Wilkins, John, A discovery of a new world : or a discourse tending to prove, that 'tis probable there may be another Habitable World in the Moon ; with a discourse concerning the Probability of a Passage thither; unto which is added, a discourse concerning a New Planet, tending to prove, that 'tis probable our earth is one of the Planets

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[Item 1.]
[2.] Ex Libris James S. Dearden Rampside
[3.] A DISCOVERY OF A New , OR,
[4.] In Two Parts.
[5.] The Fifth Edition Corrected and Amended. LONDON,
[6.] The Epiſtle to the READER.
[7.] The Propoſitions that are proved in this Diſcourſe. PROPOSITION I.
[8.] PROP. II.
[9.] PROP. III.
[10.] PROP. IV.
[11.] PROP. V.
[12.] PROP. VI.
[13.] PROP. VII.
[14.] PROP. VIII.
[15.] PROP. IX.
[16.] PROP. X.
[17.] PROP. XI.
[18.] PROP. XII.
[19.] PROP. XIII.
[20.] PROP. XIV.
[21.] The Firſt Book. That the MOON May be a WORLD. The Firſt Propoſition, by way of Preface.
[22.] Sed vanus ſtolidis hæc omnia finxerit Error.
[23.] Solis lunæq; labores.
[24.] Cum fruſtra reſonant æra auxiliaria Lunæ.
[25.] Una laboranti poterit ſuccerrere Lunæ.
[26.] Gantus & è cælo poſſunt deducere Lunam.
[27.] Cantus & ſi curru lunam deducere tentant, Et facerent, ſi non æra repulſa ſonant.
[28.] PROP. II. That a Plurality of Worlds doth not contradict any Principle of Reaſon or Faith.
[29.] Æſtuas infelix auguſto limite mundi.
[30.] PROP. III. That the Heavens do not conſiſt of any ſuch pure Matter, which can priviledge them from the like Change and Corruption, as theſe Inferiour, Bodies are liable unto.
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343163That the Earth may be a Planet. Or Sence ſhould make choice of no better an
Argument to conclude his Book withal, than
that which we reade at the latter end of
Al.
Roſſ. where he infers, that the Earth does
not move, becauſe then the ſhadow in a Sun-
Dial would not be altered.
2. As for the difference of Months, we ſay,
That the divers Illuminations of the Moon,
the different bigneſs of her Body, her re-
maining for a longer or ſhorter time in the
Earth's ſhadow, when ſhe is eclipſed, &
c.
may well enough be ſolved by ſuppoſing her
to move above our Earth, in an Eccentrical
Epicycle.
Thus,
13[Figure 13]

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