Two photonic life forms having the ability to travel at c, grab a third photonic stretch creature with the ability to stretch at rate c, ...take off at right angles to each other but it seems that the photonic stretch creature cannot have a stretch rate faster than c ... relative to the others?
Two photons traveling relative to each other - cannot have a relative separation velocity greater than c, whatever angle they may be relative to each other, or can they?
How can two photons have a separation rate of √2 c ~= 1.414 c , which is greater than c?
Wouldn't the separation rate be c since two photons separating at 180 degrees = (c+c)/√(1+(c/c)^2) = c ?
If two photons are traveling at right angles to each other with velocity vectors of c then what is the velocity vector of the hypotenuse of the right triangle and does this velocity triangle form an equilateral triangle with three angles of 90 degrees if c^2 + c^2 = c^2