Consider the following US treasury rate table expressed in percentage.

Maturity

t

Yield

R$(0,$t$)$

Yesterday Last Week Last Month

$6$ Month $2\mathrm{.}652\mathrm{.}351\mathrm{.}851\mathrm{.}55$

$1$ Year $2\mathrm{.}752\mathrm{.}702\mathrm{.}201\mathrm{.}90$

$2$ Year $2\mathrm{.}102\mathrm{.}902\mathrm{.}402\mathrm{.}10$

$3$ Year $5\mathrm{.}404\mathrm{.}654\mathrm{.}153\mathrm{.}85$

$5$ Year $4\mathrm{.}804\mathrm{.}702\mathrm{.}203\mathrm{.}90$

$10$ Year $5\mathrm{.}004\mathrm{.}904\mathrm{.}404\mathrm{.}10$

$30$ Year $5\mathrm{.}505\mathrm{.}304\mathrm{.}804\mathrm{.}50$

The forward rate F$(2,1)$ is the rate that applies to borrowing or lending starting in $2$ years from today for an additional year. F$(2,1)$ today is equal to: Answer in percentage with two digits decimal accuracy. Example $10\mathrm{.}34$