From the Earth to the moon; and, round the moonVerne, Jules
Science
From the Earth to the moon; and, round the moon
Verne, Jules
Manned space flight -- Fiction; Moon -- Fiction; Science fiction; Space flight to the moon -- Fiction; Space ships -- Fiction
“What do you mean?” asked Barbicane quickly.
“Do not excite yourself, my worthy president,” replied Michel; “might
it not be possible that the dark lines forming that bastion were rows
of trees regularly placed?”
“You stick to your vegetation, then?” said Barbicane.
“I like,” retorted Michel Ardan, “to explain what you savants cannot
explain; at least my hypotheses has the advantage of indicating why
these rifts disappear, or seem to disappear, at certain seasons.”
“And for what reason?”
“For the reason that the trees become invisible when they lose their
leaves, and visible again when they regain them.”
“Your explanation is ingenious, my dear companion,” replied Barbicane,
“but inadmissible.”
“Why?”
“Because, so to speak, there are no seasons on the moon’s surface, and
that, consequently, the phenomena of vegetation of which you speak
cannot occur.”
Indeed, the slight obliquity of the lunar axis keeps the sun at an
almost equal height in every latitude. Above the equatorial regions the
radiant orb almost invariably occupies the zenith, and does not pass
the limits of the horizon in the polar regions; thus, according to each
region, there reigns a perpetual winter, spring, summer, or autumn, as
in the planet Jupiter, whose axis is but little inclined upon its
orbit.
What origin do they attribute to these rifts? That is a question
difficult to solve. They are certainly anterior to the formation of
craters and circles, for several have introduced themselves by breaking
through their circular ramparts. Thus it may be that, contemporary with
the later geological epochs, they are due to the expansion of natural
forces.
But the projectile had now attained the fortieth degree of lunar
latitude, at a distance not exceeding 40 miles. Through the glasses
objects appeared to be only four miles distant.
Public-domain text, read in full here on John Shaqi.
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