c_1 = f_{22222222222}(22222222222222222222222)
c_{n +1} = f_{gamma_{gamma_{c_n}}(c_{n})
Where gamma is the gamma in the gamma nought ordinal.
And _ is subscript
And f is FGH.
n-cheese numbers
1-c_m = c_m
n-c_m = c_{((n-1)-c_m)}
After the equals sign, the first - is minus and second is for the nth n-cheese number.