so if A to B photon travel takes less multiverse configs (less sheaves and A to C has more metric distance and has more sheaves ---> how could then the state iteration of from referential frame e.g. at E -> there is e.g n system eigenstates having distinct referential frame. to E as if there is some time of ordered posets from A to B to C then. how sum of E's eigenstates could go in most cases such direction which then it confuses as time whilch is actually a probabilistic sum of ordered posets iteration but not that there passes time. its something like for all that thing, it could be even a single eigenstate to stay forever. so the sum of eigenstates of E of its possible near probable versions, there must be some mechanism that sum of its probable states most possible version would have such a poset dynamics. -> so that the eigenstates change instantaneously but their change is also similar to a permuation grp that at a one time it has one config...