terry mcintyre: <[email protected]>:
>The article says that the name of the program, Akara, is a Buddhist word which 
>means "10 to the 224th power" -- which suggests an origin much earlier than 
>"back in the 90s", and a rather interesting numerical system. Why would the 
>224th power of 10 be a single word?
>
>224 = 32 * 7 = 2^5 * 7
>
>There is probably an interesting reason to consider 224 as a "special" number 
>in 
>some taxonomy of numbers. Perhaps it is a series of powers of 2 times 7 ==> 
>14, 
>28, 56, 112, 224

Yes. In buddhaavataMsaka-naama-mahaa-vaipulya-suutra, vol. 45
(also, at the bottom of 
http://ja.wikipedia.org/wiki/%E5%91%BD%E6%95%B0%E6%B3%95):

Kutei   10^7
Ayuta   10^(7*2)
Nayuta  10^(7*(2^2))
Binbara 10^(7*(2^3))
Kongara 10^(7*(2^4))
Akara   10^(7*(2^5))
Saisho  10^(7*(2^6))
Mabara  10^(7*(2^7))
Abara   10^(7*(2^8))
Tabara  10^(7*(2^9))
Kaibun  10^(7*(2^10))
Fuma    10^(7*(2^11))
Nema    10^(7*(2^12))
Abaken  10^(7*(2^13))
Mikaba  10^(7*(2^14))
Biraka  10^(7*(2^15))
Bikaba  10^(7*(2^16))
Sogarama        10^(7*(2^17))
Bisara  10^(7*(2^18))
Bisemba 10^(7*(2^19))
Bijoga  10^(7*(2^20))
Bisuda  10^(7*(2^21))
Bibaka  10^(7*(2^22))
Bibatei 10^(7*(2^23))
Bikyatan        10^(7*(2^24))
Shoryo  10^(7*(2^25))
Ichiji  10^(7*(2^26))
Iro     10^(7*(2^27))
Tendo   10^(7*(2^28))
Sanmaya 10^(7*(2^29))
Bitora  10^(7*(2^30))
Keibara 10^(7*(2^31))
Shisatsu        10^(7*(2^32))
Shuko   10^(7*(2^33))
Koshutu 10^(7*(2^34))
Saimyo  10^(7*(2^35))
Nairaba 10^(7*(2^36))
Kariba  10^(7*(2^37))
Ichido  10^(7*(2^38))
Karibo  10^(7*(2^39))
Karisan 10^(7*(2^40))
Keiroka 10^(7*(2^41))
Tatsurahoda     10^(7*(2^42))
Karona  10^(7*(2^43))
Marona  10^(7*(2^44))
Zamboda 10^(7*(2^45))
Eirada  10^(7*(2^46))
Maroma  10^(7*(2^47))
Chobuku 10^(7*(2^48))
Rikyoman        10^(7*(2^49))
Fudo    10^(7*(2^50))
Gokuryo 10^(7*(2^51))
Amatara 10^(7*(2^52))
Bomatara        10^(7*(2^53))
Gamatara        10^(7*(2^54))
Namatara        10^(7*(2^55))
Keimatara       10^(7*(2^56))
Beimatara       10^(7*(2^57))
Haramatara      10^(7*(2^58))
Shibamatara     10^(7*(2^59))
Eira    10^(7*(2^60))
Beira   10^(7*(2^61))
Taira   10^(7*(2^62))
Gera    10^(7*(2^63))
Sohora  10^(7*(2^64))
Naira   10^(7*(2^65))
Keira   10^(7*(2^66))
Sairaq  10^(7*(2^67))
Heira   10^(7*(2^68))
Meira   10^(7*(2^69))
Sharada 10^(7*(2^70))
...                     #Sorry, tired (@_@)
Fukasetsu       10^(7*(2^119))
Fukasetsuten    10^(7*(2^120))
Fukasetsu-fukasetsu     10^(7*(2^121))
Fukasetsu-fukasetsuten  10^(7*(2^122))

#Fukasetsu-fukasetsuten equals to
10^37218383881977644441306597687849648128.

Cf. http://www.7key.jp/data/kansuuzi.html#omake (in Japanese)

NB: Above words are not the original (Sanskrit) but Japanese 
translations.

Hideki
>http://dvandva.org/cgi-bin/mailman/listinfo/computer-go
-- 
Hideki Kato <mailto:[email protected]>
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