The Measuring Stick (Ruler) "And there was given me a
reed like unto a rod : In my letter to you I briefly explained how the numbering system has been falsified by natural man. I also explained how natural man becomes deluded in the first year of his life. In this message I will show you how natural man has falsified the instrument that is commonly used to measure extension; the ruler. The duality in the mind of natural man causes him to shift the "one", one position, in order to make room for the "not-one", the "zero". His frame of reference therefore becomes zero. This means that all his measuring instruments are calibrated, starting from zero. A ten unit ruler will then look like this:
0 1 2 3 4 5 6 7 8 9 10 The 'numbers' now represent positions
on the number line, and not extensions as they are
supposed to. There are eleven 'numbers', eleven 'positions',
and ten extensions. The emphasis is now on the
dividing lines instead of on the extensions.
In contrast a unity base ruler will look like this:
1 2 3 4 5 6 7 8 9 X 1 The numbers now represent extensions
on the number line, and there is a number for each
extension. There are ten numbers and ten extensions.
Each measurement has a range of one
unit, the accuracy of this particular ruler
is therefore within one unit.
The standard of measurement is extension, the space between the lines. The standard of measurement cannot be non-extension, the lines that divide the spaces. The unity base ruler will not have any drawn lines to separate the segments, instead different colors will generate the lines between segments. This means that there is no extension between the lines, the number line is therefore continuous. The falsification of the numbering system has far reaching consequences. By incorporating zero in the system the system is false, ie. a contradiction. The system contains a 'number' which is 'not a number'. They have lied to us justifying the zero, by saying we need a 'place holder'. Zero cannot be a part of the numbering
system. Zero means "not number" or "no number". It
can still be used as a symbol to signify emptiness,
however it cannot be part of the numbering system.
A rational numbering system needs no place holder. We will use X to represent ten units. Now let us see how a rational
numbering system compares with the present
irrational numbering system.
(Base ten) Notice that there are no zero's present in
the first line. Addendum(14/1/9) Keep in mind that the first row of
numbers are partial numbers, numerators, the
denominator is not shown.
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