How...does...this...work

it only works if you put your cursor on the number/gift that you come up with. Not that tight..... at all
 
pretty simple math

everytime you go up a digit, you subtract that same digit

lets choose 63

that then becomes 54

if we chose 64, that would be come 54 also

It works the same way for each set of 10, and the answer is then set at a factor of 9.

All digits end up being factors of 9
 
demotivationalposters-WELL.jpg
 
oh wait nevermind. the math one is right. It always becomes a multiple of 9 and they make all the multiples of 9 the same thing. They change it every round
 
are you guys serious? like you were really that bamboozled by it that you couldn't see that all the multiples of 9 were the same? and you have never seen something like this?
 
the fuck.. i would'nt even do the math or anything, i would just click next, look at the thing, not put my cursor on it, and it'd get it. DEMON MAGIC
 
I am glad someone figured out the math because if they hadnt i would have most likely been so amazed that i would have given the site my life savings I was geuineley scared.
 
I just dunno how it works all the time!!!! My brain is about to esplode from all d pressssurrreee!!!!
 
~Any number minus both of its digits give you a multiple of nine. No matter what number you start with you get a multiple of nine.
~Every multiple of nine has the same thing written next to it.
~You automatically choose that thing.
What's not to understand???
 
its cause when u do the subtractions the lower one just brings it to an even number evertime, so 45-5 =4068-8 = 60....... and then the first number brings it down to rather 9,18,27,36 and so on and all those numbers have the same gift name
 
first time it didn't guess it right because i never put the mouse over any of them, second time i left the mouse on a random one for a little then it guessed that one
 
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