Vehicle Class $$ Abstract class $-($in a separate file named: $$vehicle$.$py$)$ Attributes: $\_$name $$ vehicle$$s name, $\_$initial $$ vehicle$$s initial, $\_$min$\_$speed $$ minimum value of speed range, $\_$max$\_$speed $$ maximum value of speed range, $\_$position $$ the vehicle$$s current location on the track, $\_$energy $$ vehicle$$s power level. Use decorators to create the properties for the initial, the position, and energy attributes. Methods: $1.\_\_$init$\_\_($self$,$ name, initial, min$\_$speed, max$\_$speed$)$ set the attributes using the parameters, assign $0$ to position and $100$ to energy. $2.$ fast$($self$,$ dist$)$ passes in the distance to the next obstacle $($if there is one$).$ If there is sufficient energy $(>=5),$ randomize a value between min and max speed for the number of spaces they will move and deduct $5$ energy. If that movement is less than the distance to the next obstacle, then they move that amount, otherwise, it crashes into the obstacle and stops in the space just before the obstacle. Return a string that describes the event that occurred with the name of the vehicle and the distance traveled $($if applicable$).3.$ slow$($self$,$ dist$)$ passes in the distance to the next obstacle $($if there is one$).$ The vehicle will move at half speed. If there is an obstacle, then it will go around it$.$ There is no energy cost. Return a string that describes the event that occurred with the name of the vehicle and the distance traveled $($if applicable$).4.\_\_$str$\_\_($self$)$ return a string with the vehicle$$s name, position, and energy. $5.$ Abstract methods: description$\_$string$($self$)$ and special$\_$move$($self$,$ dist$)$ are overridden by the subclasses. Use a decorator to make them abstract$.$ Car Class $$ inherits from Vehicle $($in a separate file named: $$car$.$py$)1.\_\_$init$\_\_($self$)$ calls the superclass$$s init with values for name $($Lightning Car$),$ initial $($C$),$ min$\_$speed $(6),$ and max$\_$speed $(8).2.$ description$\_$string$($self$)$ returns a string with the car$$s stats and abilities. $3.$ special$\_$move$($self$,$ dist$)$ passes in the distance to the next obstacle $($if there is one$).$ If there is sufficient energy $(>=15),$ deduct $15$ energy and move the car at $1\mathrm{.}5$x speed. If there is an obstacle, then it will crash and stops in the space just before it$,$ otherwise it moves the randomized distance. Return a string that describes the event that occurred with the name of the car and the distance traveled $($if applicable$).$ Motorcycle Class $$ inherits from Vehicle $($in a separate file named: $$motorcycle$.$py$)1.\_\_$init$\_\_($self$)$ calls the superclass$$s init with values for name $($Swift Bike$),$ initial $($M$),$ min$\_$speed $(6),$ and max$\_$speed $(8).2.$ slow$($self$,$ dist$)$ overridden method $-$ passes in distance to the next obstacle $($if there is one$).$ The motorcycle will move at $75\%$ speed, rather than half. If there$$s an obstacle, then it will go around it$.$ There is no energy cost. Return a string that describes the event that occurred with the name of the motorcycle and the distance traveled $($if applicable$).3.$ description$\_$string$($self$)$ returns a string with the motorcycle$$s stats and abilities. $4.$ special$\_$move$($self$,$ dist$)$ passes in distance to the next obstacle $($if there is one$).$ If there is sufficient energy $(>=15),$ deduct $15$ energy, then there is a $75\%$ chance that the motorcycle will move at $2$x speed, otherwise it will crash and only move one space forward. If it was successful but there is an obstacle, then it will crash and stops in the space just before it$,$ otherwise it moves the randomized distance. Return a string that describes the event that occurred with the name of the motorcycle and the distance traveled $($if applicable$).$ Truck Class $$ inherits from Vehicle $($in a separate file named: $$truck$.$py$)1.\_\_$init$\_\_($self$)$ calls the superclass$$s init with values for name $($Behemoth Truck$),$ initial $($T$),$ min$\_$speed $(4),$ and max$\_$speed $(8).2.$ description$\_$string$($self$)$ returns a string with the truck$$s stats and abilities. $3.$ special$\_$move$($self$,$ dist$)$ passes in the distance to the next obstacle $($if there is one$).$ If there is sufficient energy $(>=15),$ deduct $15$ energy and move the truck $2$x speed, even if there is an obstacle $($ram$$ bashes through the obstacle$).$ Return a string that describes the event that occurred with the name of the truck and the distance traveled $($if applicable$).$ Main $($in a separate file named: $$main$.$py$)$ Construct a $2$D list that stores the track. It should have three lanes, one for each vehicle and should be $100$ units long. Randomly place two obstacles in each lane, but don$$t place them at the start or finish. Construct a list of the three vehicle objects. Display the descriptions for each of the vehicles and prompt the user to choose one to play as$,$ the other two will become the opponents. Have a loop that repeats until all three vehicles have reached the finish. On each iteration, display the track and the three vehicles. Then prompt the user to move fast, slow, or to do their special move and call the corresponding method based on what they chose. The oppone