Conservation of Energy is Upheld whenever Time moves Backwards,
because we haven't touched Energy. We've merely altered Time by
Reversing the Polarity of Current relative to the Polarity of Voltage.
Whenever Time moves Forward, the Polarity of Current is in
Alignment with the Polarity of Voltage and Energy is Entropic,
namely: it Diminishes with Time. But, whenever Time moves
Backwards, Energy continues to Diminish, but in Reverse of our
Perspective of Time making it appear as if Energy is Increasing
when it - in fact - is not (from Its Perspective). Only from our Per-
spective does it Appear to Increase. But our Perspective does not
count. Only the Perspective of Energy is Important whenever we
consider whether or not the Conservation of Energy has been up-
held. So, the Conservation of "Perspective" has not been upheld
since we've altered our Perspective via the Reversal of Time.

Energy = Mass × (Speed of Light)^2
√{Energy = Mass × (Speed of Light)^2}
±Electrostatics = ±Magnetics × (Speed of Light)
Whenever the polarity of sign is the same on
both sides of this famous equation, then Power
is Positive, Energy is Conserved, and Time
moves Forward. But, whenever the polarity
of sign differs between Electrostatics and
Magnetics, then Power is Negative, Energy
remains Conserved, but at the Expense of
Time moving Backward since: √x = ±y.