User talk:Username5243/Username's OCF

If I recall the limit of \(C(1\{n\}0)\) is \(C(1\{omega\}0)\) or the SDO also known as the Small Dropping Ordinal I see a way to extend past it Like for example \(C(1\{n,n,n\}0)\) and \(C(1\{omega,omega,omega\}0)\) then \(C(1\{n,n,n,n\}0)\) and \(C(1\{omega,omega,omega,omega\}0)\) then \(C(1\{n,n(n)n\}0)\) and \(C(1\{omega,omega(omega)omega\}0)\) 162.238.217.96 20:41, August 4, 2018 (UTC)