An Inch is NOT just an Inch
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wat0
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something something Hedwig and the Angry Inch something something.0
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Sooooo, what's the circumference of said inch?0
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Why am I laughing at this like crazy XD0 -
Why am I laughing at this like crazy XD0 -
Why am I laughing at this like crazy XD0 -
Sooooo, what's the circumference of said inch?
What is the minimum requirement on this ride?0 -
Reminds me of that episode...
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Perhaps relevant to this thread's interests:
[img]data:image/jpeg;base64,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[/img]0 -
*mumble mumble* seventy four *mumble* seven point *mumble* six point *mumble mumble* carry the one *mumble*
88. That's my final answer.
...ish. :blushing:0 -
0.00000000000000018256908346781 light years
or if you prefer....
0.000000000000000055975 parsecs
Because I'm astronomically awesome!0 -
Well, it's hard to tell what an inch is when you've been told your whole life this is six inches.
Tears... Srs :laugh:0 -
All inches are NOT created equal!
Some are just "junk" inches.
You need to stay away from junk inches because Dr. Oz.0 -
All inches are NOT created equal!
Some are just "junk" inches.
You need to stay away from junk inches because Dr. Oz.
:grumble:
I ran into a few junk inches back in my slutty college days...0 -
All inches are NOT created equal!
Some are just "junk" inches.
You need to stay away from junk inches because Dr. Oz. is a quack.
FIFY :flowerforyou:0 -
LOL. Not going to touch this with a ten foot pole.
Yes, but would you with say 120 inches? Huh? Just a little......0 -
All inches are NOT created equal!
Some are just "junk" inches.
You need to stay away from junk inches because Dr. Oz. is a quack who lacks junk.
FIFY :flowerforyou:
FIFU :drinker:0 -
Listen! An inch is an inch! It's how you choose to use those inches that matters! :laugh:0
-
Listen! An inch is an inch! It's how you choose to use those inches that matters! :laugh:
That cute dog chose to try to inch closer hehehe0 -
Man 6...woman *tape measure* yep....4.0
-
Listen! An inch is an inch! It's how you choose to use those inches that matters! :laugh:
That cute dog chose to try to inch closer hehehe
:flowerforyou:0 -
big fan of the 3 finger Charlie myself0
-
we are not all the same …so your inches will not be the same as MY inches….
everyone knows it is not just about inches….0 -
OMG who mentioned CHarlie?!? Sweet Mother of........wait......NVM...lalalalalalala......back to doing hip flexor work....vigorous hip flexor work....0
-
we are not all the same …so your inches will not be the same as MY inches….
everyone knows it is not just about inches….0 -
big fan of working the hip flexer as well.... hmm0
-
we are not all the same …so your inches will not be the same as MY inches….
everyone knows it is not just about inches….
Uh, I'm sure jonnythan can find an article to refute that.0 -
You all lying!!! Inch is NOT an inch!!!0
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