Let's just bring some reality to this.
What? Just when we were having so much fun calling each other names?
Back when I was in high school, the teacher gave one student a red rubber ball on a string and another a red rubber ball on a stick. They were, he said, an "electron on a stick" and an "electron on a string".
The point was that since one electron repels another, the "electron on a string" would be pushed slightly from the vertical by the "electron on a stick" (which, itself, is held rigidly by the stick). If you tilt the stick slightly so that the "electron on a stick" moves closer to the "electron on a string", there is a greater force and so the "electron on a string" is pushed back more. If you tilt the stick back away, the "electron on a string swings forward. Moving the "electron on a stick" back and forth causes the "electron on a string" to move back and forth. Since the force:
[itex]\frac{q_1q_2}{r^2}[/itex] is never 0, no matter how far apart the electrons are there will always be some force and (electrons are VERY light), some motion in response.
But how long does this take? If an electron HERE moves, does an electron THERE move instantaneously (all relativists cringe!). When Maxwell derived his equations for the interaction of electric and magnetic fields, he showed that the could produce waves and the speed of those waved depended on such things as the "magnetic permittivity of space" and other constants that could be measured. Taking the known values for them and doing the calculation he found- the speed was precisely the measured speed of light!
That's what light "is"- it is the interaction between electrons at far distant places in space- Across the room if I am looking at a picture on the wall, 93 million miles away if I am looking at the sun, many light years away if I am looking at a star. The reason we can "see" some of those interactions is that we have nerves in our eyes that react to the motion of electrons moving periodically with certain frequencies.