See if you can figure out how they do it!! 🙂
This is kinda creepy..I tried it five times!
You have got to try this, it will make the hair on your arms rise!
This is spooky!!!!
At first I thought it was because I moved the mouse, but, I did it again
without moving the mouse, then again without even touching the mouse and
it worked.
Give it a try...it IS a trip! Link:
http://www.milaadesign.com/wizardy.html
Originally posted by Slick JohnsonIt took tree attemps to 'guess' mine right!
See if you can figure out how they do it!! 🙂
This is kinda creepy..I tried it five times!
You have got to try this, it will make the hair on your arms rise!
This is spooky!!!!
At first I thought it was because I moved the mouse, but, I did it again
without moving the mouse, then again without even touching the mouse and
it worked.
Give it a try...it IS a trip! Link:
http://www.milaadesign.com/wizardy.html
Originally posted by Pawn QweenExactly! The smallest two-digit number you could select = 10. Ten minus 1+0 (which equals 1) is 9 (the first possible solution). If you choose 11 as your two-digit number, the initial number is one higher, but so is one of the digits, resulting in the same solution. This continues until you reach 20, when the process simply re-iterates. (Every time you reach another number ending in 0, the sequence restarts.)
What was the final number you got? Was it a multiple of 9 by any chance? Each time, the multiples of 9 have the same symbol.
- Joined
- 23 Jul 05
- Moves
- 8869
10 - 1 = 9
11 - 2 = 9
12 -3 = 9
13 - 4 =9
14- 5 =9
15 -6 = 9
16 - 7 = 9
17 - 8 = 9
18 - 9 = 9
19 - 10 = 9
20 - 2 = 18
21 - 3 = 18
...etc
30 - 3 = 27
31 - 4 = 27
...etc, etc
Note how all those numbers are multiples of 9, then you may also note that the symbols that are the multiples of 9 repeat over every 9th symbol, the rest of the symbols are shuffled around.
Simple really.
OK, I think I've sussed how they do it:
Because it recognizes your unique IP address when you try the first time, it knows when to give a particular sign which is connected to a number divisible by 9. But if you start, then close the window and then start again, it doesn't give the right sign because it thinks that you're on your second try, not the first. In that case, it gives the sign that you'd have seen if it was your second complete try.