The letters $A,B,C$ and $D$ each represent a different digit, so each of the four-digit numbers $ABCD$, $BCDA$, $CDAB$ and $DABC$ satisfy that its least prime divisor is equal to $11$. Determine all possible values of the sum $$ABCD +BCDA+CDAB+DABC$$and for each possible value of said sum, give an example of a choice of digits $A,B,C$ and $D$ with which to obtain that value and which satisfies the conditions established above.