User blog:Googleaarex/Extended HyperNested Arrays P2

At first part, the growth is \(f_{\vartheta({\epsilon_{\Omega+1}}^\Omega)}(n)\), so here more:

\([1 [2]/ 2]\) has level \(vartheta({\epsilon_{\Omega+1}}^\Omega)\)

\([1 /[2]/ 2]\) has level \(vartheta({\epsilon_{\Omega+1}}^{\Omega +1})\)

\([1 [2]// 2]\) has level \(vartheta({\epsilon_{\Omega+1}}^{\Omega 2})\)

\([1 [2]/// 2]\) has level \(vartheta({\epsilon_{\Omega+1}}^{\Omega 3})\)

\([1 [3]/ 2]\) has level \(vartheta({\epsilon_{\Omega+1}}^{\Omega^2})\)

\([1 /[2]/[3]/ 2]\) has level \(vartheta({\epsilon_{\Omega+1}}^{\Omega^2+\Omega +1})\)

\([1 [3]// 2]\) has level \(vartheta({\epsilon_{\Omega+1}}^{\Omega^2 2})\)

\([1 [4]/ 2]\) has level \(vartheta({\epsilon_{\Omega+1}}^{\Omega^3})\)

\([1 [1,2]/ 2]\) has level \(vartheta({\epsilon_{\Omega+1}}^{\Omega^\omega})\)

\([1 [1 [2] 2]/ 2]\) has level \(vartheta({\epsilon_{\Omega+1}}^{\Omega^{\omega^\omega}})\)