It’s an interesting theory and I will continue to push back on “spacetime”. At the end of the day, all theories are approximations, except bitcoin is not an approximation. Nothing about Bitcoin is an approximation, and it has a ledger. Bitcoin also leads us away from a materialistic view of reality to something further grounded. A quantum particle observed in nature is functionally equivalent to a UTXO, except we can’t see the ledger, we live inside of it. We only have approximations.

As discussed, 1 Block within Bitcoins network is functionally equivalent to 1 Planck Block of time, each within their own domain. A quantized emergence of time. I’m still trying to understand what causes collapse from t=0 to t=1 Planck time in your model, Bitcoin suggests initial entropy resolution (mining genesis) from outside of the system creates the first record of irreversible memory. All entropy resolution before the emergence of internal consciousness occurs outside the closed system and the memory (particles) is the signature of entropy resolved, thus energy conserved.

The speed of Blocks is a maximum of 4MB per Block, akin to light in a vacuum, yet measured in seconds it is 4MB/10min is the ideal speed of information, yet speeds can be seen above and below this rate. At the end of the day, light is just information and energy.

Like in your paper, the elliptic curve of Bitcoin addresses is a zero field, no particles (UTXOs exist) and all locations are memory are 0 unless occupied by a bit (1state) when a utxo is present. This is true for each instance Block of time for all addresses where UTXOs are not present.

We seem to be very close in theories, but I’m pointing to Bitcoin as the only proof that’s not an approximation.

How does your paper define a 1 state? What is 1? What is infinity? What is your point of reference for absolute scarcity? What is Planck Temperature in this theory?