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DDK HistoryF.p65 - CSIR

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172 NUMISMATICS AS A SCIENCE [6.7<br />

The Magadhan court physician Jivaka had studied at Taxila, as had<br />

Candragupta’s minister Canakya ; Candragupta himself, Sandracottos<br />

(or And-racottos) of the Greek records, was supposed as a boy to have<br />

seen Alexander in that region. Panini’s grammar was a product of the<br />

Taxilan province. The change, from a crucial independent trade-center<br />

to a frontier administrative center of the powerful empire whose capital<br />

remained at Patna but which exercised absolute control through a<br />

viceroy, ultimately ruined Taxila. It was completed before 305 B. C.,<br />

perhaps ten years earlier. Nevertheless, a minute study of coins<br />

proves that Magadha enjoyed a special position at Taxila, well before<br />

the conquest.<br />

This study, 4 however, has to be conducted by new, rather difficult,<br />

logically and mathematically rigorous but purely materialist, scientific<br />

methods. A coin is usually characterized by its fabric, alloy, and legend<br />

; the last being the most important makes numismatics a branch of<br />

epigraphy. Undated coins are ordered chronologically by negative<br />

evidence of being found not earlier than such and such a stratum of the<br />

archaeologist’s sequence. None of this will work for the unlettered<br />

coins of the region and period discussed. The marks were punched on<br />

separately by individual punches, which makes them overlap. Oftener<br />

than not, only a portion of the mark is visible on any one coin, which<br />

means comparison of many specimens. The study of punch-marked<br />

coins thus needs patience, superior eyesight, long practice, and a powerful<br />

imagination which adepts rarely control. After all this, the coins can be<br />

arranged only by groups of heraldic sigla that have no hieroglyphic<br />

significance. The problem then is to rank these groups in chronological<br />

order. This can be done only by treating numismatics as a science. The<br />

main purpose of a coin is not to carry a legend, portrait, or<br />

cult-marks but to put into circulation a piece of metal cut to a standard<br />

weight. Every set of coins, as minted, have variation in weight that is<br />

characteristic of the minting technique; no two specimens have exactly<br />

the same weight — on sufficiently accurate balances — even when<br />

hew. The effect of circulation upon the coins is to wear off a very small<br />

amount of the metal at each handling. Again, no two toins would be

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