Galilei, Galileo, De Motu Antiquiora

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By Hercules! it is disgusting and shameful that words must be spouted to untangle such childish arguments as well as such crass subtleties as those which Aristotle crams into the whole of Book IV of the De caelo against the ancients: they are without strength, without learning, without elegance, without appeal, and anyone who has understood the things that have been said above, will recognize their fallacies.As when he says, We see that earth is below all things, but fire is above everything; Aristotle must have had the eyes of Lynceus{1}, if he has seen whether or not there is in the bowels of the earth something heavier than earth, and whether above fire their is a lighter body. But, without the eyes of Lynceus, someone who is blind will be able to see that there are many things heavier than earth, such as all the metals, on which, when they are liquified, earth floats, as on the one called quick-silver; and not only is earth lighter than quick-silver, it is more than ten times as light. How, then, can the metals take their heaviness from earth, if they are much heavier than earth; and moreover, if they were constituted from earth, water, air, and fire, would they not have to be much lighter than earth alone?It is therefore evident that there exist many things heavier than earth.Therefore when he says: The contrary places are two, the center and the extremity, taking as the extremity the concave sphere of the moon; hence it must be that the things in those places are contraries; which will not be the case, unless earth be assumed to be deprived of all lightness, and fire to be devoid of all heaviness: an argument that has no neccessity whatsoever; and even if it had any, it is in the same way that the concave sphere of water and of air is in opposition to the center, as is the concave sphere of the Moon; and yet, the things that are under the concave sphere of air are not deprived of all heaviness.{1}But what he says concerning the lightness of fire, saying {1} that, if air is removed from underneath, fire will not go down, like air when water is removed from underneath, is in need of demonstration: because Aristotle has not proved it, unless you say what he has said {2}, Just as earth does not go up in the small cupping glasses of physicians because it is very heavy, so fire will not go down because it is very light.But the ratio has no worth: for, it is not because

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Searching "tower" (fulltextMorph)
1. Page 16, Sentence 4:How ridiculous this opinion is, is clearer than daylight: for who will ever believe that if, for example, two lead balls were released from the sphere of the Moon, one being a hundred times larger than the other, if the larger took an hour to come to Earth, the smaller would use in its motion a space of time of a hundred hours? or, if from a high tower {1}, two stones, one being double the size of the other, were thrown at the same moment, that, when the smaller was at mid-tower, the larger would already have reached the ground?
2. Page 24, Sentence 18:For if one takes two different mobiles, which have such properties that one is carried twice as swiftly as the other, and then releases them from the top of a tower, it will certainly not hit the ground faster, twice as swiftly: what is more, if one makes the observation, the one which is lighter at the beginning of the motion will precede the heavier and will be faster.
3. Page 68, Sentence 9:But this way of thinking is not only false, but ridiculous: for, if it were true, it would follow that a stone going down from a very high tower would be moved more slowly at mid-tower, than if the same stone were falling to the ground from a very low place, and for this reason the mobile [falling from a greater height] would also make a lesser impact.
4. Page 76, Sentence 3:There is a fourth well-known argument concerning a large stone going down from a tower, which will not be sufficiently blocked by a pebble impelled upward by force, so as to permit the pebble to be at rest for any time: hence surely the pebble will not be at rest at the ultimate point of its upward motion, and Aristotle notwithstanding, it will make use of the ultimate point for the two limits, namely of upward motion and of downward motion; and the ultimate instant is taken twice, namely, for the end of one time and for the beginning of the other.
5. Page 79, Sentence 4:Now in the case of heavier things, since a great amount of contrary force must be consumed in their descent, a greater time will be required for it to be consumed; in which time, since they are carried swiftly, they will descend a great distance: since we cannot avail ourselves of such great distances from which to release heavy things, it is not astonishing if the stone, released from merely the height of a tower, will seem to accelerate all the way to the ground; for this short distance and short time of motion are not sufficient to destroy the whole contrary force.
6. Page 84, Sentence 6:Yet experience shows the contrary: for it is true that wood at the beginning of its motion is carried more speedily than lead; but a little later the motion of lead is so accelerated that it leaves the wood behind, and, if they are released from a high tower, the lead gets ahead of it by a large distance: and I have often put this to the test. {1}
7. Page 134, Sentence 6:But if we go up a very high tower, on the top of which there is a bathtub, the same thing will happen to us when in it as if we were to go into the sea: for we will not be weighed down by the water, even though the latter, having air underneath it, is outside its proper place.
8. Page 150, Sentence 12:For if a stone goes down from a high tower, its swiftness seems always to be increased: yet this happens because the stone, in comparison /// with the medium through which it is carried, namely air, is very heavy; and since it goes away with an amount of impressed force as great as its heaviness, it assuredly goes away with a great impressed force, which the motion from the height of a tower is not sufficient to consume, so that the swiftness is always intensified all through the height of a single tower.

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