## FANDOM

10,821 Pages

At first part, the growth is $$f_{\vartheta({\epsilon_{\Omega+1}}^\Omega)}(n)$$.

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

$$[1 \backslash[1 [1 \backslash_{1,2} 2 ¬ 2] 2] 2]$$ has level $$\vartheta({\epsilon_{\Omega+1}}^{\vartheta({\epsilon_{\Omega+1}})})$$

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

$$[1 \backslash[1 [1 [1 \backslash_{1,2} 2 ¬ 2] ¬ 3] 2] 2]$$ has level $$\vartheta({\epsilon_{\Omega+1}}^{\Omega \vartheta(\epsilon_{\Omega+1})})$$

$$[1 \backslash[1 [1 ¬ 4] 2] 2]$$ has level $$\vartheta({\epsilon_{\Omega+1}}^{\Omega^2})$$

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

$$[1 \backslash[1 [1 ¬ 1 [1 \backslash 2] 2] 2] 2]$$ has level $$\vartheta({\epsilon_{\Omega+1}}^{\Omega^\epsilon_0})$$

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

$$[1 \backslash[1 [1 [1 \backslash_3 3] 2] 2] 2]$$ has level $$\vartheta({\epsilon_{\Omega+1}}^{^3\Omega})$$

$$[1 \backslash[1 \backslash_{1,2} 2] 2]$$ has level $$\vartheta({\epsilon_{\Omega+1}}^{\epsilon_{\Omega+1}})$$

$$[1 \backslash[1 \backslash[1 \backslash_{1,2} 2] 2] 2]$$ has level $$\vartheta(^3{\epsilon_{\Omega+1}})$$

$$[1 \backslash[1 \backslash[1 \backslash[1 \backslash_{1,2} 2] 2] 2] 2]$$ has level $$\vartheta(^4{\epsilon_{\Omega+1}})$$

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

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

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

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

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

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

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

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

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

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

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

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

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

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

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