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112 - Beams and Ladders113 - One Step at a Time114 - Roped In

One Step at a Time is a puzzle in Professor Layton and the Unwound Future. The puzzle must be solved in order to progress the story.

Puzzle

US Version

Make your way from the green square to the red square one step at a time.

What's the catch? Well, you can only move to numbers that differ by one from your current number.

If you reach the gold following this rule, the door will open. Each number you touch will light up. Make sure all the numbers on your path are lit up before submitting your answer.

UK Version

Make your way from the green square to the red square, one step at a time.

What's the catch? Well, you can only move to numbers that are one higher or lower than your current number.

Reach the red goal square following this rule and the door will open. Each number you touch will light up. Make sure all the squares on your route are lit up before submitting your answer.

Hints

Click a Tab to reveal the Hint.

US Version

There may seem like many paths at first but there is only one correct one. Choose your steps carefully.

UK Version

It may seem like there are many junctions, but choose your path carefully and you'll be all right.

Don't let the numbers get too large. If you reach a seven, you've made a mistake. When you reach a six, your next step should be to a five.

Think you can solve it now?

US Version

If you're stuck, try going from the red square to the green one. There's only one initial path from that direction.

UK Version

If you're stuck, try going from the red goal square to the green start square. There's only one path you can initially take in that direction.

US Version

The correct path:

1 2 3 4 3 2 3 4 5 6 5 4 3 2 1

UK Version

The correct path is:

1, 2, 3, 4, 3, 2, 3, 4, 5, 6, 5, 4, 3, 2, 1


Solution

Incorrect

Too bad!

US Version

Remember, you can only move to numbers that differ from your current number by one.

Keep this simple rule in mind, and give it another shot.

UK Version

Remember, you can only move to numbers that differ by one from your current number.

Keep this simple rule in mind and give it another try.

Correct

Success!

You found the correct path!

UF113S
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