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chapter_1<br />

L N L N L N<br />

1 2 3 4 5 6<br />

2 3 4 5 6 1<br />

3 4 5 6 1 2<br />

4 5 6 1 2 3<br />

5 6 1 2 3 4<br />

6 1 2 3 4 5<br />

This type of configuration can even be tied to color programming, and<br />

to dominoes, where the numbers are represented as the dots on a<br />

domino. By making numbers into dots--the numbers can be<br />

represented by lights in the same patterns of black domino dots. This<br />

means that dominos can be used to program a child, and who would<br />

suspect anything about dominoes?<br />

Another thing that lends itself well to use as a programming code are a<br />

deck of cards. Many slaves have this. It can be tied in with the Alice In<br />

Wonderland story. When cards are used, a section (also called a world<br />

or city) of alters will be given its own computer. To access that<br />

computer, a code consisting of several things including 2 cards can be<br />

used.<br />

In review of what Chapter 4 said about codes, often double codes are<br />

employed--what is meant by that is that suppose we have 13 important<br />

alters in a section. They will designate each of these "A" alters. Then<br />

they number them each 1 through 13. But then they will double code<br />

them so that as we count up, we also count down. Then they attach a<br />

generic level number to them, say 2,000. So putting this together we<br />

have Emerald Green 2001-13a for our first alter, then next is Emerald<br />

Green 2002-12a, the next is Emerald Green 2003-11a, and so on. Then<br />

the magical name of the alter or the Tribal name of the alter can be<br />

attached onto this to complete an access code.<br />

While it seems perhaps complex at first, all an alter is remembering is<br />

a color, a common section no. and their rank no. and their file letter,<br />

and their magical name. (The name to pull them up--will not be their<br />

name for public use.) Alice In Wonderland, the Wizard of Oz and the<br />

http://mercury.spaceports.com/~persewen/fritz/fritz-ch11-1.html (26 of 32) [7/15/2000 8:09:34 PM]

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