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bob012345 replied to the thread Geometric Game: Fun With Matches (Safe!).I think the author knew his target audience and generally what they would assume from his setup of the puzzle. And it takes some skill... -
bob012345 reacted to FactChecker's post in the thread Geometric Game: Fun With Matches (Safe!) with
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I think the difference is whether the phrase "exactly three equilateral triangles" is taken alone versus in the context of the puzzle... -
bob012345 reacted to Gavran's post in the thread Geometric Game: Fun With Matches (Safe!) with
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One more solution with three congruent equilateral triangles. -
bob012345 reacted to DaveC426913's post in the thread Geometric Game: Fun With Matches (Safe!) with
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Here is a schematic of the puzzle. So, my solution is translate BC northeast by a small amount transate DE southeast by a small... -
bob012345 replied to the thread Geometric Game: Fun With Matches (Safe!).That’s adds to the class of figures in post #15 which I first considered. An interesting question is how many of these types of figures... -
bob012345 replied to the thread Geometric Game: Fun With Matches (Safe!).That’s what I first thought and thus the small figures above in post #15. But something bothered me and I avoided looking at the book’s... -
bob012345 reacted to jtbell's post in the thread Geometric Game: Fun With Matches (Safe!) with
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When I saw the thread title, I thought it might be about match stick rockets. My friends and I were into them during about 5th-6th... -
bob012345 reacted to Jonathan Scott's post in the thread Geometric Game: Fun With Matches (Safe!) with
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I think "exactly" is a clear enough condition here. It means that the result is three equilateral triangles and nothing else. -
bob012345 reacted to DaveC426913's post in the thread Geometric Game: Fun With Matches (Safe!) with
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Right. If we were to take it to its extreme. But the problem itself implies that 3 matchstick touching end-to-end counts as a valid... -
bob012345 replied to the thread Geometric Game: Fun With Matches (Safe!).Sorry but this puzzle is not poorly written, it comes from a 1976 book by a well established puzzle authority, Pierre Berloquin. The... -
bob012345 replied to the thread Geometric Game: Fun With Matches (Safe!).As I read it, the condition is to form exactly three equilateral triangles without removing any matches. Moving three so they don’t... -
bob012345 replied to the thread Geometric Game: Fun With Matches (Safe!). -
bob012345 replied to the thread Geometric Game: Fun With Matches (Safe!).The exact wording of the source is as follows; “Can you change the position of four matches so that exactly three equilateral triangles... -
bob012345 replied to the thread Geometric Game: Fun With Matches (Safe!).Funny, but of course the final form of three equilateral triangles must use all the matches.








