Colorado B.S. Thread

"Ghetto shit"?

You need a firearm?

It's Denver, not Mogadishu.

 

Truth.

 

I carry everywhere. It could be a place with a crime rate of 0% and I'd still carry. I also agree with the ghetto part too. Denver has gotta be like what, 5% natives to colorado now.

 

Boo.

And boo.

 

I go downtown all the time, unarmed.

 

Something triggered a memory tonight...

Through my years as a kid, my family did little to no camping and we only owned cars.

When I was a little kid (9? 10?) I saved a "bunch" of chore money to buy a toy. I landed on something so random that even my parents questioned it.



It's funny how things come full circle.

 

Yay for me

 

And the weird e looking thing is just partial integral

 

Along with the other 90% of the people down there. I like to feel special

 

Hahahahahaha I think Rocky Mountain men's clinic can help you then.

 

Not sure what you're referring to, bud. Got a pic?

 

He's talking about the del operator. He doesn't know what the Greek letter means in the long form.

 

This thing...

 

Yah that stuff but phi?? I think is what it is? Lower case e with a tail,

 

That's partial derivative what's partial integral

 

Huh. I always thought of that as the upside down delta.

 

Yah the upside down delta is Del

And Del dot F is like a derivative

What's that but for an integral

 

To my knowledge there is no direct analog to the del operator but with integration. There is a process called "integration by parts" or "partial integration" though.

 

Yah that, you can use that on Del dot F

 

You're referring to the divergence of a vector field, right? It's like a derivative in as much as it's the sum of the partial derivatives, yes. But there really isn't an analog of divergence in terms of intervals that I can think of off the top of my head.

Best I can come up with is something like integral 'forms' of equations, like Maxwell's equations. They can be represented both in differential (derivative) form or integral form.

Not sure if any of that helps.