Powerball is a combined large jackpot game and a cash game. Every Wednesday and Saturday night at 10-59 p.m. Eastern Time, we draw five white balls out of a drum with 59 balls (1-59) and one red ball out of a drum with 35 red balls (1-35). Draw sales cut off at least 59 minutes before the draw. Check for local cut-off time. Players win by matching one of the 9 Ways to Win. The jackpot (won by matching all five white balls irn any order and the red Powerball) is either an annuitized prize paid out over 29 years (30 payments) or a lump sum payment. Each ticket costs $2. If the winner chooses the annuity, the annual payment will be increased each year by the percentage set out in the Powerball game rules. The second prize (won by matching five white balls in any order) is $1,000,000 paid in cash and any time you match the red Powerball, you win. The overall odds of winning a prize in the game are approximately 1 in 32. Your assignment is to write a EZ-Play program that would deliver 6 lucky numbers (5 white ball numbers and 1 red power ball number) for every game the player pays The following is an example of the user's session: Powerball is a combined large jackpot game and a cash game. Every Wednesday and Saturday night at 10-59 p.m. Eastern Time, we draw five white balls out of a drum with 59 balls (1-59) and one red ball out of a drum with 35 red balls (1-35). Draw sales cut off at least 59 minutes before the draw. Check for local cut-off time. Players win by matching one of the 9 Ways to Win. The jackpot (won by matching all five white balls irn any order and the red Powerball) is either an annuitized prize paid out over 29 years (30 payments) or a lump sum payment. Each ticket costs $2. If the winner chooses the annuity, the annual payment will be increased each year by the percentage set out in the Powerball game rules. The second prize (won by matching five white balls in any order) is $1,000,000 paid in cash and any time you match the red Powerball, you win. The overall odds of winning a prize in the game are approximately 1 in 32. Your assignment is to write a EZ-Play program that would deliver 6 lucky numbers (5 white ball numbers and 1 red power ball number) for every game the player pays The following is an example of the user's session