That's wrong, 'cause you never say how many zeros there are. There are 8, and so the first number should be 8. But then there aren't 8 zeroes. It's hard.
Is the answer, "no i cant find an 8 digit number where the <insert puzzle here>"
Woah...I totally forgot about this. I was supposed to give clues rite?
K, if you add up all the digits in the total number, you get 8
(Like if you add up all the digits in 2000, you get 2.)
so is it 80000000?
"The watcher cannot possess the beauty of the souls, though it sees them; the owners cannot see the beauty, though it is their own".
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There's only seven zeroes in that.
Sentynel - Head Ninja, Admin, Keeper of the Ban Afrit, Official Forum Graphics Guy, and forum code debugger.
A still more glorious dawn awaits, not a sunrise, but a galaxy rise, a morning filled with 400 billion suns - the rising of the Milky Way
and shouldnt the last 0 be a 1 because there is 1 8, in which case there would be 7 0's....
Do you guys need another clue?
Wouldnt mind one, lol. Nice puzzle btw...
Clue: There are only 4 different digits
(Like in 2000, there are 2 different digits.)
This clue will probably give it away....
Nope.
How can 1 be the first number if there are no 0. And I didn't say that the numbers were 1-4. There are only 4 different numbers, which means that some are repeated. But there doesn't have to be a 2 for example.
But it all adds upto eight?
Yup... and there's 8 different numbers, although some are repeated.
This ones beat me..im no good with numbers.
why cant it be 70000000?
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Because you don't say how many sevens there are.
Sentynel - Head Ninja, Admin, Keeper of the Ban Afrit, Official Forum Graphics Guy, and forum code debugger.
A still more glorious dawn awaits, not a sunrise, but a galaxy rise, a morning filled with 400 billion suns - the rising of the Milky Way
I said that the first number is four. That means that there are 4 zeroes. You can work it out from there.
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