Gas Station - Zebra Puzzle

Color
Driver
Type
Mileage
Gasoline
Manufacturer

Car #1 #1

Car #2 #2

Car #3 #3

Car #4 #4

Car #5 #5

The car that will fill up $ 20 is somewhere between Daniel's car and the car that will fill up $ 5, in that order.
Alex's car is at the fifth position.
The Yellow car is exactly to the left of the car with 30,000 miles.
The Italian car is at one of the ends.
The car with 40,000 miles is somewhere between the car that will fill up $ 25 and the French car, in that order.
The Sedan is exactly to the left of the car with the most miles.
Jacob's car is at the fourth position.
The Blue car is somewhere between the Red car and the Italian car, in that order.
The car from South Korea manufacturer is at the fourth position.
The Crossover is next to the car with 30,000 miles.
The car with 40,000 miles is next to the car that will fill up $ 5.
The SUV will fill up $ 5.
The German car is somewhere between the American car and the French car, in thar order.
Jacob's car is next to the SUV.
At one of the ends is the car that will fill up $ 15.
The Blue car is somewhere between the Pickup and the French car, in that order.
The car with 20,000 miles is at the fourth position.
The American car is at one of the ends.
The Yellow car is exactly to the right of the White car.
William's car is somewhere between the American car and Logan's car, in thar order.
In the fifth position is the car with 30,000 miles.

How to play

Start by reading all the clues;
Find all the "basic" clues and mark them. The most basic clue is the one that states that something is in a determined house/position. Example:

The German lives in house three.

Sometimes you are going to need to deduce some information using two or more clues;
All the clues must be used;
The game ends when all the clues are correctly checked and everything is filled.

More Zebra Puzzles

See our zebra puzzles list.

Need help?

If, after reading the instructions, you still don't understand how to play, try playing one of these simpler zebra puzzles. They were designed to be easier than the ones of the same difficulty.