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jdjdirn

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All that can be, is. A mathematical proof is a statement about what can be in a particular system. A system can be anything that can be dreamed, by yourself, or indeed by the universe. Therefore mathematics in it's widest definition is the study of what can be in the universe.

Its like this: If something is to exist, would it not be absolutely absurd that only this exists? This universe in this particular configuration, out of all the possible configurations? It cannot be. Either there is nothing or there is everything. If there is everything then all possible configurations of thing are. Some of those things have patterns within them that 'percieve' the world to be time like. When really the whole thing is timeless, it is like all configurations of thing saved onto one giant hardrive, your life in bits on a 2 dimensional substrate. From the outside its timeless. From the context of you at x,y,z it is timefull.

Is this not totally obvious? How can this not be obviously true to everyone?