Every number has at least one part of one. Zero has nothing. If it were to be represented in the form of any scribble or line, the design of the numbers would be disturbed. It was therefore decided to create such a symbol that would fit harmoniously into the image of the numbers and at the same time show the essentials. From then on, the symbol of emptiness appeared - an oval circle. The ideal solution is to give each number an individual image.
Can you call zero a digit? Yes, you can. But in this case, zero is not the digit of a number, but the DESIGNATION for the value of the number. For example, the number 12345 does not have a zero. In the number 10295, on the other hand, the zero denotes the value 10 thousand.
This proves once again that the decimal system is also in the sphere of the Nine, just like the entire world of numbers. The digital value of the numbers 10, 100, 1000 etc. is equal to one and that of the numbers 20, 200, 2000... is equal to two. This means that there is no way to place a number between 9 and 11, or between 19 and 21, and so on. You can only denote the value of a number by adding one or more zeros to the digits.
You might think that the binary system only uses two digits – zero and one. To show that the binary system is also in the sphere of the Nine, let's take the number 91 as an example. This is what it looks like when we represent this number in the binary system: 1011011. Now we gradually bring it back to the number of the decimal system (91).
The second line from the example of the binary system 1 х 2 + 0 gives the number 2 (by multiplying one by two), but “adding” the zero has not changed the sum. This is a proof that the binary system also uses zero not as a number but as a designation for the value, as in the fifth line.
Another example: If you add a zero or a seven to the end of a number (e.g. 25), then the value of the twos increases from 20 to 200 ones. This means that both digits have fulfilled the function of denoting the value. However, the zero has not added a single one, while the seven has added 7 ones, as it is a number that, unlike the zero (emptiness), has seven ones. (compare: 250 and 257).
Additional view: Below two simple tables are shown. The first contains zeros, the second contains no zeros. You can see that both tables are subordinated to the Nine. All eight "corners" of both tables result in the same sum along the diagonal rows and the central line and column. In the same way, the sacred tables converted into magic squares show eight rows of numbers that start from the central subsection and result in the same sum.
Table with numbers containing zeros
The digital values of the numbers
If you divide the sum of all the numbers in the table (3321) by the number of numbers (81), you get the number 41, which is in the centre of the table and whose digital value is 5, which is also the central digit of Table 1.
Central part of the table with zeros
Table with numbers containing no zeros
The digital values of the numbers
Central part of the table without zeros
If you divide the sum of the numbers in the table (3645) by the number of numbers (81), you get the number 45 - i.e. 9 as the digital value. The number 45 is in the centre of the table.
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