In this way, an observer can see an object, despite the object being at a distance, by interpreting the pattern of other objects (photons), which physically travel across that distance.
That is
an answer to the question I asked. It may not be the
correct answer - I am more than happy to accept that it is wrong - but it has a specific characteristic that makes it
an answer: It provides a
mechanism by which the distance between object and observer might be overcome.
How does "efferent vision" "eliminate time and distance"? That's my question. Just saying that it does is
not an answer to the question.
If the question is "How did Knights Choice win the Melbourne Cup?", we could say "Knights Choice ran faster than any of the other horses". We could say "Knights Choice was rocket propelled". We could even say "Knights Choice teleported to the finish line". All of these are answers, (though some are wrong answers, and some require a lot of fleshing out).
Answering "How did Knights Choice win the Melbourne Cup?" by saying "Knights Choice was the winner because the winning horse was called Knights Choice" is not a
wrong answer. It's not an answer
at all.
So, let's try again:
There is a person; A large bright object (for example the Sun), and a distance between them. The person knows about the object. How did the knowledge overcome that distance?