6 x 9
Ok who asked the ultimate question?
YAAR! Methinks ye be the Ultimate Question.
Ok who asked the ultimate question?
Nah. The question here is who played with weeble-wobbles as a child?
Regardless of what they are called, they don't fall down.No they do not. They certainly wobble though.
And for what its worth, I only had a couple of them. One of my friends, on the other hand, had several dozen as well as a farm playset and a jumbo jet airliner. I was very jealous.
Yes I know you did. (But not about your friend.)
This is why I was able to deduce your true age.
42
How did you know my friend had those playsets? And that I was jealous?Yes I know.
This is why I was able to deduce your true age.
** spoiler omitted **
You just told me.
My jersey number in high school!
Regardless of what they are called, they don't fall down.Ok who asked the ultimate question?Nah. The question here is who played with weeble-wobbles as a child?
Who didn't?
And they're called Weebles.
They do if you drop them from a high enough altitude.
...
What? I'm just sayin'...
They do if you drop them from a high enough altitude.
...
What? I'm just sayin'...
YAAR, but that wouldst be cheatin', mate.
YAAR, but that wouldst be cheatin', mate.They do if you drop them from a high enough altitude.
...
What? I'm just sayin'...
Where I come from, we call that creative thinking, or sometimes just testing the boundaries.
Where I come from, we call that creative thinking, or sometimes just testing the boundaries.
YAAR, that be what I call it when I be the one 'pushing boundaries'. When others do it, it be cheatin'.
Gary.
Ok who asked the ultimate question?Nah. The question here is who played with weeble-wobbles as a child?
Who didn't?
And they're called Weebles.
What about 42 in other numeral systems? You could be 42 and not even know it.All your base are belong to me?
Let's invent other number bases. The ones I currently know
are base 10 (decimal numbers), base 2 (binary numbers).First project: Post an algorithm where you input your
current age in years (base 10), and it outputs the base
needed to make your age "42".
(I wonder how irrational number bases behave?)
Let's invent other number bases. The ones I currently know
are base 10 (decimal numbers), base 2 (binary numbers).First project: Post an algorithm where you input your
current age in years (base 10), and it outputs the base
needed to make your age "42".(I wonder how irrational number bases behave?)
Too much work for now. Maybe later.
And I would imagine irrational based systems would behave irrationally.
Still not 42.
Wrong adjective phrase maybe??