Miner's Number

The Miner's Number, created by MinersHavenM43, is the estimative of $\frac{1}{\sqrt[\pi]{\aleph}}$ size of the Omniverse (if the number is in light milleniums).

The number's formula is:

$M_1 =$1 followed by 1 zero $(10)$

$M_2 =$1 followed by $M_1$ zeros $( 10^{10} )$

$M_3 =$1 followed by $M_2$ zeros $( 10^{{10}^{10}} )$

...

$M_{118} =$1 followed by $M_{117}$ zeros

$M_{119} =$1 followed by $M_{118}$ zeros)

$M_{120} =$1 followed by $M_{119}$ zeros

$M_n =$1 followed by $M_{(n-1)}$ zeros

Conclusion: Miner's Number = $M_{120}$

Also, the number of this functions grow very FAST. Only 3 steps to get more than a Googol (10¹⁰⁰)

Only 4 steps to get more than a GOOGOLPLEX (10^googol)