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Here is a scale of numbers.

1 = one

10 = ten

100 = hundred

1000 = thousand

1000000 = million

10^(3*n+3) = n-illion

10^9 = billion

10^12 = trillion

10^33 = decillion

10^63 = vigintillion

10^100 = googol

10^303 = centillion

10^3003 = millillion

10^3000003 = micrillion or millionillion or milli-millillion or millimillillion

10^(3*10^33+3) = decillionillion

10^10^100 = googolplex

10^(3*10^100+3) = googolillion

10^(3*10^303+3) = centillionillion

10^(3*10^(3*10^303+3)+3) = centillionillionillion

10^10^10^100 = googolplexplex = googolplexian

10^10^10^10^...^100 (n exponents) = googol-n-ex-plex

10^10^10^10^...^100 (n exponents) = E(n)

E(100) = gargantuar

E(E(100)) = grand gargantuar

E(E(E(...(E(E(100)))...))) with n levels = n-ex-grand gargantuar

n-ex-grand gargantuar = E2(n)

Master Gargantuar = E2(100)

n-ex-grand Master Gargantuar = E2(E2(...(100)...)) with n levels

Em(n) = Em-1(Em-1(...(100)...)) with n levels

n-ex-master gargantuar = En(100)

n-ex-grand n-ex-master gargantuar = En(En(...(100)..)) with n levels

Can you make greater numbers?

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