$20020919071501180919052301070801121205140702012009$

$07151316080918151516130914070201200906152120081309$

$18151513261521181905122213051420011212051809131316$

$13211805$

To encrypt each number using e $=3,$ each number is raised to the power of $3$ and

take the remainder when divided by $(p-1)(q-1).$