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Bounty Ended with Allan Cao's answer chosen by CommunityBot
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Notice added Authoritative reference needed by user35295
Bounty Started worth 500 reputation by CommunityBot
SOMEONE DECIDED MY QUESTION DIDN'T MAKE SENSE SO WELL
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user35295
user35295

There is a special kind of parking lot that stores special 1x1 cars that only can move to adjacent squares not including diagonals if they are empty (noprovided no car occupies the square). Every car occupies exactly one square and no more. The exit is beside the top left corner of the parking lot.

Because everyone is a perfect driver, everyone parks in a way that every car can exit without moving any other cars.

Currently, there are 24 cars parked in a 7 by 7 parking lot of this kind. Can you fit more cars in a different arrangement?

There is a special kind of parking lot that stores cars that only can move to adjacent squares not including diagonals if they are empty (no car occupies the square). The exit is beside the top left corner of the parking lot.

Because everyone is a perfect driver, everyone parks in a way that every car can exit without moving any other cars.

Currently, there are 24 cars parked in a 7 by 7 parking lot of this kind. Can you fit more cars in a different arrangement?

There is a special kind of parking lot that stores special 1x1 cars that only can move to adjacent squares not including diagonals if they are empty (provided no car occupies the square). Every car occupies exactly one square and no more. The exit is beside the top left corner of the parking lot.

Because everyone is a perfect driver, everyone parks in a way that every car can exit without moving any other cars.

Currently, there are 24 cars parked in a 7 by 7 parking lot of this kind. Can you fit more cars in a different arrangement?

Sorry, my question was not clear
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user35295
user35295

There is a special kind of parking lot that stores cars that only can move to adjacent squares not including diagonals if they are empty (no car occupies the square). The exit is beside the top left corner of the parking lot.

Because everyone is a perfect driver, everyone parks in a way that every car can exit without moving any other cars.

Currently, there are 24 cars parked in a 7 by 7 parking lot of this kind. Can you fit more cars in a different arrangement?

There is a special kind of parking lot that stores cars that only can move to adjacent squares not including diagonals if they are empty (no car occupies the square). The exit is beside the top left corner of the parking lot.

Because everyone is a perfect driver, everyone parks in a way that every car can exit without moving any other cars.

Currently, there are 24 cars parked in a 7 by 7 parking lot of this kind. Can you fit more cars?

There is a special kind of parking lot that stores cars that only can move to adjacent squares not including diagonals if they are empty (no car occupies the square). The exit is beside the top left corner of the parking lot.

Because everyone is a perfect driver, everyone parks in a way that every car can exit without moving any other cars.

Currently, there are 24 cars parked in a 7 by 7 parking lot of this kind. Can you fit more cars in a different arrangement?

added 3 characters in body
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JMP
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There is a special kind of parking lot that stores cars that only can move to adjacent squares not including diagonals if they are empty (no car occupies the square). The exit is beside the top left corner of the parking lot. Becuase

Because everyone is a perfect driver, everyone parks in a way that every car can exit without moving any other cars.

Currently, there are 24 cars parked in a 7 by 7 parking lot of this kind. Can you fit more cars?

There is a special kind of parking lot that stores cars that only can move to adjacent squares not including diagonals if they are empty (no car occupies the square). The exit is beside the top left corner of the parking lot. Becuase everyone is a perfect driver, everyone parks in a way that every car can exit without moving any other cars.

Currently, there are 24 cars parked in a 7 by 7 parking lot of this kind. Can you fit more cars?

There is a special kind of parking lot that stores cars that only can move to adjacent squares not including diagonals if they are empty (no car occupies the square). The exit is beside the top left corner of the parking lot.

Because everyone is a perfect driver, everyone parks in a way that every car can exit without moving any other cars.

Currently, there are 24 cars parked in a 7 by 7 parking lot of this kind. Can you fit more cars?

Source Link
user35295
user35295
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