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Has anyone figured this puzzle out? Got a feeling I don't understand the hint. http://imgur.com/JUK35ik
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This post created by ignored player and thus hidden.
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I've not seen this puzzle yet, but I have a feeling it may be a variation on a nonogram puzzle, where a dash represents a 'group' of one, a V a group of 2, a triangle a group of 3 etc. So in the top right column, for example, you'd have to find two single 'positive' cells, the next one down a group of 1 and one of 2 etc. Does that make sense? I'm assuming you don't want to click on the 'positive' cells, only the ones around them.
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This post created by ignored player and thus hidden.
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I've not seen this puzzle yet, but I have a feeling it may be a variation on a nonogram puzzle, where a dash represents a 'group' of one, a V a group of 2, a triangle a group of 3 etc. So in the top right column, for example, you'd have to find two single 'positive' cells, the next one down a group of 1 and one of 2 etc. Does that make sense? I'm assuming you don't want to click on the 'positive' cells, only the ones around them.
it is a variation but the symbols are not on the tiles which makes solving it more elusive, lol.
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This post created by ignored player and thus hidden.
Double click to show.
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I've not seen this puzzle yet, but I have a feeling it may be a variation on a nonogram puzzle, where a dash represents a 'group' of one, a V a group of 2, a triangle a group of 3 etc. So in the top right column, for example, you'd have to find two single 'positive' cells, the next one down a group of 1 and one of 2 etc. Does that make sense? I'm assuming you don't want to click on the 'positive' cells, only the ones around them.
it is a variation but the symbols are not on the tiles which makes solving it more elusive, lol.
Well, that's kind of how nonograms work :) Only click on the red tiles, not the yellow ones:
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Ah, it's the other way around :) I just got one of those puzzles myself, and you have to click on the positive cells (so the ones indicated by the numbers on the side). So in the previous example, click on the yellow tiles, not the red ones!
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Search google for nonogram solver if you don't want to solve it yourself
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