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OT-Now this is freaky!!!


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Posted

Take any two digit number, subtract those two digits from it and you will always get a multiple of 9.

For instance: 23 - 2 - 3 = 18, 24 - 2 - 4 = 18, 38 - 3 - 8 = 27 etc. etc. etc.

If you look at the board of symbols 9, 18, 27, 36 etc. will be the same symbol, so no matter what two digit number you go for you'll always be chosing the symbol they want you to chose.

To confuse matters the "magic symbol" is not the same every time the game is played, the board with symbols and numbers is always different.

That help?

Posted

The only answere it can ever be, all have the same symbol ..

At the start you are asked to pick a random two digit number, here are a few :

68 53 23

Next you are asked to add the two numbers together, then subtract that figure away from your two number :

68 - add them together = 14 - take 14 away from 68 = 54

53 - add them together = 8 - take 8 away from 53 = 45

23 - add them together = 5 - take 5 away from 23 = 18

Now you can see a pattern ...it does not matter what two numbers you pick, it will lead you back to your 9 x table, you will see that all these numbers have the same symbol :

0 9 18 27 36 45 54 63 72 81 90 99

Posted

The other version I played ignored 0, 90 and 99 as any two digit number (10-99) will only result in an answer of 9 to 81. 10 - 1 = 9, 99 - 9 - 9 =  81.

Posted

Take any two digit number, subtract those two digits from it and you will always get a multiple of 9.

For instance: 23 - 2 - 3 = 18, 24 - 2 - 4 = 18, 38 - 3 - 8 = 27 etc. etc. etc.

If you look at the board of symbols 9, 18, 27, 36 etc. will be the same symbol, so no matter what two digit number you go for you'll always be chosing the symbol they want you to chose.

To confuse matters the "magic symbol" is not the same every time the game is played, the board with symbols and numbers is always different.

That help?

Ahhhh right the board changes each number divisable by 9 symbol so that it makes it look as though its a different symbol everytime?? Clunk, that's the penny dropping!

Posted

Now this is something, someone sent me this link the other week, and I did it, It got it right ONCE!!!  and I did it about 6 or 7 times.... I think the one right time was merely coincedence...  [n]

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