Stronger Finity (π) is equal to [{π(β) & 10^100, β¨, β¨}^{π(β) & 10^100, β¨, β¨}]xβ, where π is Strong Finity, β is Natural, and β¨ is Second-Powered Finity
It can also be defined as π & π & π & π & β¦ π & π (π Times) or π && π, where π is Strong Finity, & is the Array of operator, and && is Retr0R0bl0x1an's Repeated Array of Operator