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The symbol numbers of the IChing in rectangular/ square array taken as an antidiagonal.
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%I #4 Mar 30 2012 17:34:20

%S 1,2,11,51,16,34,52,27,23,26,30,56,21,35,14,29,63,39,3,8,5,59,47,49,

%T 31,17,47,43,57,61,59,37,53,42,20,9

%N The symbol numbers of the IChing in rectangular/ square array taken as an antidiagonal.

%C Traditional Chinese question answering symbols usually taken in a random order of drawing. The IChing is a Pascal Polynomial base: (x+1)^6 1,6,15,20,6,1 Two symbols taken six at a time to 64 total symbols. It is part of the famous "Eight Fold Way" in Chinese mysticism. The draw is eight at random and use the symbols they "mean" to interpret a "question". It sort of like a "yes" or "no" using a coin toss only with a book to interpret the results. Questions have to be formulated in a specific format. Think of each IChing symbol as the result of six coin tosses. So taking 8 symbols is like 48 =8*6 coin tosses in a row.

%D John Blofeld, The Book of Change, Dutton, New York,1968, Page 222

%D http://www.uponreflection.co.uk/iching/iching_symbols/iching_symbols.htm

%F a(n) = IChing symbol numbers taken as an antidiagonal sequence

%K nonn,uned,obsc

%O 0,2

%A _Roger L. Bagula_, Mar 26 2006