03-06-2003, 11:11 AM | #1 | ||
lolzcat
Join Date: Oct 2000
Location: Annapolis, Md
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OT: Word search - 12 months
Okay, a few days ago I was fiddling around with the whole "build-your-own-word-search" idea. We already did the nice little puzzle trying to put in the word names of various numbers into a given-sized box. That went pretty well.
I couldn't get too far with this one, but maybe you can. My idea was: take the names of the twelve months, and fit them into the smallest word search possible, measured by rectangular area. I pretty quickly got them all to fit into an 8x9 grid, with a total area of 72. Getting that far took just a little bit of cleverness, but it was fairly simple - and wouldn't pose much trouble for the minds here, I don't expect. But, can you do better? As an aside, I hadn't really thought much about a "rectangular" word search that was only 1 or 2 rows by 30 or 60 or something columns. I suppose that's technically still a rectangle, but it's not entirely within the spirit of the puzzle. So, I'll set an arbitrary rule - the two dimensions of the rectangular shape each have to be at least 4. Anyway... have at it. Again, I think an 8x9 grid is pretty easy... but if anyone can squeeze it into a 7x9, I'll be impressed. And perhaps there's some other dimension that gets the job done... 7x10, 5x14, who knows? |
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03-06-2003, 01:28 PM | #2 |
College Benchwarmer
Join Date: Jun 2001
Location: Grafton, WI
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This one is much tougher than the puzzle from yesterday. I am currently working on 7x10 and I'm almost there.
How close are you? |
03-06-2003, 01:49 PM | #3 |
Coordinator
Join Date: Jan 2002
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Much tougher. I tried for 7x9, but didn't come close. Here's a 7x10:
Code:
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03-06-2003, 01:50 PM | #4 |
College Benchwarmer
Join Date: Jun 2001
Location: Grafton, WI
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FINALLY! - Here's a 7x10
Code:
EDIT - nice one Maple Leafs. You got me by one minute. Last edited by SplitPersonality1 : 03-06-2003 at 02:06 PM. |
03-06-2003, 06:47 PM | #5 |
College Prospect
Join Date: Oct 2000
Location: Mountain View, California
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4 X 17, which is marginally better than 7 x 10:
Code:
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