Maxwell’s Equations Simplified

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1.

Flittering backward and forward in time as a point-like fountain’s yield,

divergently virtual photons make a simple electric field.

2.

From no point-like source can the magnetic field ever diverge.

Only in circular loops can this particular field emerge.

3.

An electric field bends and curls as a magnetic field dances.

A flickering electrotonic field the electric field enhances.

4.

Around and around an electric current a magnetic field swirls.

A dancing electric field creates loopy magnetic curls.

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