The Holographic Universe and Pi = 4 in Kinematics!

[gravityblock]

No, making the diversionary steps forced by the squares method you have specified smaller increases the number of diversionary steps.  By your own assertion, the length of such a path remains stuck at 4*D.  The path length of the circumference is Pi*D which has been approximated to eight digits as 3.1415953.

No, because a real circle with a time variable will have a path length which is also stuck at 4*D at the planck scale as it traverses through space-time in a zig-zag or rectilinear motion.  The path length of the circumference is 4*D with no approximation.

Gravock

[MarkE]

No, because a real circle with a time variable will have a path length which is also stuck at 4*D at the planck scale due to traversing through space-time in a zig-zag or rectilinear motion.  The path length of the circumference is 4*D with no approximation.

Gravock

If you want to keep ignoring reality, you are free to do so.

[gravityblock]

If you want to keep ignoring reality, you are free to do so.

Again, your post is not a scientific argument.

Gravock

[Farmhand]

You conveniently left out the first four steps.  We'll start walking at the same speed in the fifth tile or the fifth step in the illustration below, and we'll finish at the same time.

In addition to this, references and support for my position has been provided.  Your disagreement with those references doesn't make them not credible!  You have only asserted those references aren't credible without providing one scientific argument against any of those references posted in this thread.

Gravock

Tile 5 or step 5 is impossible to achieve. 

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[gravityblock]

Tile 5 or step 5 is impossible to achieve. 

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This is possible to achieve.  Step 5 only needs to be repeated down to the planck length and not repeated to infinity as the illustration says.  Step 5 should say, "repeat to the planck length".

Gravock.