You have $100000 in a savings account. One year from now and every year thereafter for a total of 37 deposits, you will deposit $8000. Your money will earn 6% interest per year (annual compounding), and you wish to make annual withdrawals starting 38 years from now (one year after the last deposit) that grow at a fixed percentage rate. You want to plan for a never-ending sequence of withdrawals to fund your retirement and ensure that your lazy child (and future descendants) will never have to work. If the first withdrawal is to be $88000, how rapidly can the withdrawals grow? The growth rate is [% (Report your answer to three decimal places, e.g., 1.402%.)