then by supposing a body to be in 2, 3, 4, 10, 100, 1000, 1000000 of places at the same instant, and adequately to fill all and every one of those places.
First therefore, we will examine his Negative, and next his Affirmative, Arguments for this strange Hypothesis.
His Negative I find in the 20. Chapter, where he endeavours to confute the two wayes of explicating the Rarefaction and Spring of the
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, namely, that of the Vacuists and that of the Plenists.
Concerning the first of these we find him conclude it impos∣sible, first, because he had before proved that there can be no Vacuum, which being done by a Circle (viz. There is no Vacuum in the Tube because Nature abhors a Vacuum, and we see Na∣ture abhors a Vacuum because she will not suffer a Vacuum in the Tube above the Mercury, but to prevent it will continually spin the Quicksilver into supe ficies, and never diminish the body of it) will suffer me to pass to his next, which is, That this way is false, because in the Experiment of the Carps Bladder the
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is rare∣fi'd a 1000. times bigger; nay, in respect of the body of Gold it has 1000000. times less matter in equal spaces. And this, sayes he, is a Phaenomenon that is impossible ever to be made out by interspers'd Vacuities. Now that the Vacuists cannot pre∣sently, by so bold an assertion as this, be made to forsake their Principles, he may perceive by these following Solutions which I shall give of all the Phaenomena he recites, flowing naturally from an Hypothesis that I shall for the present assume. Let us suppose then the Particles of Bodies, at least those of the
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, to be of the form of a piece of Riband, that is, to be very long, slender, thin and flexible laminae, coyled or wound up together as a Cable, piece of Riband, Spring of a Watch, Hoop, or the like, are: we will suppose these to have all of them the same length, but some to have a stronger, others a weaker Spring: we will further suppose each of these so coyled up to have such an innate circular motion, as that thereby they may describe a Sphere equal in Diameter to their own, much after the manner that a Meridian turn'd about the Poles of a Globe will describe