IMPOSSIBLE QUESTION!! Mwahaaha

[Gloria]

The moon is 384 000km away from the Earth. A rocket car that can travel at a speed of 100km/h is traveling there.

The car has a fuel tank of 450 L which is the amount the car starts off with, and uses 15L of fuel per hour when moving but can refill it for 17 L per hour when the amount of fuel has dropped to zero.

The car's maxinum durability is 2586 and loses 13 durability per hour but can fix it up to maxinum durability within 3.1 hours but only if it does it for exactly 3.1 hours meaning if it stopps during the 3.1 hour period, the car's durability isn't increased. The car starts off at maxinum durability as well.

When the car's durability and fuel have both dropped to zero the fuel is refilled first and the durability next. But when durability drops while refueling the car- the car continues to refuel instead. Also, if a car has lost fuel or durability, it stops at that moment.

During the trip, 300 000 km is within the Earth gravitational field and the car gains a -24% speed boost, 15% fuel refill boost and a -33 percent car fixing time. For the other 30 000 km, the car gains a 10% speed boost, -45% fuel refill boost and a -20% car fixing time. For the rest 54 000km, the car gains a -5% speed boost, 7% fuel refill boost and -12% car fixing time.

How long will it take for the rocket car to reach the moon?

If any of you can solve this question, tell me your co-ords and if you're in server 3, I'll send you 25k of each resource, including gold.


P.S. The answer must be to the 12th decimal place and all rounding during the process must be done to the 16th decimal place.