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Megotion refers to the binary function $$\{a,b,1,1,2\}$$, using BEAF.[1] The term was coined by Aarex Tiaokhiao. In the fast-growing hierarchy, $$f_{\omega^2+1}(n)$$ approximately corresponds to megotional growth rate.

Examples

• $$\{a,2,1,1,2\} = \{a,a,a,a\}$$
• $$\{a,3,1,1,2\} = \{a,a,a,\{a,a,a,a\}\}$$
• $$\{a,b,1,1,2\} = \{a,a,a,\{a,b-1,1,1,2\}\}$$