Where to find Puzzle 110?
Puzzle 110 – The Vanishing Cube is a hidden puzzle found in the Manor Parlor. Interact with the chandelier and you will be asked to solve this one.
How many picarats is Puzzle 110 worth?
Puzzle 110 is worth 20 picarats.
How to solve Puzzle 110?
In puzzle 110, you need to change 4 cubes into 3 cubes by moving only a single matchstick.
On the table below are four cubes made up of matches.
Can you change four cubes to three by moving a single match?
The key to solving this puzzle is by identifying which cube needs the least number of matches to compose it.
It might be hard at first but try not to view each cube in a vacuum, see how the matches that compose them work with the others around them.
What are the hints for Puzzle 110?
Hint 1
The matches are arranged so that they appear to form four adjoining cubes.
How can you rearrange things to make one of these cubes disappear?
Hint 2
The four cubes appear to be arranged in two rows. The first row has one cube, and the row behind it has three.
You need to get rid of the middle cube in the back row.
Hint 3
All you need to do is reposition one of the diagonal matches so that it points straight up and down.
You have quite a few to choose from.
Puzzle 110 Answer
You need to take the top match from the middle cube on the back row and turn it vertically so that appears as the edge of the back left cube.
If you were to consider each cube individually, it may be hard to acknowledge that to make the back-middle cube you only need a single match.
However, if you were to view that same cube in combination with either cube next to it, it’s easier to see how few matches it needed.
How did you find this guide? Let me know in the comments.
Where to find Puzzle 110?
Puzzle 110 – The Vanishing Cube is a hidden puzzle found in the Manor Parlour. Interact with the chandelier and you will be asked to solve this one.
How many picarats is Puzzle 110 worth?
Puzzle 110 is worth 20 picarats.
How to solve Puzzle 110?
In puzzle 110, you need to change 4 cubes into 3 cubes by moving only a single matchstick.
On the table below are four cubes made up of matches.
Can you change four cubes to three by moving a single match?
The key to solving this puzzle is by identifying which cube needs the least number of matches to compose it.
It might be hard at first but try not to view each cube in a vacuum, see how the matches that compose them work with the others around them.
What are the hints for Puzzle 110?
Hint 1
The matches are arranged so that they appear to form four adjoining cubes.
How can you rearrange things to make one of these cubes disappear?
Hint 2
The four cubes appear to be arranged in two rows. The first row has one cube, and the row behind it has three.
You need to get rid of the middle cube in the back row.
Hint 3
All you need to do is reposition one of the diagonal matches so that it’s oriented vertically.
You have quite a few to choose from.
Puzzle 110 Answer
You need to take the top match from the middle cube on the back row and turn it vertically so that appears as the edge of the back left cube.
If you were to consider each cube individually, it may be hard to acknowledge that to make the back-middle cube you only need a single match.
However, if you were to view that same cube in combination with either cube next to it, it’s easier to see how few matches it needed.
How did you find this guide? Let me know in the comments.
