Function Name: timeDilationCalculator$()$

Parameters: planetNames $($ list $),$ planetDetails $($ list $)$

Returns: dilationCalculations $($ list $)$

Description: Cooper, a trained NASA pilot, and the other astronauts are deciding which planet to

investigate, but they must do some calculations first.

You are tasked with creating a time dilation calculator that takes two lists: names of planets, and

lists of their corresponding details in the format $[$orbit$\_$speed, gravitiational$\_$force$].$ If a planet

has a gravitational force larger than $20,$ then you must print the string $"\{$planetName $\}\text{'}$s gravita$-$

tional force is too strong." and omit it from further calculations and lists. Then, you must print

out the name of the planet with the lowest time dilation in a string formatted as "The lowest dila$-$

tion is $\{$planet$\_$name$\}.$ Finally, return a sorted list of strings containing in the format of $"$

$\{$planet$\}$: $\{$dilation$\}",$ with all calculations rounded to two decimal places.

Note: To calculate a planet's time dilation, you must divide its orbiting speed by the cube of its

gravitational force.$\backslash$gg$>$ planetDetails $=[[101266\mathrm{.}2738,19\mathrm{.}3],[90091\mathrm{.}13,21\mathrm{.}6],[68154\mathrm{.}88,8\mathrm{.}13]]$

$$>$ timeDilationCalculator$($planetNames$,$ planetDetails$)$

LHS $1140$ b$\text{'}$s gravitational force is too strong.

The lowest dilation is Kepler$-22$b$.$

$[\text{'}$HD $209458$b: $126\mathrm{.}83\text{'},$ 'Kepler$-22$b: $14\mathrm{.}09\text{'}]$

$>$ planetNames $=["$Proxima Centauri b$",$ "WASP$-12$b$",$ "TRAPPIST$-1$e$","$G$]1214$b$"][22511\mathrm{.}88,15\mathrm{.}25],[66244\mathrm{.}74,12\mathrm{.}7]]$

$>$ timeDilationCalculator$($planetNames$,$ planetDetails$)$

Proxima Centauri b$\text{'}$s gravitational force is too strong.

The lowest dilation is TRAPPIST$-1$e$.$

$[\text{'}$G$]1214$b: $32\mathrm{.}34\text{'},$ 'TRAPPIST$-1$e: ${6\mathrm{.}35}^{\text{'}},$ 'WASP$-12$b: $150\mathrm{.}69\text{'}]$