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A source-book of ancient history - The Search For Mecca

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<strong>The</strong> Shape and the Size <strong>of</strong> the Earth 307<br />

servations <strong>of</strong> the sea and sky, for here the evidence <strong>of</strong> the<br />

senses, and common observation, is alone requisite. <strong>The</strong><br />

convexity <strong>of</strong> the sea is a further pro<strong>of</strong> <strong>of</strong> this to those who<br />

have sailed; for they cannot perceive lights at a distance<br />

when placed at the same level as their eyes, but if raised<br />

on high, they at once become perceptible to vision, though .<br />

at the same time further removed.<br />

So, when the eye is<br />

raised, it sees what before was utterly imperceptible.<br />

Homer speaks <strong>of</strong> this when he says.<br />

Lifted up on the vast wave he quickly beheld afar. Odyssey v.<br />

393-<br />

Sailors, as they approach their destination, behold the<br />

shore continually raising itself to their view; and objects<br />

which had at first seemed low, begin to elevate themselves.<br />

Our gnomons also are, among other things, evidence<br />

<strong>of</strong> the revolution <strong>of</strong> the heavenly bodies; and common<br />

sense at once shows us, that if the depth <strong>of</strong> the earth<br />

were infinite, such a revolution could not take place.<br />

Further, endeavoring to support the opinion that it is<br />

^/^"^g°^h<br />

in accordance with natural philosophy to reckon the and the<br />

greatest dimension <strong>of</strong> the habitable earth from east to us^ircuinwest,<br />

he (Eratosthenes) says that, according to the laws <strong>of</strong><br />

navigation,<br />

natural philosophy, the habitable earth ought to occupy a<br />

^<br />

i<br />

'<br />

./<br />

1<br />

• 1 1 1 r<br />

Eratosthe-<br />

'^^S' Quoted<br />

greater length from east to west, than its breadth from by Strabo i.<br />

north to south. <strong>The</strong> temperate zone, which we have 4- ^<br />

already designated as the longest zone, is that which the<br />

mathematicians denominate a continuous circle returning<br />

upon itself. So that if the extent <strong>of</strong> the Atlantic Ocean<br />

were not an obstacle, we might easily pass by sea from<br />

Iberia to India, still keeping in the same parallel; the remaining<br />

portion <strong>of</strong> which parallel, measured as above in<br />

stadia, occupies more than a third <strong>of</strong> the whole circle:<br />

since the parallel drawn through Athens, on which we

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