More on Entropy In the last issue I discussed entropy in terms of information and energy. Through an analogy with Special Relatively, I theorized that increasing the spacial order of a system increases its temporal order. Thus, its energy potential is also increased. Does a way exist to increase temporal order directly? Heisenberg's Uncertainty Principle states that if the time interval is short enough, then the energy transitions that take place during this interval are indeterminate and may violate conservation laws. Our view of the Universe is limited by our perception of events in time. If the period of time is sufficiently short, then we cannot be sure of what is happening. If a system can produce energy transitions within an ultra-short time interval, then the possibility exists for free energy during this interval. Free energy may lurk in the cracks between our perceptual intervals. In order to use this energy, a collection and storage system must only receive energy from the ultra-short system. This second system may be a one-way, inductive field system with internal dynamic equilibrium. The increased energy potential of the second system results in a higher degree of spacial order for that system. The second system occupies a new, higher level of dynamic equilibrium. The Universe surrounds us. Our knowledge of it is determined by the limits of our perception. We really have no idea what's going on in the cracks between our Worlds.