At age 21 Julio begins saving $950 each year until age 35 (15 payments) in an ordinary annuity paying 6.8% annual interest compounded yearly and then leaves his money in the account until age 65 (30 years). His friend Max begins at age 41 saving $1,900 per year in the same type of account until age 65 (25 payments). How much does each have in his account at age 65? At age 65, Julio has $ in his account and Max has $ in his account. (Round to the nearest cent as needed.)