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Chapter 3 - Wave Theory and Quarks
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The two loops in an energetic formation are in continuous competition. The gravitational (perpendicular) loop tries to maintain energy and the integrity of the wave. The energetic loop, with its pushing and pulling properties, can either disperse or maintain energy. Energetic paths near the centre of the swirl are impossible to detach from one another. The further they are from the centre, the weaker the paths’ forces. For this reason, these strong forces are in very condensed spaces. The behaviour of energetic matter is inflationary; its swirling propagation creates swirling, closed formations. The forces pushing toward the inside of the swirl create a singularity (picture to follow).

In a magnetic loop, the energetic paths face the inside of the swirl, so that everything around the loop is attracted to it. All objects that do not have enough energy to escape from its (so-called) gravity are pulled inward. Every formation having internal energy can resist a pulling object and avoid collapsing; escape, however, depends on the distance from the pulling object and the strength of the formation’s energetic loop (picture at right).

Before the Big Bang, the universe reached the point in its cycle in which its energetic matter had swirling and shrinking properties. Ever since the “Big Bang”, the universe has inflationary properties. This will be described in the chapter about the universe.

Swirls create magnetic and energetic loops that are in continuous competition with each other. The first swirl is a Kerr swirl. From its singularity, it expels energetic matter and creates energetic paths, creating a second swirl and paths. Depending on the position of paths and rings in the waves and between the waves, pushing and pulling properties arise. Energetic matter has only spin and inflation properties; all other forces arise from the behaviour of constellations of energetic matter. Each loop has some of the properties of its opposite loop as well (picture to the right).

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Dr. Chaim Tejman, Copyright© 2001. All rights reserved.