The celestial worlds discover'd : $b or, conjectures concerning the inhabitants, plants and productions of the worlds in the planetsHuygens, Christiaan
Science
The celestial worlds discover'd : $b or, conjectures concerning the inhabitants, plants and productions of the worlds in the planets
Huygens, Christiaan
Cosmology -- Early works to 1800; Life on other planets -- Early works to 1800; Plurality of worlds -- Early works to 1800
If their Globe is divided like ours, into Sea and Land, as it’s evident
it is (elſe whence could all thoſe Vapours in Jupiter proceed?) we have
great Reaſon to allow them the Art of Navigation, and not vainly
ingroſs ſo great, ſo uſeful a Thing to our ſelves. Eſpecially
conſidering the great Advantages Jupiter and Saturn have for Sailing,
in having ſo many Moons to direct their Courſe, by whoſe Guidance they
may attain eaſily to the Knowledge that we are not Maſters of, of the
Longitude of Places. And what a Multitude of other Things follow from
this Allowance? If they have Ships, they muſt have Sails and Anchors,
Ropes, Pullies, and Rudders, which are of particular Uſe in directing a
Ship’s Courſe againſt the Wind, and in ſailing different Ways with the
ſame Gale. And perhaps they may not be without the Uſe of the Compaſs
too, for the magnetical Matter, which continually paſſes thro’ the
Pores of our Earth, is of ſuch a Nature, that it’s very probable the
Planets have ſomething like [They have Navigation, and all Arts
ſubſervient.] it. But there’s no doubt but that they muſt have the
Mechanical Arts and Aſtronomy, without which Navigation can no more
ſubſiſt, than they can without Geometry.
But Geometry ſtands in no need of being prov’d after this manner. Nor
doth it want Aſſiſtance from other Arts which depend upon it, but we
may have a nearer and ſhorter Aſſurance of their not being without it
in thoſe Earths. For that Science is of ſuch ſingular Worth and
Dignity, ſo peculiarly imploys the Underſtanding, and gives it ſuch a
full Comprehenſion and infallible [As Geometry.] certainty of Truth, as
no other Knowledge can pretend to: it is moreover of ſuch a Nature,
that its Principles and Foundations muſt be ſo immutably the ſame in
all Times and Places, that we cannot without Injuſtice pretend to
monopolize it, and rob the reſt of the Univerſe of ſuch an incomparable
Study. Nay Nature it ſelf invites us to be Geometricians; it preſents
us with Geometrical Figures, with Circles and Squares, with Triangles,
Polygones, and Spheres, and propoſes them as it were to our
Conſideration and Study, which abſtracting from its Uſefulneſs, is moſt
delightful and raviſhing. Who can read Euclid, or Apollonius, about the
Circle, without Admiration? Or Archimedes of the Surface of the Sphere,
and Quadrature of the Parabola without Amazement? or conſider the late
ingenious Diſcoveries of the Moderns with Boldneſs and Unconcernedneſs?
And all theſe Truths are as naked and open, and depend upon the ſame
plain Principles and Axioms in Jupiter and Saturn as here, which makes
it not improbable that there are in the Planets ſome who partake with
us in theſe delightful and pleaſant Studies. But what’s the greateſt
Argument with me, that there are ſuch, is their Uſe, I had almoſt ſaid
Neceſſity, in moſt Affairs of humane Life. Now we are got thus far,
what if we ſhould venture ſomewhat farther, and ſay, that they have our
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