All capacitors have 100m Ohms of equivalent series resistance. Inductor, LOAD1, possesses 1 Ohm of series resistance and 1 µF of parallel capacitance. Inductor, LOAD2, possesses 25 Ohms of series resistance and 25 µF of parallel capacitance.
The coupled inductors serving as mock-transformers (without an iron core) have an air core and are similarly constructed. Too many parallel neon bulbs will eliminate overunity probably due to their combined series positive resistance overcoming
their limited parallel negative resistance? Keep it limited to a minimum of two in each group surrounding each of the four central capacitors.
 
You know this circuit is doing its job whenever the voltage on V(V_IN) and V(LOAD2) are triangular waves. This indicates to me that the caps and coils within thee interior of Eric Dollard's analog computer across a transmission line (perpendicular
to its length) are firing normally in over-reactive mode and will eventually produce an explosion of overunity. Meanwhile, the voltage and current at V(V_LOAD1) and I(LOAD1), respectively, are ever-expandingly sinusoidal and another indication
that overunity is brewing. This coil is located at the far-end of this circuit (to the far left) and furthest from the sine wave voltage source, V1.
 
It takes less than 15 milli seconds for this circuit to explode with over 1e300 watts of power.
 
These two end-coils, LOAD1 and LOAD2, are fully in-sync with themselves yet out-of-sync with each other. In other words, the voltage of LOAD1 and the current of LOAD2 are 180° out-of-phase with each other. Likewise, the
current of LOAD1 and the voltage of LOAD2 are also 180° out-of-phase with each other. Yet, the current and voltage of LOAD1 are totally in-sync (in phase) with each other. And the current and voltage of LOAD2 are totally in-sync (in phase) with
each other. Thus, reactance is allowed to make this circuit into a generator of electricity, rather than a consumer (for the most part) utilizing the feature of negative unity, power factor. Plus, each inductive and capacitive component is in-sync with
itself, rather than the usual 90° out-of-phase condition so prone to commonplace circuit design.
 
This is why I like to call this archetypal circuit a Perfect Circuit. PWM could easily be employed to turn these waves into anything desired, such as the sine waves to satisfy a motor.
 
Granted, this circuit -- at this stage of development -- is not really perfect, because it does not self-oscillate (unlike one of my other overunity circuits which is not as obviously buildable as much as this one is: http://is.gd/reactivemotor ). But
switches, either timed or engaging sensors, could collapse these surges into pulses.
 
I don't think this circuit would explode in real-life. At least, I don't want to believe this to be so. I want to believe that this is just a pecularity of LTSPICE -- especially since Micro-Cap gives a much smoother set of trends which are easily controlable.
 
The impedances are interesting.... The voltage source averages more negative resistance (during its oscillating cycle) than its positive resistance. LOAD1 and LOAD2 have greater positive resistances than is their negative resistances. This tells
me that the voltage source is endothermic, namely: its paying the circuit for providing power, while these two inductors are exothermic, namely: they're costing to provide power! And the voltage source's propensity for exhibiting negative
resistance far exceeds the positive resistance of LOAD1 and LOAD2 inductors at the far end on either side of this circuit.
 
If we analyze this further, it becomes obvious that energy keeps building up because it has no where to dissipate within the core of the two daisy-chained modules in the center of this circuit. They are isolated from any external loads. Furthermore,
you may notice that the impedances produce spikes of negative resistance from time to time in a sort of randomized fashion. These spikes continue to increase in magnitude while the energy building up also is amassing more amplitude. Eventually,
an explosion of both occurs beyond what could be dissipated to satisfy our appliances.