Professor Layton and the Curious Village: Puzzle 075 Answer

Professor Layton and the Curious Village: Puzzle 075 Answer

Where to find Puzzle 075?

Professor Layton and the Curious Village Puzzle 075 - The Wire Cube Location

Puzzle 75 – The Wire Cube can be found by speaking to Agnes at the market, during Chapter 6. You will need to have solved Puzzle 74 – A Broken Window first, however.

How many picarats is Puzzle 075 worth?

Puzzle 075 is worth 40 picarats.

How to solve Puzzle 075?

For this puzzle, you’ll need to figure out the smallest amount of wire you’d need to form a cube.

Puzzle overview for Professor Layton and the Curious Village Puzzle 075 - The Wire Cube

You want to create a cube out of metal wiring using the fewest number of wires possible.

You can bend each wire as many times as you like, but no portion of the cube can have more than one length of wire running over the same edge. Don’t worry about how one wire will connect to the next, because you’ll use a soldering iron later on.

What is the fewest number of wires required to complete the task described above?

There are a few different configurations to make this work, but the fewest number of wires will always be the same amount.

Think about what the puzzle says about not running the a wire over the same edge – this is telling you that you can’t have any wires overlap.

Because of that, you definitely can’t do it with only a single wire. What stops you from doing that? Where do you find yourself being caught out?

What are the hints for Puzzle 075?

Hint 1

Professor Layton and the Curious Village Puzzle 075 - The Wire Cube Hint 1

Think about a corner of a cube and how many lines meet at that point.

Hint 2

Professor Layton and the Curious Village Puzzle 075 - The Wire Cube Hint 2

Three lines meet at each corner on a cube.

Imagine a corner where a single wire forms two of the three lines. The final line in this corner must come from the end of a different wire.

Therefore, in every corner, at least one of the three lines comes from the end of a wire.

Hint 3

Professor Layton and the Curious Village Puzzle 075 - The Wire Cube Hint 3

There are eight corners to a cube. As discussed earlier, every corner in a cube requires at least one end of a wire.

Each wire has two ends, right?

Puzzle 075 Answer

The fewest number of wires you’d need to make the cube is 4.

Answer screen for Professor Layton and the Curious Village Puzzle 075 - The Wire Cube

For completing puzzle 075, you receive a Globe for the Inn section in the menu.

Receiving the Globe for solving Puzzle 075 - The Wire Cube

The Globe should go to Luke.


How did you find this guide? Let me know in the comments.

Where to find Puzzle 075?

Professor Layton and the Curious Village Puzzle 075 - The Wire Cube Location

Puzzle 75 – The Wire Cube can be found by speaking to Agnes at the market, during Chapter 6. You will need to have solved Puzzle 74 – A Broken Window first, however.

How many picarats is Puzzle 075 worth?

Puzzle 075 is worth 40 picarats.

How to solve Puzzle 075?

For this puzzle, you’ll need to figure out the smallest amount of wire you’d need to form a cube.

Puzzle overview for Professor Layton and the Curious Village Puzzle 075 - The Wire Cube

You want to create a cube out of metal wiring using the fewest number of wires possible.

You can bend each wire as many times as you like, but no portion of the cube can have more than one length of wire running over the same edge. Don’t worry about how one wire will connect to the next, because you’ll use a soldering iron later on.

What is the fewest number of wires required to complete the task described above?

There are a few different configurations to make this work, but the fewest number of wires will always be the same amount.

Think about what the puzzle says about not running the a wire over the same edge – this is telling you that you can’t have any wires overlap.

Because of that, you definitely can’t do it with only a single wire. What stops you from doing that? Where do you find yourself being caught out?

What are the hints for Puzzle 075?

Hint 1

Professor Layton and the Curious Village Puzzle 075 - The Wire Cube Hint 1

Think about a corner of a cube and how many lines meet at that point.

Hint 2

Professor Layton and the Curious Village Puzzle 075 - The Wire Cube Hint 2

Three lines meet at each corner on a cube.

Imagine a corner where a single wire forms two of the three lines. The final line in this corner must come from the end of a different wire.

Therefore, in every corner, at least one of the three lines comes from the end of a wire.

Hint 3

Professor Layton and the Curious Village Puzzle 075 - The Wire Cube Hint 3

There are eight corners to a cube. As discussed earlier, every corner in a cube requires at least one end of a wire.

Each wire has two ends, right?

Puzzle 075 Answer

The fewest number of wires you’d need to make the cube is 4.

Answer screen for Professor Layton and the Curious Village Puzzle 075 - The Wire Cube

For completing puzzle 075, you receive a Globe for the Inn section in the menu.

Receiving the Globe for solving Puzzle 075 - The Wire Cube

The Globe should go to Luke.


How did you find this guide? Let me know in the comments.

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