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THE RHODES CALCULATOR 93<br />

very high technological achievement, since differential gears<br />

have been invented only in very recent times, to make it possible<br />

to compute the sum or difference of two angular velocities with<br />

gears.<br />

The differential mechanism of the Antikythera clock is<br />

of the<br />

flat type. It consists of one big crown gear, a pinion in the center,<br />

and satellite gears between the pinion and the crown. These satellites<br />

are mounted on a rotating support that moves with an<br />

angular speed representing the difference between those of the<br />

big crown and pinion. For somebody who lived 2,000 years ago<br />

to have built this mechanism would really have been a superb<br />

achievement. The size of the whole calculator must have been<br />

equal to that of a portable typewriter of today, with two dials in<br />

the back and one in the front. This front dial had two concentric<br />

bands—one with the signs of the zodiac and the other, a movable<br />

one, with names of each month in Greek. A pointer that was<br />

moved by the mechanism indicated the position of the sun in the<br />

zodiac for each day of the year.<br />

The two dials in the back seemed to indicate the phases of the<br />

moon and the movements of the five planets known at that time<br />

—Mercury, Venus, Mars, Jupiter, and Saturn. The mechanism<br />

was set in motion by a worm gear that had to be rotated by one<br />

turn every day, probably at noon. The last information available<br />

about this calculator is tliat it may have had five dials, two in the<br />

front and three in the back, and that all of them were adjustable.<br />

This discovery was revolutionary in every sense of the word.<br />

Many called the Antikythera clock a computer because the purpose<br />

of the gadget was probably to avoid tedious astronomical<br />

computations. Price himself said in a scientific meeting in Washington<br />

that finding a thing like this computer in a Roman galley<br />

was like finding a jet plane in King Tutankhamen's tomb.<br />

The probable builder of this astronomical calculator must<br />

have been the Greek astronomer, mathematician, and philosopher<br />

Geminus who was the apprentice of Posidonius. The birth<br />

and death dates of Geminus are not known, but his teacher,<br />

Posidonius, a philosopher of the Stoic school founded by Zeno,<br />

lived from 135 to 51 B.C., and taught on the island of Rhodes.<br />

Geminus was a near contemporary of his master in philosophy<br />

and became famous through his manuals of astronomy and

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