Long-range primitives: exactly which guarantee fails

A bit-only long-range primitive can also assist quantum teleportation when the receiver holds a previously distributed Bell half. With one measurement tick, $m$ bit-communication ticks, and one correction tick, the charged transport duration is $m+2$. It is outside the original cone only if $\ell >r(m+2)$. A Bell-distribution prehistory, channel capacity, and local gate availability must be declared. An $O(1)$ protocol overhead does not prove super-cone transport at every distance $\ell >r$.

No metatheorem about an arbitrary new syntax is inferred merely from these physical-channel facts.