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
To this we reply, that the line drawn from Babylon to Carmania was
never intended as a parallel, nor yet that which divides the two
sections as a meridian, and that therefore nothing has been laid to his
charge, at all events with any just foundation. In fact, Eratosthenes
having stated the number of stadia from the Caspian Gates to Babylon as
above given,[592] [from the Caspian Gates] to Susa 4900 stadia, and from
Babylon [to Susa] 3400 stadia, Hipparchus runs away from his former
hypothesis, and says that [by drawing lines from] the Caspian Gates,
Susa, and Babylon, an obtuse-angled triangle would be the result, whose
sides should be of the length laid down, and of which Susa would form
the obtuse angle. He then argues, that “according to these premises, the
meridian drawn from the Gates of the Caspian will intersect the parallel
of Babylon and Susa 4400 stadia more to the west, than would a straight
line drawn from the Caspian to the confines of Carmania and Persia; and
that this last line, forming with the meridian of the Caspian Gates half
a right angle, would lie exactly in a direction midway between the south
and the equinoctial rising. Now as the course of the Indus is parallel
to this line, it cannot flow south on its descent from the mountains, as
Eratosthenes asserts, but in a direction lying between the south and the
equinoctial rising, as laid down in the ancient charts.” But who is
there who will admit this to be an obtuse-angled triangle, without also
admitting that it contains a right angle? Who will agree that the line
from Babylon to Susa, which forms one side of this obtuse-angled
triangle, lies parallel, without admitting the same of the whole line as
far as Carmania? or that the line drawn from the Caspian Gates to the
frontiers of Carmania is parallel to the Indus? Nevertheless, without
this the reasoning [of Hipparchus] is worth nothing.
“Eratosthenes himself also states,” [continues Hipparchus,[593]] “that
the form of India is rhomboidal; and since the whole eastern border of
that country has a decided tendency towards the east, but more
particularly the extremest cape,[594] which lies more to the south than
any other part of the coast, the side next the Indus must be the same.”
Public-domain text, read in full here on John Shaqi.
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