Relational Time Convergence Paradox

We present the Relational Time Convergence Paradox, which arises under minimal assumptions about temporal relocation and relational dynamics among conscious agents. If agents can reposition themselves in time—either forward or backward—and permanent relational isolation is not a stable condition, then temporal separation cannot persist. For example, if an agent A relocates to a particular temporal slice and brings a relationally connected agent B, and B is in turn connected to C, then iterative relocation driven by relational bonds leads all connected agents to coexist within the same temporal slice. This process does not require infinite lifetimes, universal relational attachment, or backward time travel alone; forward-only relocation is sufficient given unbounded coordination time. The paradox implies that any connected relational structure of agents must eventually converge temporally, challenging the coherence of persistent distinctions between past, present, and future. At least one otherwise plausible assumption about time, agency, or relational emergence must therefore be false.