An eye!
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An eye!
Was there a Henry III? Well, of course there was if there was a Henry VIII. But I don't know anything about him.
The problem is that I really don't get the riddle. I don't even remember what you said that made me think of Henry. But there isn't anything in the riddle that's giving away to me who it would be.
[QUOTE=Hexxie;2467193][QUOTE=morgaine300;2465756]
Matt: The sum of their ages is the same as my house number.
It might help to know why you're stuck. Are you not getting how you could know what would be his house number? Cause you wouldn't and you don't need to.Quote:
I'm stuck at this part. :confused:
What you have to think about is that he knows his house number but still doesn't know the ages of the sons.
Here's what I have so far:
36+1+1=38
18+2+1=21
12+3+1=16
9+4+1=14
9+2+2=13
6+6+1=13
6+3+2=11
4+3+3=10
Wow, I had to look up the word conumdrum. The meaning I know is that it doesn't have a definitive answer, like my albatross puzzle. But I see it also says a play on words. I guess this is a play on words.
It did occur to me that the third glass was actually a pair of glasses like you sit on your face, or even a monicle. But you said the III was right, which could be the 3 glasses.
Does this require any actual knowledge of kings? Otherwise I think this has just gone over my head.
What is the king's name?
GUESS - Duncan
OK, the man has concluded from the first statement what the possible combinations of numbers were, as you did. Then with the second statement, he figures the additions with those numbers as you have. He obviously knows his own house number, right? If he knows his own house number, what reason is in there that he still doesn't know the answer?
Oh, shoot! Duh.:p
The ages are 9,2, and 2.
That one stumped me. I think I blew a gasket figuiring it out. Got stuck at that one point and just couldn't see past it.
I did get it didn't I? (Please say yes, even if I'm wrong.. . I can't keep going with it -lol).
You're correct. And no I'm not lying to make you feel better. (I hope you didn't end up in the ER with that there gasket thingy.)
Looks like this thread has pretty well pooped out, but I've got lots more if anyone gets back in the mood one of these days. Just give a shout.
I don't get it. Which is probably why I couldn't solve it.
Never mind. My brother had to explain it to me. But he heard it verbally. I just glanced at it and never really "read it" to myself.
OK, here's one for the language lovers:
There is a common English word that is nine letters long. Each time you remove a letter from it, it still remains an English word - from nine letters right down to a single letter. What is the original word, and what are the words that it becomes after removing one letter at a time?
Whoever gets this wins one free year of AMHD membership. :p
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