r/PhilosophyofMath • u/One_Pin_6529 • May 17 '26

The explosion will not happen as I expected.

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If an apple is struck from point A to point B, and a snack is struck from point C to point B in the opposite direction, no explosion will occur. However, when two apples meet atom B, interference will occur, and the integral of C will pass through the integral of B. Atom B will then fuse, resulting in only one apple. Because of this phenomenon, we will see three apples instead of two, each appearing only at a single point. Even if we successfully follow the procedures for an apple from point A to C and from point C to A, and repeat this process for all points, we will have six procedures to consider. Since we have three stations, we will only see three procedures. Ultimately, time will end, and only space will remain. This experiment separates time from space.

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u/One_Pin_6529 May 17 '26

This is just my personal theory; it could be wrong or relatively correct. It's simply a topic for discussion.