N. LEVASHOV'S «SVETL BROOM» IN A. KHATYBOV'S «BATH SCHOOL» AND A LABOUR SPADE. BOOK 4. THE PHYSICS OF THE REALITIES

Book 4. The Physics of the Realities. Chapter 5. Atoms do not live alone 302 First. There is no octave above 84 (there must be all of them up to 512). Second . There are no complexes (pyramids) for forming high octaves, and the technology of their creation is unknown. Third . The number of options is determined by code 8x8 (the known problem – "how many knight’s rounds of the chess board"). The maximum number of options does not exceed 10.000.000.000.000. This is not enough to display all kinds of existence even up to octave 96. The structure of the cubic grating does not make it possible to proceed to another option – dodecahedral-icosahedral (only one this bundle has more than 10 45 options). But for this option there are no control systems, they should be developed or tried to use what was before the invasion. As an example, let’s consider the overall structure of growth and the programmed implications. There are: 8 groups of 64 , each group is divided into a cyclic sequence determined by the solution of the Hamilton problem of dimension 64 ´ 64 ( 336 elements). Octave 512 is the limit. By the way 2512 =13407807929942597 0995740249982058461274793658205923933777235614437 2176403007354697680187429816690342769003185818648605 0853753882811946569946433649006084096, and the number of inserted atomic structures is 64. Initially, experiments were carried out, but the number of matrices was sharply reducing, and therefore all experiments were made only on the biostructure, taken as the initial one. In this structure there were brought in 12 base frequencies, with respect to which all types of interrelations were formed. In fairy tales, these biostructures have the 12 Tribes . None of the Tribes had more than one base frequency, and changes around it allowed the correct usage of the