Assume that seven months from today you plan to make the first of a series of semiannual deposits into an account that pays an APR of 6.5% with monthly compounding. Your first deposit will equal $300 and your final deposit will occur four years and seven months from today. Each deposit will be 0.5% larger than the previous one. Five years and three months from today, you plan to make the first of a series of annual withdrawals from an account. You will continue to make withdrawals through nine years and three months from today. Each withdrawal will be 1.5% smaller than the previous one. How large can you make your final withdrawal?

Note: You dont need to solve anything. Just set everything up. Setting everything up means writing down all relevant equations and plugging in all possible numbers. If in some step you are using a value from a previous step, make it clear what you are doing. If you are solving for something other than the left-hand side of the equation, tell me what you are solving for.