Csar receives a loan of $60,000 to be paid within three months and an interest rate of 22%. A month later, he takes on another

César receives a loan of $60,000 to be paid within three months and an interest rate of 22%. A month later, he takes on another debt of $50,000 to pay in four months at a rate of 24%; However, at the end of the first month he cannot pay and agrees with the creditor to make a single payment within another three months, but at a rate of 30%. César recognizes that an equation of equivalent values would apply, so he must consider the rules to be able to solve them, which are detailed in the following table: 1 All values found after the focal date will be calculated at their present value or capital . 2 All values before the focal date will be calculated at their future value or amount. 3 If a value matches the focal date, it is left the same. According to the detailed table, what is the logical sequence in which he should apply the Caesar rules?