| 摘要 |
<p>A basic structure model of the real course is a structure of sets of parallel planes which form - together with common intersection lines - a balanced structure of condensation, transformation and rotation or central spin lines on which condensation points are strung. Rotation or spin lines are formed by a set of pairs of rectangular, parallel planes with a unit raster. On this basis, sets of parallel planes with the raster equal to the altitude of the equilateral triangle are formed according to the principle of equivalence, determined by the equilateral triangle. Nine sets of parallel planes which are multicharacter, form the basic structure of real course. The real course can be preserved during the phase transitioning of basic elements of Creation within the regulated basic structure of real course which is represented through the Basic Structure Model of Real Course. Sets of parallel planes form two basic elements of this structure in the shape of tetrahedron and the shape of square base pyramid, which contains - with regard to the rotation axis - a cone element with the axial cross-section of the equilateral triangle.</p> |
