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 Star Wars Technical Thread 
		
		
		Got a burning question about SW? How do you read those Imperial rank badges? How fast is a hyperdrive? What do you get when you cross Jar Jar and an Ewok? Curious, in dire need of an answer, or just messing around, it doesn't matter. Ask away.:P 
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 What happens when you get a Tim Dalton lookalike and a redhead woman with wings and they get married... :P 
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 Why was that Woman foolish enough to Date him in the first place :P 
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 Max's attempt at a thread backfired.  :P 
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 LMAO! 
	Anyway, I have a problem reading Imp rank badges. Can you explain them please?  | 
		
 Max, your thread has gone wrong :P 
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 EDIT: For the record, im on Max's side for this one lol.  | 
		
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 I am neutral again. Attampts to turn me to one side will result in a death by another sides prefered weapon. :P :D 
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 Good punishment there, Chris. 
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 I've never tried to turn you Chris. :P 
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 Lies!  Treachery!  Deceit! 
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 *tranquilizes Danny* 
	Anyway, Ross, you can read Imperial insignia with a little practice. There's a mathmatical formula that can apply to any insignia. Blue Squares=1 Red Squares=2 Gold Squares=2.5, unless it pairs with another gold, in which case each is 1.25 Standard Code Cylinders=-1 The Motti or "spark plug" cylinders=-0.5 Example: http://my-pages.net/files/misc/swvii/commander.PNGhttp://my-pages.net/files/misc/swvii/codecylinder1.gif Three red+Three blue+One Standard Cylinder=6+3-1=8. This is a Captain/Colonel.  | 
		
 Uh, right it's going to take some time to memorise all that. Or I could bookmark this thread for reference lol. 
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 That's a ridiculously complicated insignia pattern.  Star Trek's pips are instantly more readable and universally recognizable.  I'm surprised the x, y, and z variables aren't in that equation anywhere... 
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 Actually Imp rank badges are infinately more logical. The Trek rank badges have a hollow black pip seemingly thrown in at complete random. 
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 No, no, no!  A black pip is equal to one-half of a gold pip!  It makes perfect sense. 
	Gold = 1 Gold and Black = 1 and 1/2 Two Gold = 2 Two Gold and Black = 2 and 1/2 Ridiculously simple, no? It's not "thrown in at complete random," and it certainly isn't confusing.  | 
		
 Yeah but what's 3 Gold and one Black, that's not in the series. And where is one Black on it's own? See it's thrown in at random. 
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