Standard (Part 3) BLOCK Z10

Note:

In the system of 10 characters as the generation of numbers, there is no 0? That's Interesting, let's see;

X = Equivalent < 1
x = The amount of x is counted unitwise. < 1..2...3...4...5..6..7...8...9..,

Ok;

The Law is permit limit of system of 10 characters.

Let's see;

(A) xxxxxxxxxx < 10

(B) XXXXXXXXXX <10

A < B = NULL

When the system is null, it is an invalidate operation; desicant that of an X (a) in x (b), and thus the same valley x (b) in X (a).

Let's see;

(A) xxxxxxxxxx < 10

(B) XXXXXXXXXX <10

* (C) XXXXxXXXXX <1111111111

* (D) XxXXXXXXXX < 1111111111

* (E) XXXXXxXXXX < 1111111111

C< D < E = NULL

"We can notice that the repetition continues from number 1, causes nullity, the pattern has no logic; Because x is a variant that gives sustainability in significant number Generation."

Let's see;

(A) xxxxxxxxxx < 10

(B) XXXXXXXXXX <10

* (C) XXXXxXXXXX <1111111111

* (D) XxXXXXXXXX < 1111111111

* (E) XXXXXxXXXX < 1111111111

* (F) XXXXxxXXXx < 1111121111

Note; F < OK!

Let's see;


(A) xxxxxxxxxx < 10

(B) XXXXXXXXXX <10

* (C) XXXXxXXXXX <1111111111

* (D) XxXXXXXXXX < 1111111111

* (E) XXXXXxXXXX < 1111111111

* (F) XXXXxxXXXx < 1111121111

* (G) XXxxXXXXXx < 112111111

Note; F < G = POSITION x NOT IS EQUAL , POSITION  x CREATE THE CONTROLLER OF DIFFERENT CODIFICATION.

Alert; To RESULT IS NECESSARY CONJUNCTION OF "x" NO of "X";

XxxxxxXXXX < 154 ok!

XxXxXxxxxx < 111115 ok!

xXxXxXXXXX < 1111111111 null

By J. P. M. Filho 03/04