User:TheCubedCube

Words To Live By:
"The Squared Square that was squared, was only squared because it was square."

"Only a square square could be squared, for all other squares weren't square."

"The square is not squared because it is a square, but because it is square."

"If a square is square, you best be sure it's squared."

"If the only thing in life you square are squares, then you aren't a square at all."

"To become squared, you must believe that you are square."

"Not all squares are squared, but only squared squares are squared."

''' "A square is not a just a shape, a number times itself, or a person, a square can be so much more..." '''

- The Squared Square

A Paradox by The Squared Square
However the square was not only squared because it was square but also because it was a square. And let it but known that the Squared Square's squaredness was never in question, but only the fact that the square that was squared was squared and a square. And even though the Squared Square was only squared because it was quite square with being hit square right in the square with the squaring stick, the stick that squared squares, the Squared Square was overall squared with being squared.

More about The Squared Square
$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$$$\square^2$$