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Suspence
Daedalian Member
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Posted: Fri Jul 24, 2009 3:06 pm Post subject: 1 |
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Too bad the old Quickies threads have died off, or I would have used this there. The above puzzle will result in a one word answer. _________________ I hate people who try to write interesting things in their signature. |
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HAMMOS
Icarian Member
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Posted: Mon Nov 15, 2010 4:24 pm Post subject: 2 |
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| Answer: MOONWALK |
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Everyone else*
Guest
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Posted: Sat Nov 20, 2010 11:08 am Post subject: 3 |
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| Spoiler please? |
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Lepton*
Guest
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Posted: Sat Nov 20, 2010 4:10 pm Post subject: 4 |
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| It looks like each pair of dice (or die), shows 3 digits that clue to a single letter. Working backwards -- like the moonwalk dance -- seems to be important too. I'm not sure how the indices work. |
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Zag
Tired of his old title
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Posted: Sat Nov 20, 2010 5:18 pm Post subject: 5 |
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I never would have seen this without the answer that HAMMOS gave, because I was focused on the single die, which I can only explain in hindsight. But looking only at the numbers facing us and reading downwards per number, you have:
66, 65, 6, 54, 63, 62, 62, 64
And assuming
K = 66
L = 65
M = 64
N = 63
O = 62
...
W = 54
That gives you KL?WNOOM, reversed is MOONW?LK.
If we assume that the lack of a die means a 7, then the third number is 76, which is what A would be in the progression. |
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Trojan Horse
Daedalian Member
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Posted: Sun Nov 21, 2010 12:09 am Post subject: 6 |
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Or, more simply:
What's on the back of the dice? |
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Lepton*
Guest
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Posted: Sun Nov 21, 2010 5:14 am Post subject: 7 |
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| Ah, there it is. Nice catch, Trojan Horse. |
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Zag
Tired of his old title
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Posted: Sun Nov 21, 2010 7:15 am Post subject: 8 |
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| D'oh. Nicely done, TH, and Suspence. Great puzzle. |
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Huh?*
Guest
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Posted: Tue Dec 07, 2010 3:15 pm Post subject: 9 |
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| A bit more of a spoiler please. |
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Lepton*
Guest
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Posted: Tue Dec 07, 2010 3:52 pm Post subject: 10 |
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If you look at the number of dots on the backs of the stacks of dice, you'd find these numbers (opposite a 6 is a 1, opposite a 5 is a 2, etc):
1/1, 1/2, 1, 2/3, 1/4, 1/5, 1/5, 1/3
Read these as 11, 12, 1, 23, etc. |
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