abstract
| - These numbers can be defined or approximated only using higher-order analogues of legions, in which Bowers' dubbed them (from ascending order) lugions, lagions, ligions, etc. He also used the L notation to devise analogues of arbitrarily high order.
* BIGG, 200?
* Goshomity, \(\lbrace L2,100brace_{100,100} = \lbrace 100,100 \underbrace{\backslash\backslash\backslash\cdots\backslash\backslash\backslash}_{100} 2brace\)
* Good goshomity, \(\{100,100 \underbrace{\backslash\backslash\backslash\backslash\ldots\backslash\backslash\backslash\backslash}_{ ext{Goshomity}} 2\}\)
* Big Bukuwaha, \(\lbrace L2,Xbrace_{100,100}\), where X is a Bukuwaha array.
* Bongo Bukuwaha, \(\lbrace L3,Xbrace_{100,100}\), where X is a Big Bukuwaha array.
* Quabinga Bukuwaha, \( \lbrace L4,Xbrace_{100,100}\), where X is a Bongo Bukuwaha array.
* Meameamealokkapoowa, \(\{ ext{L}100,10\}_{10,10}\)
* Meameamealokkapoowa-arrowa, \(\{ ext{meameamealokkapoowa},2,1,2\}\)
* Meameamealokkapoowa oompa, \(\{LLL \ldots A \ldots LLL,10\}_{10,10}\), A is a meameamealokkapoowa array of L's
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