![]()  | 
	
		
 Anyone smart around here ? 
		
		
		
	 | 
		
 What's there to figure out? 
	 | 
		
 Damn, that's really weird 
	 | 
		
 MandyBlake     Have you looked at the picture ? 
	 | 
		
 cool 
	Try moving the pieces around in photoshop maybe?  | 
		
 Iit's bullshit and not logically possible and I hope someone proves me wrong. 
	 | 
		
 funny? 
	 | 
		
 Quote: 
	
  | 
		
 It is possible and has a mathematical reason :)  which I will prove it a little later :) if no one will figgure it :) 
	 | 
		
 No.  The graphic is faked. 
	Simple calculus would result in the same result. Integrate the slope of that cuve (probably arounx 1/2x over the limits of the box and the answer will be the same. That graphic is just a mind bender.  | 
		
 isnt it just a play on shapes? 
	 | 
		
 If you look at the top figure there is more space in each of the white boxes that touch the top black line. :2 cents: 
	 | 
		
 hmm, are you serious about figuring it out? 
	I don't know if I can explain this in words but here goes: The red piece uses up 8 blocks in length, and the teal piece uses up 5. The entire length of the combined triangle is 13 blocks, hence 8+5. All that's done is the the flipping of the orange block first to create the necessary space to switch the green & red blocks. The entire length still remains red + green (13), but the orange piece had to be slid down to accomodate the red one on top. After reading what I wrote, it sounds like bullshit but damn it, I can see it.  | 
		
 The top image dips and the bottom image bows. Both of the angled pieces have lines drawn from one corner to another, so they actually both use the same surface area. The hole comes from the misperception that the angle is the same on both images. 
	http://www.kinklinks.com/2090.jpg  | 
		
 HeebyJeeby    Congrats !!! 
	You have figured it !  | 
		
 Nope, we're all dumb 'round these parts! 
	 | 
		
 haha, i dont get this. Must be accurate though right? 
	 | 
		
 Quote: 
	
  | 
		
 DreamCumTrue, you souldn't be proud of that ! :) 
	 | 
		
 bottom cubic pieces need to be up on top of eachother like the top image. then switch the two triangles and wallah! 
	 | 
| All times are GMT -7. The time now is 08:18 AM. | 
	Powered by vBulletin® Version 3.8.8
Copyright ©2000 - 2025, vBulletin Solutions, Inc.
	
	©2000-, AI Media Network Inc123