Alberti, Leone Battista
,
Architecture
,
1755
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Pyramid of above ſix Furlongs high, raiſed a
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Mound of Earth all the Way up along with
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the Building, by which he carried up thoſe
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huge Stones into their Places.
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Herodotus
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writes
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that
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Cheops,
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the Son of
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Rhampſinites,
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in the
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building of that Pyramid which employed an
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hundred thouſand Men for many Years, left
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Steps on the Outſide of it, by means of which
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the largeſt Stones might by proper Engines, be
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raiſed up into their Places without having Oc
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caſion for very long Timbers. </
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<
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>We read too
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of Architraves of vaſt Stones being laid upon
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huge Columns in the following Manner: Un
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der the Middle of the Architrave they ſet two
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Bearers acroſs, pretty near each other. </
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<
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>Then
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they loaded one End of the Architraves with a
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great Number of Baskets full of Sand, the
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Weight of which raiſed up the other End, on
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which there were no Baskets, and one of the
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Bearers was left without any Weight upon it:
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Then removing the Baskets to the other End
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ſo raiſed up, and putting under ſome higher
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Bearers in the Room of that which was left
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without Weight, the Stone by little and little
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roſe up as it were of its own accord. </
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<
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>Theſe
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Things which we have here briefly collect
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ed together, we leave to be more clearly
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learnt from the Authors themſelves. </
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<
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>But
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the Method of this Treatiſe requires, that we
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ſhould ſpeak ſuccinctly of ſome few Things
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that make to our Purpoſe. </
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<
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>I ſhall not waſte
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Time in explaining any ſuch curious Principles,
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as that it is the Nature of all heavy Bodies to
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preſs continually downwards, and obſtinately
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to ſeek the loweſt Place; that they make the
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greateſt Reſiſtance they are able againſt being
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raiſed aloft, and never change their Place, but
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after the ſtouteſt Conflict, being either over
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come by ſome greater Weight or ſome more
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powerful contrary Force. </
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<
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>Nor ſhall I ſtand to
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obſerve that Motions are various, from high to
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low or from low to high, directly, or about a
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Curve; and that ſome Things are carried, ſome
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drawn, ſome puſhed on, and the like; of
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which Enquiries we ſhall treat more copiouſly
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in another Place. </
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<
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>This we may lay down for
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certain, that a Weight is never moved with ſo
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much Eaſe as it is downwards; becauſe it then
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moves itſelf, nor ever with more Difficulty,
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than upwards; becauſe it naturally reſiſts that
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Direction; and that there is a Kind of middle
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Motion between theſe two, which perhaps par
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takes ſomewhat of the Nature of both the
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others, inaſmuch as it neither moves of itſelf,
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nor of itſelf reſiſts, as when a Weight is drawn
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upon an even Plain, free from all Rubs. </
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<
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>All
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other Motions are eaſy or difficult in Proporti
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on as they approach to either of the preceding.
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</
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<
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>And indeed Nature herſelf ſeems in a good
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Meaſure to have ſhewn us in what Manner
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great Weights are to be moved: for we may
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obſerve, that if any conſiderable Weight is laid
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upon a Column ſtanding upright, the leaſt
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Shove will puſh it off, and when once it be
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gins to fall, hardly any Force is ſufficient to
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ſtop it. </
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<
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>We may alſo obſerve, that any round
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Column, or Wheel, or any other Body that
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turns about, is very eaſily moved, and very
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hard to ſtop when once it is ſet on going; and
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if it is draged along without rowling, it does
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not move with half the Eaſe. </
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<
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>We further ſee,
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that the vaſt Weight of a Ship may be moved
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upon a ſtanding Water with a very ſmall Force,
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if you keep pulling continually; but if you
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ſtrike it with ever ſo great a Blow ſuddenly, it
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will not ſtir an Inch: On the Contrary, ſome
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Things will move with a ſudden Blow or a fu
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rious Puſh, which could not otherwiſe be ſtirred
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without a mighty Force or huge Engines.
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</
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<
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>Upon Ice too the greateſt Weights make but a
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ſmall Reſiſtance, againſt one that tries to draw
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them. </
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<
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>We likewiſe ſee that any Weight which
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hangs upon a long Rope, is very eaſily moved
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as far as a certain Point; but not ſo eaſily, fur
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ther. </
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<
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>The Conſideration of the Reaſons of
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theſe Things, and the Imitation of them, may
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be very uſeful to our Purpoſe; and therefore
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we ſhall briefly treat of them here. </
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<
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>The Keel
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or Bottom of any Weight, that is to be drawn
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along, ſhould be even and ſolid; and the
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Broader it is, the leſs it will plough up the
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Ground all the Way under it, but then the
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Thinner it is, it will ſlip along the Quicker,
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only it will make the deeper Furrows, and be
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apter to ſtick: If there are any Angles or Ine
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qualities in the Bottom of the Weight, it will
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uſe them as Claws to faſten itſelf in the Plain,
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and to reſiſt its own Motion. </
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<
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>If the Plain be
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ſmooth, ſound, even, hard, not riſing or ſink
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ing on any Side, the Weight will have nothing
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to hinder its Motion, or to make it reſuſe to
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obey, but its own natural Love of Reſt, which
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makes it lazy and unwilling to be moved.
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</
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<
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>Perhaps it was from a Conſideration of theſe
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Things, and from a deeper Examination of the
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Particulars we have here mentioned, and
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Ar
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chimedes
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was induced to ſay, that if he had on
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ly a Baſis for ſo immenſe a Weight, he would
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not doubt to turn the World itſelf about. </
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<
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>The
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Preparation of the Bottom of the Weight and </
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