About: Cube (geometry)   Sponge Permalink

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Today, all of the true, perfect cubes of foundation have been snapped up by major technology companies. It is impossible for the average individual to own a perfect cube for these reasons: * Each face of a cube is actually made up of an infinite number of lines, stacked atop one another. Even if one had all those lines, the cloning technology is not available to create all three faces. * The volume of a cube is made up of an infinite number of pentagons. Same reason as previous. * The reader must visualize an ant on a paper plane surface. It can move in two dimensions, but not upward or downward. The best estimate of a third dimension it can tell its buddies at the co-op is an infinite number of two-dimensional pentagons, leading to the same reasoning as the above two. * A cu

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  • Cube (geometry)
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  • Today, all of the true, perfect cubes of foundation have been snapped up by major technology companies. It is impossible for the average individual to own a perfect cube for these reasons: * Each face of a cube is actually made up of an infinite number of lines, stacked atop one another. Even if one had all those lines, the cloning technology is not available to create all three faces. * The volume of a cube is made up of an infinite number of pentagons. Same reason as previous. * The reader must visualize an ant on a paper plane surface. It can move in two dimensions, but not upward or downward. The best estimate of a third dimension it can tell its buddies at the co-op is an infinite number of two-dimensional pentagons, leading to the same reasoning as the above two. * A cu
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abstract
  • Today, all of the true, perfect cubes of foundation have been snapped up by major technology companies. It is impossible for the average individual to own a perfect cube for these reasons: * Each face of a cube is actually made up of an infinite number of lines, stacked atop one another. Even if one had all those lines, the cloning technology is not available to create all three faces. * The volume of a cube is made up of an infinite number of pentagons. Same reason as previous. * The reader must visualize an ant on a paper plane surface. It can move in two dimensions, but not upward or downward. The best estimate of a third dimension it can tell its buddies at the co-op is an infinite number of two-dimensional pentagons, leading to the same reasoning as the above two. * A cube is a type of rectangular prism; it diffracts light. Imagining you could get ahold of a prism, it would never be a cube as the diffraction patterns could not be perfectly aligned. * If an ant could think, it would defy reality. Since ants are part of reality, and the imagining of the many pentagons requires thought, the existence of many pentagons would defy reality. “You are so drunk.” ~ Lord Byron on that * OK, peanut gallery, how about this. Material things are not ideal. Material things must die, but ideals are forever. Therefore, since Cube has not died, it is not material and therefore cannot be constructed... yet. But even if it is material everyone will probably die before Cube because it's cool. “OK, dude, now you're stoned.” ~ Lord Byron on above * Right, you asked for it. We will construct a 1-unit-long line segment at the origin, representing the base edge of the cube. Now we shoot an infinite number of points at the line on . The probability of any one point hitting the line segment is: So it doesn't matter how many points you shoot at the line; they all have P = 0 of hitting. Therefore the line doesn't exist. Therefore the cube doesn't exist. Happy now? “Whoa.” ~ Neo on what he said
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