The Geography of Strabo, Volume 1 (of 3): Literally Translated, with NotesStrabo
History
The Geography of Strabo, Volume 1 (of 3): Literally Translated, with Notes
Strabo
Geography -- Early works to 1800
35. These arguments may be very geometrical, but they are not
convincing. After having himself invented these various difficulties, he
dismisses them, saying, “Had [Eratosthenes] been chargeable for small
distances only, he might have been excused; but since his mistakes
involve thousands of stadia, we cannot pardon him, more especially since
he has laid it down that at a mere distance of 400 stadia,[595] such as
that between the parallels of Athens and Rhodes, there is a sensible
variation [of latitude].” But these sensible variations are not all of
the same kind, the distance [involved therein] being in some instances
greater, in others less; greater, when for our estimate of the climata
we trust merely to the eye, or are guided by the vegetable productions
and the temperature of the air; less, when we employ gnomons and
dioptric instruments. Nothing is more likely than that if you measure
the parallel of Athens, or that of Rhodes and Caria, by means of a
gnomon, the difference resulting from so many stadia[596] will be
sensible. But when a geographer, in order to trace a line from west to
east, 3000 stadia broad, makes use of a chain of mountains 40,000 stadia
long, and also of a sea which extends still farther 30,000 stadia, and
farther wishing to point out the situation of the different parts of the
habitable earth relative to this line, calls some southern, others
northern, and finally lays out what he calls the sections, each section
consisting of divers countries, then we ought carefully to examine in
what acceptation he uses his terms; in what sense he says that such a
side [of any section] is the north side, and what other is the south, or
east, or west side. If he does not take pains to avoid great errors, he
deserves to be blamed, but should he be guilty merely of trifling
inaccuracies, he should be forgiven. But here nothing shows thoroughly
that Eratosthenes has committed either serious or slight errors, for on
one hand what he may have said concerning such great distances, can
never be verified by a geometrical test, and on the other, his accuser,
while endeavouring to reason like a geometrician, does not found his
arguments on any real data, but on gratuitous suppositions.
Public-domain text, read in full here on John Shaqi.
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