Confirmed, there's a mistake in the second puzzle
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I think the 1st one is messed up too.
If it is what I think it is, it's impossible for the combination:
0
2
0
to exist.
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I know it's not minesweeper. But if you say it's solvable then it's not what I thought it was.
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One puzzle down, the next one is up, you should have 23 hours to solve it. The solution is again a 5 char giveaway ID. I also added the solution to the first one. Good luck! If no one solves it I will of course make a new giveaway to give you a chance, I'm not that cruel ;)
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Hi guys,
I figured I have some spare keys/gifts that I'd like to give away. I'll post here 4 puzzles, the rules are as usual, no sharing, hints etc. I'll tell you the name of the games though.
Perimeter 2
imgur picture
If you know this kind of puzzle it should be a walk in the park, the only hint I'll give you is that the second character is a number.
Solution: the rules of this game are simple: number represents the number of surrounding lines, the solution must bi one connected line. Unfortunately I made a little mistake but the puzzle was still solvable, you have the solution here, orange line shows you alternate solution, I think we can agree that you can recognize A with both solutions.
Snapshot
imgur picture - fixed
Another similar one. Have fun solving it.
Solution: you should fill the grid with coloring the squares, how you color them is determined by the numbers, 2-3 would mean that you need to color two squares together, have at least one free and than color three together, solution should look like this: solution
Binding of Isaac + DLC
imgur picture
This time it's just a simple matter of connect the dots. With a twist.
Solution: as I said, it was connect the dots but instead of connection numbers like in primary school you had to connect the numbers in Fibonacci series, the hint was in two 1s. Anyway, here's the solution
Warhammer 40k GOTY
(2,0)(0,4) (2,0)(4,4)
(5,0)(5,3) (5,0)(6,1) (6,1)(5,2)
(9,0)(7,4) (9,0)(11,4)
(12,0)(12,4) (12,0)(15,0) (12,2)(14,2) (12,4)(15,4)
(16,0)(16,4) (16,0)(18,0)
Solution is as always a 5 char giveaway ID.
I'll bump the thread when I add a new puzzle.
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