in the national football $($NFL$),$ the quarterbacks are calculted by the eficiency with a formula that considers the following aspects:

$-$attempted passes $($ATT$)$

$-$Completed passes $($Cmp$)$

$-$total yards gained $($Yds$)$

$-$Captured passes for "Touchdowns" $($TD$)$

$-$intercepted passes with oponents $($Int$)$

the formula for the calculation of the rate of eficiency is the following:

Rating$=100/6($cmp$\%-30/20+$ AvgYds$-3/4+$ TD$\%/5+9\mathrm{.}5-$Int$\%/4)$

where:

$-$Cmp$\%=$ Percentage of completed passes$=($Cmp$/$Att$)$ x $100$

$-$AvgYds$=$ Average of gained yards with intent$=$ Yds$/$ Att

$-$TD$\%=$ Percentage of passes captured with touchdown$=($TD$/$Att$)$x$100$

$-$Int$\%=$ Percentage of passes intercepted$=($Int$/$Att$)$ x $100$

Write a program that calculates the rate of eficiency within the passes and print a report of exit that shows $($Part of entrance of data that is not reflecting the sample then, only presents the report, just and how the client wants it$)$:

Data of the players passes:

$-$Intended Passes $402$

$-$Completes Passes $268$

$-$Gained total Yards $3465$

$-$Captured passes of touchdowns $25$

$-$Intercepted passes from oponents $7$

$-$Rate of eficiency within passes: $107\mathrm{.}0$