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Old Jun 14, 2005 | 10:32 AM
  #21  
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That's five... FIVE bacons!

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Old Jun 14, 2005 | 11:15 AM
  #22  
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LOL! I love it. I'm thinking about a proof.
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Old Jun 14, 2005 | 11:19 AM
  #23  
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Got it I think. I think I know the proof... just need to think it through to write it out. It's actually similar to the way I do math (I don't remember my mult tables... I have this pathetic arithmetic learning disability so I made up rules as a kid... this relates to some of them.)
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Old Jun 14, 2005 | 11:21 AM
  #24  
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QED
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Old Jun 14, 2005 | 11:40 AM
  #25  
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I don't need to do the proof unless someone needs the words. Josh did a great job illustrating exactly what happens. You just need to see that the multiplier is 1101 and follow Josh's math.

You use the bottom (1) second from bottom (1) skip the next (0) and use the top (1.... that's 1101) Then read Josh's explanation as to how binary mult works.

Way to go Josh.

(This really is close to the way I multiply since about 5th grade.)
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Old Jun 14, 2005 | 11:41 AM
  #26  
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Originally Posted by PeaceLove&S2K,Jun 14 2005, 12:21 PM
QED
quod erat demonstrandum
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Old Jun 14, 2005 | 11:50 AM
  #27  
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Must be that "new" math!
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Old Jun 14, 2005 | 01:46 PM
  #28  
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Originally Posted by The Unabageler,Jun 14 2005, 09:38 AM
for non binary geeks - when you do long multiplication, in essence you divide the bottom number by 10 each time, and the result of the single multiplication is multiplied by 10 (you add a zero at the end) before you sum it all up. Same in binary, except is divide/multiply by 2 each time.
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Old Jun 14, 2005 | 01:46 PM
  #29  
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Originally Posted by PeaceLove&S2K,Jun 14 2005, 11:32 AM
That's five... FIVE bacons!

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Old Jun 14, 2005 | 03:52 PM
  #30  
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Case any of you GEEKS need a new pair of jeans...............
CHECKIE! http://www.intellifit.com/site/index2.php
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