参考: https://googology.wikia.org/ja/wiki/%E3%83%A6%E3%83%BC%E3%82%B6%E3%83%BC:AAAgoogology/Taranovsky%E3%81%AEC%E8%A1%A8%E8%A8%98%E3%81%A8%E4%BB%96%E3%81%AE%E9%A0%86%E5%BA%8F%E6%95%B0%E5%B4%A9%E5%A3%8A%E9%96%A2%E6%95%B0%E3%81%A8%E3%81%AE%E6%AF%94%E8%BC%83/1
p[1]	= p[C(0,0)]	= 1
p[2]	= p[C(0,1)]	= 2
p[3]	= p[C(0,2)]	= 2^2
p[ω]		= p[C(1,0)]		= 3
p[ω+1]		= p[C(0,ω)]		= 2^3
p[ω2]		= p[C(1,ω)]		= 3 * 2^3
p[ω^2]		= p[C(2,0)]		= 3^2
p[ω^ω]		= p[C(ω,0)]		= 3^3
p[ε_0]			= p[C(Ω,0)]			= 3^5
p[ε_0+ω]		= p[C(1,ε_0)]		= 3 * 2^3^5
p[ε_0+ω^ω]		= p[C(ω,ε_0)]		= 3^3 * 2^3^5
p[ε_0*2]		= p[C(ε_0,ε_0)]		= 3^3^5 * 2^3^5
p[ε_0*3]		= p[C(ε_0,ε_0*2)]	= 3^3^5 * 2^(3^3^5*2^3^5)
p[ε_0*ω]		= p[C(ε_0+1,ε_0*2)]	= 3^2^3^3^5 * 2^(3^3^5 * 2^3^5)
p[ε_0^ω]		= p[C(ε_0+ω,ε_0)]	= 3^(3 * 2^3^5) * 2^3^5
p[ε_0^ε_0]		= p[C(ε_0*2,ε_0)]	= 3^(3^3^5 * 2^3^5) * 2^3^5
p[ε_1]			= p[C(Ω,ε_0)]		= 3^5 * 2^3^5
p[ε_ω]			= p[C(Ω+1,0)]		= 3^2^5
p[ε_(ω^2)]		= p[C(Ω+2,0)]		= 3^2^2^5
p[ε_(ω^ω)]		= p[C(Ω+ω,0)]		= 3^(3 * 2^5)
p[ε_(ω^ω^ω)]	= p[C(Ω+ω^ω,0)]		= 3^(3^3 * 2^5)
p[ε_ε_0]		= p[C(Ω+ε_0,0)]		= 3^(3^3^5 * 2^5)
p[ε_ε_ω]		= p[C(Ω+ε_ω,0)]		= 3^(3^3^2^5 * 2^5)
p[ψ_0(Ω^2)]				= p[C(Ω*2,0)]				= 3^(3^5 * 2^5)
p[ψ_0(Ω^2*2)]			= p[C(Ω*2,ψ_0(Ω^2))]		= 3^(3^5 * 2^5) * 2^3^(3^5 * 2^5)
p[ψ_0(Ω^2*ω)]			= p[C(Ω*2+1,0)]				= 3^2^(3^5 * 2^5)
p[ψ_0(Ω^2*ψ_0(Ω^2*ω))]	= p[C(Ω*2+ψ_0(Ω^2*ω),0)]	= 3^(3^2^(3^5 * 2^5) * 2^(3^5 * 2^5))
p[ψ_0(Ω^3)]				= p[C(Ω*3,0)]				= 3^(3^5 * 2^(3^5 * 2^5))
p[ψ_0(Ω^ω)]				= p[C(Ω*ω,0)]				= 3^(3^2^5 * 2^5)
p[ψ_0(Ω^ψ_0(Ω^ω))]		= p[C(Ω*ψ_0(Ω^ω),0)]		= 3^(3^(3^3^(3^2^5 * 2^5) * 2^5) * 2^5)
p[ψ_0(Ω^Ω)]					= p[C(Ω^2,0)]					= 3^(3^(3^5 * 2^5) * 2^5)
p[ψ_0(Ω^Ω^Ω)]				= p[C(Ω^Ω,0)]					= 3^(3^(3^(3^5 * 2^5) * 2^5) * 2^5)
p[ψ_0(Ω_2)]						= p[C(C(Ω_2,Ω),0)]				= 3^(3^5^2 * 2^5)
p[ψ_0(Ω_3)]						= p[C(C(Ω_2,C(Ω_2,Ω)),0)]		= 3^(3^5^2 * 2^(3^5^2 * 2^5))
p[ψ_0(Ω_ω)]						= p[C(C(Ω_2+1,0),0)]			= 3^3^2^5^2
p[ψ_0(Ω_Ω)]						= p[C(C(C(Ω,Ω_2),0),0)]			= 3^3^(3^5 * 2^5^2)
p[ψ_0(Ω_Ω_ω)]					= p[C(C(C(C(C(Ω_2+1,0),0),Ω_2),0),0)]	= 3^3^(3^3^3^2^5^2 * 2^5^2)
p[ψ_0(ψ_I(0))]						= p[C(C(C(C(Ω_3,0),Ω_2),0),0)]				= 3^3^(3^3^5^2^2 * 2^5^2)