Suppose you wish to make 26 regular annual withdrawals from your bank account for the next 26 years. All the withdrawals will be of the amount of $3,349. You plan to make the first withdrawal a year from now, the second one two year from now, the third one three years from now, and so on. In addition, you also wish to have $2,129 remaining balance in your account right after your 26^th withdrawal. If the bank pays 6% annual compounding interest, how much money do you need to have in the account right now so that you can make all the 26 withdrawals and have $2,129 leftover as expected. Round your answer to the nearest $1, i.e., round to a whole number.