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How does dex work?

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"RAVER"does anyone really care?


+1

Always easier if someone else does it for u tho :P
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[quote="LUPISCUS"][quote="RAVER"]does anyone really care?[/quote] +1 Always easier if someone else does it for u tho :P[/quote]
Just came back after a week off Soma. Oh, what drama! :p

Good to know exactly how dex works though.

"ARKALOS"
Ok guys, ill do my best to explain how DEX works here ok ?

The actual defensive dex comes out of Euler's formula: e^{i x} = \cos x + i \sin x while x stands for X and i!= 0.
After .5 the equation changes to a differential one, according to Bernoulli who noted that: ∫ dx/1 + ax = 1/a ln(1 + ax) + C, divided by half ur int, substituted to the limit of arg(z)=theta=tan^(-1)(y/x), while x tends to infinity.

Simple as that.

GUYS U NEED TO GET LAID! ALL OF U! FAST!

Ark


Congrats, you win the thread. :D

You a fellow physicist Ark? :) Or a math person?
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[quote="IMCON"]Just came back after a week off Soma. Oh, what drama! :p Good to know exactly how dex works though. [quote="ARKALOS"] Ok guys, ill do my best to explain how DEX works here ok ? The actual defensive dex comes out of Euler's formula: e^{i x} = \cos x + i \sin x while x stands for X and i!= 0. After .5 the equation changes to a differential one, according to Bernoulli who noted that: ∫ dx/1 + ax = 1/a ln(1 + ax) + C, divided by half ur int, substituted to the limit of arg(z)=theta=tan^(-1)(y/x), while x tends to infinity. Simple as that. GUYS U NEED TO GET LAID! ALL OF U! FAST! Ark[/quote] Congrats, you win the thread. :D You a fellow physicist Ark? :) Or a math person?[/quote]

 

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