User blog comment:DrCeasium/Hyperfactorial array notation: Analysis part 2/@comment-5029411-20130526223937

[1(1)N+1(1)2] is growth order theta(Omega^Omega,N)

[1(1)1,2(1)2] is growth order theta(Omega^Omega+1)

[1(1)1,N+1(1)2] is growth order theta(Omega^Omega+N)

[1(1)1,1...1,1,M+1(1)2] /w N+1 is growth order theta(Omega^Omega+Omega^N*M)

[1(1)1,1...1,1,2(1)2] /w [1] is growth order theta(Omega^Omega+Omega^omega)

[1(1)1,1...1,1,2(1)2] /w [1(1)1,1...1,1,2(1)2] /w [1] is growth order theta(Omega^Omega+Omega^theta(Omega^Omega+Omega^omega))

[1(1)1(1)N+1] is growth order theta(Omega^Omega*N)

[1(1)1(1)1,2] is growth order theta(Omega^(Omega+1))

[1(1)1(1)1,1..1,1,2] /w N is growth order theta(Omega^(Omega+N))

[1(1)1(1)1(1)2] is growth order theta(Omega^(Omega*2))

[1(1)1...1(1)2] /w N+1 is growth order theta(Omega^(Omega*N))

[1(2)2] is growth order theta(Omega^Omega^2), not Bachmann-Howard Ordinal.