.<br />

aSai] S\riv aiiSh KoiXiet virapx^tv.<br />

' It is called Beibs, Meteor, i.<br />

Be Cmlo, i. 9, 278, a, 10 sqq. 3, 339, b, 25 ;<br />

also, similarly, Be<br />

Aristotle expressly says : 6 oipavbs Cmlo, i. 3, 270, b, 11, 20 : f) vptirri<br />

as a universal conception is ovata ray crati&Twv, rb irpdrov<br />

different from 85e 6 ovpa.v6s ; the /ia, 'irepdy rihv irapa. yyv Kal irvp<br />

former is elSos Kal popQii, the ku\ aipa Kal SSap. Ibid. ii. 1, 284,<br />

latter rij SAp ^fuy^vov. Still a, 4 Later philosophers, such as<br />

less can we 'infer from Metajrfi. Cicero's Epicurean (TV. Be. i. 13,<br />

viii 4, that the 'celestial globes 33, cf. Krische, Ibrsch., 306<br />

are incorporeal beings (like the sqq.) and the pseudo-Justin<br />

sether, they are frequently called Cohort, c. 5, 36, identify on this<br />

Beta, a-diiara, &c. : see Ind. Ar. ground God and the jether.<br />

742, a, 43-60) we cannot, there- 2<br />

See p. 473 sq.<br />

;<br />

fore, suppose for a moment that<br />

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

of one and the same primitive material. We have<br />

already proved this point with regard to the first<br />

hypothesis. 1 But those who deduce the differences of<br />

matter from a condensation and rarefaction of some one<br />

original element are, besides other arguments, met <strong>by</strong><br />

the objection that they do not explain the distinction<br />

between light and heavy substance. They confine<br />

the difference between the elements to a mere relation<br />

of magnitudes, and accordingly represent it as something<br />

merely relative. 2 To Aristotle's mind, the opposition<br />

of rectilineal movements and natural localities<br />

once demands a<br />

qualitative difference between the elements.<br />

Eectilineal motion being just as primitive as<br />

circular motion, there must be certain bodies which are<br />

especially designed for it. 3 Again, since it includes<br />

two tendencies, upward and downward, we must in the<br />

first place assume two bodies, of which one naturally<br />

sinks, the other rises, the one tending to the centre, the<br />

other to the circumference of the world.<br />

at<br />

In the second<br />

place, we must imagine an intermediate element, or<br />

rather a pair of elements, the one approximating to<br />

the former, and the other to the latter. Of these four<br />

bodies, the first two are earth and fire, the other two<br />

water and air. Earth is absolutely heavy and entirely<br />

devoid of lightness ;<br />

fire is absolutely light and entirely<br />

devoid of heaviness. The one moves straight to the<br />

centre, and therefore sinks below all other bodies ; the<br />

other moves straight to the circumference, and therefore<br />

1<br />

See p. 443 sqq. 20 ; Metaph. i. 8, 988, b, 29 sqq.<br />

2<br />

Aristotle discusses this view s<br />

See p. 473.<br />

De Ceelo, iii. 5, of. iv. 5, 312, b,

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