Two massless objects exist in a flat spacetime, objects A & B. A has a velocity of 0.866c, moving directly away from B, from the frame of reference of B.
B will perceive A's time to be passing at 50% of B's time, and, due to relativity, A will perceive B's time to be passing at 50% of A's time.
If A stops at a distance from B, and instantly reverses it's velocity, returning to B, A will perceive B's time to have only progressed half as much as it's own time, but B will perceive A's time to have only progressed half as much as IT'S own time.
The result of this is that, if the two are separated at their inception, upon A's arrival, A will perceive B to be half it's age, and vice versa, both of which cannot be correct.
How can this be reconciled with the conclusion of the twin "paradox", in which the "stationary" observer is truly the one who is older than the one who was "in motion".
I am aware that this may not truly be a reconciliation, and might instead simply be a correction of a misunderstanding.