Sixty-Sixth Journal Entry

Aug 02, 2011 16:27

I suppose I'm overdue for a puzzle, aren't I? I thought I'd try something different this time. Instead of giving the same puzzle to everyone, you can ask me for whatever kind of puzzle you'd like. I've found that my number puzzles don't go over very well, so a choice would be best, wouldn't it?

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Comments 36

battledancing August 4 2011, 15:55:16 UTC
I'd be fine with any kind of puzzle!

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puzzledprof August 16 2011, 02:35:05 UTC
Surely you must have some kind of preference?

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battledancing August 18 2011, 14:32:14 UTC
Well, I like logic puzzles more than those involving math...

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puzzledprof August 22 2011, 03:39:38 UTC
How about this one?

Three friends are arguing about how many white fish are in a group of yellow fish.

The first says, "There are at least four white fish."
The second says, "No, there are less than four white fish."
The third says, "There is at least one white fish."

If only one of them is correct, which one is it, and how many white fish are there?

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shhsnacktime August 5 2011, 03:53:38 UTC
[Someone's up and about since her injury.]

Luke usually gave me one now and again while I was laying in bed. Any puzzle is pretty entertaining, Professor.

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puzzledprof August 16 2011, 02:41:50 UTC
So you'd like one, then?

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shhsnacktime August 16 2011, 03:13:35 UTC
Of course. It helps pass the time.

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puzzledprof August 22 2011, 03:37:39 UTC
How about this one, then?

If 8+1=2, 9+8=3, and 6-3=1, what is 8+8, using the same rules?

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