Frank Meyers, CFA, is a fixed$-$income portfolio manager for a large pension fund. A member of the Investment Committee, Fred Spice,

is very interested in learning about the management of fixed$-$income portfolios. Spice has approached Meyers with several questions.

Meyers decides to illustrate fixed$-$income trading strategies to Spice using a fixed$-$rate bond and note. Both the bond and note have

semiannual coupon periods. Unless otherwise stated, all interest rate changes are parallel. The characteristics of these securities are

shown in the following table. He also considers a $9-$year floating$-$rate bond $($floater$)$ that pays a floating rate semiannually and is

currently yielding $5\%.$

Spice asks Meyers to quantify price changes from changes in interest rates. To illustrate, Meyers computes the value change for the

fixed$-$rate note in the table. Specifically, he assumes an increase in the level of interest rate of $100$ basis points. Using the information

in the table, what is the predicted change in the price of the fixed$-$rate note?

Note: Negative amount should be indicated by a minus sign. Round your answer to $2$ decimal places.