Figure 1. Table 5 – base side “A”
In the table above, the first, second, third etc. digits of each subsection show the keys: 168, 735, 492, 276, 519, 843 both horizontally and vertically. Within a subsection, the connection between the numbers is established using the three main keys. And all this without even a small exception in the entire table.
In the following figures, only the top section of the table (i. e. the upper three subsections) is shown as the system is exactly repeated in the lower sections.
Figure 2. The upper three subsections of Table 5
Explanation to figure 2: In the first column, the last two digits (45, 18, 72) are repeated by the first two digits in the second column. In the second column, the last two digits (78, 42, 15) are repeated by the first digits of the third column. The last two digits of the third column (12, 75, 48) are repeated by the first digits of the numbers in the first column. And so it goes in all nine subsections, without a single exception.
Figure 3. The upper three subsections of Table 5
Explanation to figure 3: The first digit of the first column (1) is repeated by the first digit of the middle number in the second column and in the first digit of the bottom number of the third column. The first digit of the middle number in the first column (7) appears as first digit in the bottom number of the second column and as first digit of the top number in the third column. The first digit of the bottom number in the first column (4) is also repeated by the first digit of the top number in the second column and the first digit of the middle number in the third column. And so it goes in all nine subsections.
Figure 4. The upper three subsections of Table 5
Figure 4 shows a repetition of the first and the last digits of the numbers in different lines and columns of a subsection.
Figure 5. The upper three subsections of Table 5
Figure 5 shows two repetitions of the penultimate digits in each subsection. An example from the first subsection: The penultimate digit of the first number (4) is repeated by the penultimate digit of the second number in the second column and the penultimate digit of the bottom number in the third column. The penultimate digit of the middle number in the first column (1) is repeated by the penultimate digit of the bottom number in the second column and the penultimate digit of the top number in the third column. The penultimate digit of the bottom number in the first column (7) is repeated by the penultimate digit of the top number in the second column and the penultimate digit of the middle number in the third column. This system can be found in all nine subsections of the complete table.
The table above and the table below show the same 27 numbers from the three upper subsections of the complete Table 5. From the last two digits of the numbers, we obtain nine two-digit numbers from each subsection. All these 27 numbers have the same order of digits. This means that the number 12 in the upper table also appears in the lower table as number 12 and not as number 21. This way you can see all 27 numbers without exception.
The last two digits of the numbers of the upper, middle and the lower horizontal row and their digital values
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