Here is another related mystery: Bounce a light-beam between
two parallel mirrors at a slight angle so that the beam bounces
along the mirrors in a zig-zag pattern. How many bounces
will it take before the light beam loses energy and slows down
appreciably? 1000 bounces? 10,000? Of course, we know that
the light beam will never slow down no matter how many times
it bounces back and forth, despite the well-established fact that
light imparts a small momentum punch when it bounces off
objects (the principle behind solar sails). So, how does a single
beam of light impart countless momentum punches as it zig-
zags between the mirrors, yet still manage to emerge afterward
at the same unchanging speed of light? According to today's
science this is an impossible energy-for-free event.