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 4. There is no time that is defined 226 and this is unacceptable (you can destroy yourself). In addition, the end of the number = 003 (queen of spades). If you move with no control over the line 001, you can "run into" the queen of spades, and destroy everything that was created before. Therefore, without solving the problem of prime numbers in the triad, one can not "improve" any biostructure (especially the Brain). The Ebr were not able to solve this problem. However, this problem was initially solved by N. Levashov when there came the question (the "SvetL" Health Complex had already been created) about using the Complex for the Brain "development" under a dramatically changing Life Support System of Man. When I "got down to creating "SvetL" Programs , this task had been already solved, and the Generator interacted with the User's Brain in the framework of the changes that were taking place. But I HAD TO understand ON MY OWN (Nicolai by that time was gone) the physics of this process and, relying on it, go ahead. I found the solution, of course, in A. Khatybov’s, works and this solution (partially) I present to the Readers. Additional control over the triad is in the 12th number system – the end of the central number = "B" (11), or Ace. The "pip" – the center and 2 on the side. <10> 5631 5119 4607 4095 3583 3071 2559 2047 1535 1023 511 - 1 <8> 12777 11777 10777 7777 6777 5777 4777 3777 2777 1777 777 - 1 <12> 3313 2B67 27BB 2453 20A7 193B 1593 1227 A7B 713 367 - 1 The task was also transmitted to Euler, but it was accurately reproduced by Pushkin. The methods known to modern science do not solve the problem. Simple adding <777> to the number row also gives <12> 3, 7, ace (B, or 11). But out of them one must get not only prime numbers, but also adjacent- prime ones, and construct a "ladder" for values of X with endings 775 and 777 in <8> and values of Y with endings 777 and 001 in <8>. <10> 511 2047 3583 5119 6655 8191 9727 11263 12799 <8> 777 3777 6777 11777 14777 17777 22777 25777 30777 <12> 367 1227 20A7* 2B67 3A27 48A7 5767 6627 74A7 <10> 1535 3071 4607 6143 7679 9215 10751 12287 13823 <8> 2777 5777 10777 13777 16777 21777 24777 27777 32777 <12> A7B 193B 27BB 367B 453B 53BB 627B 713B 7BBB In addition, there must be a correspondence to a number of formulas, a prime number (with an adjacent number), and also a "ladder" formula. Consider the series formed "correctly", that is, delta = 1536: The left 3 columns are the group of additions (7 in