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Post by Chris on Jun 5, 2008 18:58:10 GMT
Work out how this is done without cheating and looking up on a search engine.. :) spooky.... but safe site... www.milaadesign.com/wizardy.htmlClick and paste the link !!
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Post by NigelS on Jun 5, 2008 21:59:08 GMT
I could spoil it for you by telling you how it works...neat little trick though
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Post by H on Jun 6, 2008 9:11:16 GMT
Having dabled in a degree level mathematics im with nige...but i wont spoil it for everyone else :D
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Post by Deleted on Jun 6, 2008 9:42:20 GMT
I'll have a go at answering it.
I have prepared a selection of three possible sums, thus : 54-(5+4=)9=45; 84-(8+4=)12=72; 67-(6+7=)13=54.
If you look for a relationship between 45, 72 and 54 you will note that they are all divisible by 9. This will apply for whichever two digits you happen to pick.
Now I took a print of the grid and am looking at it now, and see that 45, 72 and 54 all have the same symbol. But if I look at the grid again, the next time they have changed to a new symbol.
So the answer is the 'nine progression' plus symbols that shift across after each go, giving you a 'symbol of the moment' while you think that it's being very clever and reading your mind.
I twigged this by not bothering to do a calculation, and still getting a symbol ! :o
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Post by JB on Jun 6, 2008 9:45:49 GMT
Sussed it but wont let on how its done.
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Post by SirKT on Jun 6, 2008 9:45:58 GMT
And there i was thinking we had a brilliant computer :P
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Post by BB Warrior on Jun 6, 2008 9:55:06 GMT
Very simple...... but very clever! ;D
Which makes it 50% like me then........ :o ::)
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Post by Chris on Jun 6, 2008 21:56:34 GMT
What can I say Tommo... you are a little star... ::)
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Post by Deleted on Jun 6, 2008 22:01:29 GMT
Thanks Chris, it was a good find and both entertaining and stunning.
I have seen a similar trick with playing cards: it relies on you not noticing that the set of four court cards change each time they are displayed.
Got any more ? ;D
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Post by H on Jun 7, 2008 6:44:58 GMT
If you look at it algebraically (oh god here we go):
10x + y (where x is the first digit, and y is the second digit of our number) is a general form for our chosen number,
so:
(10x+y) - (x+y) = (10x - x) + (y-y) = 9x - 0 = 9x
Since x is an integer between 0 and 9, your solution is always going to be a multiple of 9!
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Post by Chris on Jun 7, 2008 7:01:58 GMT
You are both brill.... ;) as both answers are correct in their own right. Being a Headteacher guess you both deserve a Gold Star !!!
When I get more like this will post them Tommo...
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