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Let's say there's a multiverse that has an infinite number of infinite-dimensional spacetimes and the dimensions are spatial/geometric ones. Then there's a realm that views the multiverse as fiction. What tier would the higher realm (that views the multiverse as fiction) be if:
1. Theres no further context about the dimensions, apart from them being spatial. So we don't know if higher ones are superior to lower ones.
2. The dimensions of the spacetimes are stated to extend infinitely in all axes.
3. The dimensions extend infinitely and infinitely large higher dimensional spaces embed infinitely large lower ones in a cross section of themselves, like a sphere embedding a circle.
4. The dimensions are accepted as higher infinities but the realm which views the multiverse as fiction is not beyond the concepts of space, time, and dimensions.
5. Dimensions are not accepted as higher infinities but the realm is beyond the concept of dimensions.
6. Dimensions are not accepted and the realm is not beyond the concept of dimensions.
Thanks.
1. Theres no further context about the dimensions, apart from them being spatial. So we don't know if higher ones are superior to lower ones.
2. The dimensions of the spacetimes are stated to extend infinitely in all axes.
3. The dimensions extend infinitely and infinitely large higher dimensional spaces embed infinitely large lower ones in a cross section of themselves, like a sphere embedding a circle.
4. The dimensions are accepted as higher infinities but the realm which views the multiverse as fiction is not beyond the concepts of space, time, and dimensions.
5. Dimensions are not accepted as higher infinities but the realm is beyond the concept of dimensions.
6. Dimensions are not accepted and the realm is not beyond the concept of dimensions.
Thanks.
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