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 they make as a whole or by certain details, and the same is true of the accompanying hieroglyphs."

The Maya Numeral System

If Bishop Landa was badly hoaxed regarding the alphabet of the Maya, he was successful in discovering and handing down their numeral system, which was on a very much higher basis than that of many civilised peoples, being, for example, more practical and more fully evolved than that of ancient Rome. This system employed four signs altogether, the point for unity, a horizontal stroke for the number 5, and two signs for 20 and 0. Yet from these simple elements the Maya produced a method of computation which is perhaps as ingenious as anything which has ever been accomplished in the history of mathematics. In the Maya arithmetical system, as in ours, it is the position of the sign that gives it its value. The figures were placed in a vertical line, and one of them was employed as a decimal multiplier. The lowest figure of the column had the arithmetical value which it represented. The figures which appeared in the second, fourth, and each following place had twenty times the value of the preceding figures, while figures in the third place had eighteen times the value of those in the second place. This system admits of computation up to millions, and is one of the surest signs of Maya culture.

Much controversy has raged round the exact nature of the Maya hieroglyphs. Were they understood by the Indians themselves as representing ideas or merely pictures, or did they convey a given sound to the reader, as does our alphabet? To some extent controversy upon the point is futile, as those of the Spanish clergy who were able to learn the writing from the native Maya have confirmed its phonetic Rh