At this rate I’m going to have to cosh someone.
(Mods, that’s not a serious threat - I’m just using hyperbole.)
There’s no such thing as angles, only extremely steep curves.
Most awesome post of the year!
We could say the same for parallel lines.
[serious break]Untrue - any curve, no matter how steep, has a tangent at any point, and hence a gradient at any point. The gradient of a line with an angle in it is undefined at the angle, e.g. the function y = |x|, where the gradient is -1 as x –> 0 from below and +1 as x –> 0 from above, and hence is not uniquely either (nor any other value) at x = 0. [/sb]
Thanks; I was wondering if anyone got the reference…
And don’t even think about what happens when they tell their kids to go sit in the corner.
Go away, you evil Doper-person! When I want my ignorance fought, I’ll let you know. 
In the meantime, I’m having fun , and wondering how Satan will deal with the [del]archangels[/del] arcs and angles.
Oh, it’s all smiles until someone with golf clubs comes along.
You must be stern about it. Then watch them go nuts trying to comply.
I’m afraid I’m going to have to side with chappachula and tell you to get bent.
Sorry, guys. This is the Dope, and you get your ignorance fought whether you like it or not. 
You got have a big parabolas to make comments like that.
Si
LOL. This thread is all right. The perpendicular course of this thread is acute.
Yeah, I bet you love crafting clever responses like that one.
Don’t go all non-Euclidean on us.
How many angles are on the head of a pin anyway?
What diameter?
I asked in a pizza shop how big the large and small pizzas were, and they told me the large was eight slices and the small was six.
So, I think it matters.
Well, ya know, they just take the same size pizza and slice it into six, because some people can’t eat eight slices.
But where do the Jutes fit into all this? Twisted into a coil of rope and shoved in a forgotten corner?
I thought they had Israel now.
ALL of them.