\babydispĮdit: Version 0.4 of the package allows to typeset numbers beyond 59 (up to 60^9 = 1.0077696 × 10^16 in theory, although I think TeX will give up before that). I'm also adjust kerning between tens and units. 9 Since the coefficients for the powers of 60 in the Babylonian system were in base 10, all they needed was a way to denote the numbers 1 through 59. Also, 20 seems to be missing while 30 is mapped several times for some reason, so I'm doing 20 with 2 "10" glyphs and a bit of kerning. A: In Babylonian numeral is taken as 1 and < is taken as 10. Q: (3) Write each Babylonian numeral as a Hindu-Arabic numeral: b. A: The converted numerals are given in the below steps. Note: It turns out that the font doc is wrong (Ah! If they used TeX to generate it.) and 9 is actually mapped at 1240E, quite logically. Write the given Hindu-Arabic numeral into the stated numeration system. Using fontspec with XeTeX or LuaTex and things like \char"1240D, you could easily typeset what you need. In the decimal system of numerals, the value of digits increases 10 times when shifting by one position due left. This combination includes writing numbers as a list of digits, where more in the right a digit be, smaller its value is. Then, these digits are combined to give create larger numbers. There is a paleo-babylonian font on this page. They are 0, 1, 2, 3, 4, 5, 6, 7, 8 and 9.
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