SYSTEMS VOLITIONAL MECHANICS Volitional mechanics has four stages, which are each part of    the cycle of a perpetual motion machine Volition - Volition is represented by the highest point of motion for the most mobile units, and the application of mass and / or momentum that happens afterwards. It expresses the machine's potential energy and general energy principle. Devescension - This period shows the machine's ability to recover some portion of its motion automatically. It typically involves transport by downward-sloping ramps, which mirror other upwards or downwards sloping ramps. Devolition - This incorporates both the period of devescension and the period of vescension. It may be used as a name for the strategy of returning to a high altitude. Vescension - During this period, which may be a long, rising, mostly horizontal motion, the device attempts to recover the remainder of its energy by gaining momentum. In devices incorporating the four periods as above, it may be observed that such devices make use of the following equations: Hypothetical Volitional Energy =    Mobile Units / Dual-Axial Units Hypothetical Volitional Equilibrium = Mod. Units / (Stems Per Cycle / Sub-Cycles Per Cycle) Volitional Efficiency or Relative Unity Rating = Volitional Energy / Volitional Equilibrium In general, there are two requirements:                1. Motion from rest at no cost, and                2. Extractable energy. And the general principle is something like,        "Momentum without inherent velocity".   MORE ABOUT PERPETUAL MOTION   BACK TO SYSTEMS THEORY