LONG LIVE RED CHINA (Would you like your troll mein with soft or crispy noodles?)

12/26/05 | C.L. Gartman

[the_red_anedote]

China will never go down, and don't think you can banish communism. Because the people won't let it. They know they are the last standing, they are the only ones left. America is in a decline while China's climaxing, America will go down. We are just done with our prime, if anything, we were going into a depression since 1992 (and don't say you don't know that year). Communism is the American's medias' worst nightmare, because of censorship. I hope we all have to read one newspaper and wipe my butt with one brand of tiolet paper. I hope we all die for our next generations to wear the red armband. We deserved 9/11, and they enjoyed it. You probably hate me now, I know, you just still think like its 1945, well too bad its 2005. We only stand to fall.

[Irish_Thatcherite]

You tell her that!

[stephenjohnbanker]

Man, that is strange. The equations disappeared when I posted them. The ghost of Rod Serling is amongst us!

[Irish_Thatcherite]

A square wave is the derivative of a triangular wave, and a triangular wave is the integral of a square wave, so an electronic circuit called an integrator converts square waves into triangular waves, and then of course there is Fourier and Laplace..... (shudder).

[NicknamedBob]

& int ; 7 yields ∫7 if you want to post an integral function sign.

[Abundy]

"while China's climaxing, America will go down"

were you watching porno when you typed this?

[NicknamedBob]

He was reading "My Life" by Smug Supercilious.

[Irish_Thatcherite]

∫Thanks Bob!

[stephenjohnbanker]

the_red_anedote would be the first one the ChiComs enslave
when they take over : )

[stephenjohnbanker]

~

[Irish_Thatcherite]

~~~~~~~~~~~~~~~~

[Irish_Thatcherite]

the_red_anedote would probably like that....

[NicknamedBob]

The Leibniz integral rule gives a formula for differentiation of a definite integral whose limits are functions of the differential variable,

It is sometimes known as differentiation under the integral sign.

This rule can be used to evaluate certain unusual definite integrals such as

for (Woods 1926).

Feynman (1997, pp. 69-72) recalled seeing the method in Woods (1926) and remarked "So because I was self-taught using that book, I had peculiar methods for doing integrals," and "I used that one damn tool again and again."

[NicknamedBob]

You were doing the equivalent of posting a reference which had been “earlier quoted” using the equivalent of “ibid.”

As you discovered, that doesn’t work.

What you have to do, in addition to copying all of the text and referred diagrams, is copy the original root or prefix to the referred diagrams and insert it into the image source reference.

Simple as pi, isn’t it?

[Monkey Face]

I have a problem with my pickup truck. It starts first thing in the morning, but if I shut the engine off for a few minutes (less than 15) it won't start. I MAY get a "tik-tik-tik" and then nothing, or I may get nothing.

A jump start won't do anything during that time.

Is it: the starter, the battery, or a short in the wiring to and/or from the ignition to something else?

[Irish_Thatcherite]

"I used that one damn tool again and again."

I think I'll put a square wave into an integrator...

[Irish_Thatcherite]

Copy and paste from Notepad, in other words.

[stephenjohnbanker]

Fraid so.

[Darksheare]

Sounds like vapor lock actually.

[Irish_Thatcherite]

He likes been dominated, especially when China is climaxing...

[stephenjohnbanker]

Simple as 3.1416?