Math about Zanderlogy

Instructions

My Own Math of Zanderlogy. Zanderlogy Rules: Do not confuss this with Standard Googology or Standard Math at all, This is based on Fictional Gooogology btw. Rule 1: No Arguing on This. Rule 2: Numbers are based on Fictional Gooogology. Rule 3 (Also a note): The Last One does indeed make 9 + 10 = 21 in Base 9. Rule 4: My Numbers are based on my Idea to make them. Warning: Do not report, This is based on my Ideas for My Fictional Gooogology on Large Numbers. You may cheat if you want (for @AshLee589) You can remix only if you want to add more things here!. If you want to know if My 1/0 and Beyond have Names, Here they are (while not in the Project). SAT[⟨10)10{{Ω}}10(10⟩] aka my 1/0 = 1 Hesigindecillion Now since I do Illions for this, Let's get a Formula for them in Zanderlogy. This Formula is Z#n^n{n} Z#n^n{n} = {n}^{n^n /// n→Z}n} 1 Hesigindecillion (My 1/0) = Z#10^3{10} 1 Ungindecillion = Z#10^6{10} 1 Duogindecillion = Z#10^9{10} 1 Triogindecillion = Z#10^12{10} 1 Quadrogindecillion = Z#10^15{10} 1 Quintrigindecillion = Z#10^18{10} 1 Sextrogindecillion = Z#10^21{10} 1 Herptogindecillion = Z^24{10} 1 Octoquadingindecillion = Z^27{10} 1 Nonennagindecillion = Z^30{10} 1 Hectrohesigindecillion = Z^33{10} My Infinity (∞) or 1 Unhectrohesigindecillion = Z^36{10}