"|Eight_Three|Three_Three|Eight_One|Eight_One|Nineteen_Five|Nine_Two|One_Two|Eight_Three|Six_One|, |Seven_One|One-Thousand_Nine|Five_Three|One-Thousand_Nine|Eight_Three|Nine_Four|Six_One|!"

I'll see if anyone can decipher this. You'll need some serious puzzle solving skills to get this. Don't bother looking it up, I made this up on the spot. It's a quote from one of my favorite characters in a game. Also, the winner get's nothing. This is just for fun.

@PlesleronTepryos Can i ask if this is a form of substitution cipher?

I've never heard of that, explain.

@_Haxington_ That can't be the case either because some of the numbers just repeat and they would not make sense if they represented words...

Each thing between a | is a letter, looking closely at what's between each | is what will solve it.

Is it ASCII code for binary letters?

Wait wrong account

@The_Green_Gamer Is it ASCII code for binary letters?

No, I made this up by myself. Look closely at the first number, then the second.

I really want to give a hint, but it'll be obvious then...

The first word (the one behind the _) is what you use as a template, the second word (the one after the _) is how many times you count on the first word. I know this may be too obvious, but I can't think of any other way to explain.

@_Haxington_ You mean this one?

Eight

Any word behind the _ is used as a template for the word after the _.