So, I'm playing a game (The Da Vinci Code) and are really stuck on a 2x3 tile sliding puzzle. It looks something like this
1 - 5 - 4
2 - x - 3
and it has to look like this:
1 - 4 - 5
2 - 3 - x
if anyone has any idea how to solve it I would appreciate it.
Can you find a convex quadrilateral such that all its sides, diagonals and area are distinct integers? Note that a polygon is convex if all its internal angles are smaller than 180 degrees.
Good luck!
As said on homeless sidewalks: Solve it, delve it, soil it, foil it. rock it, sock it, along with other verses Ccoal and other crawlers would delete. It.
This puzzle is dedicated to all of you!
Instructions
There are 8 anagram questions below.
In each question, you can rearrange the letters to find an answer, which is 2 English words that describe a type of PSE users.
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Good luck!
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Kurodoko (taken from Nikoli)
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The first pig arrived ...
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I saw this problem many years ago. I am sure many puzzlers will know its original name. I was reminded of it when reading about Conquering of Regions problem. A Strategy Game Involving Conquering of Regions
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