Consider the following language:

L$=\{$w in $\{0,1\}$:$($w$)0>($w$)1\}$L $=\backslash \{$ w $\backslash$in $\backslash \{0,1\backslash \}^*$ : $($w$)\_0>($w$)\_1\backslash \}$L$=\{$w in $\{0,1\}$:$($w$)0>($w$)1\},$

that is$,$ the language of all binary strings where there are more zeros than ones. For example, $001101010$ in L$001101010\backslash$in L$001101010$ in L but $0011$L$0011$

otin L$0011$ in $/$L$.$

Then LLL is the following type of language: