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Participants Mr. B. Hillis Ms. S. Johnston

So e to the minus cs times f of c.

(Signed) Boris N. YELTSIN (Signed) William J. CLINTON

'Tasn't right have such dargs Whad 'e bite 'n for, than? and so forth.

And then above c, it's going to be e to the minus st times f of t minus c.

RUSSIAN FEDERATION At the thirty eighth, thirty ninth and fortieth sessions Union of Soviet Socialist Republics.

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SIDC Small island developing country

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So e to the minus sc f of c times my delta function t minus c dt.

Essentially, we're just evaluating e to the minus st evaluated at c.

Pa Ka

This is going to be e to the minus sc times f of c.

I could say some function of x times c times e to the minus 2x, but the c is kind of encapsulated.

So the determinant of A13.

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I tell 'e, 'e ain't gart no 'ed at all.

Henry!

Mark him!

Face.

So the Laplace transform of our shifted delta function t minus c times some function f of t, it equals e to the minus c.

If I just multiply that times that, I essentially get e to the minus sc times f of c.

Are you sure he didn't forget?

You didn't tell them?

Did he have it coming to him?

What did I say?

Haven't you heard?

Didn't they tell you?

Joe?

Didn't I tell you?

Haven't you?

Didn't you realise?

Didn't you hear?

You hear me?

Well the first derivative of e to the x is still e to the x, 2 e to the x, minus 3 times a function.

So you have plus n s times the integral from 0 to infinity of t to the n minus 1 times e to the minus st, dt.

London

The derivative of t 2 with respect to t is 2t, derivative of sin(t 2) with respect to t 2 is cos(t 2).

We get 9 e to the minus 3x, minus 6 e to the minus 3x, minus 3 e to the minus 3x.

Stuart, H, (1999).