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NOMENCLATURE AND ANALOGIES 139<br />
null points. <strong>The</strong> yellow lines will trace out a yellow and<br />
red, or orange square.<br />
Now, turning back to fig. 78, we see that these two<br />
ways of naming, the one we started with and the one we<br />
arrived at, can be combined.<br />
By its position in the group of four squares, in fig. 77,<br />
the null square has a relation to the yellow and to the red<br />
directions. We can speak therefore of the red line of the<br />
null square without confusion, meaning thereby the line<br />
AB, fig. 81, which runs up from the<br />
initial null point A in the figure as<br />
B<br />
x<br />
A<br />
Red<br />
Null<br />
D<br />
C<br />
Fig. 81.<br />
Orange<br />
Yellow<br />
drawn. <strong>The</strong> yellow line of the null<br />
square is its lower horizontal line<br />
AC as it is situated in the figure.<br />
If we wish to denote the upper<br />
yellow line BD, fig. 81, we can speak<br />
of it as the yellow r line, meaning<br />
the yellow line which is separated<br />
from the primary yellow line by the red movement.<br />
In a similar way each of the other squares has null<br />
points, red and yellow lines. Although the yellow square<br />
is all yellow its line CD, for instance, can be referred to as<br />
its red line.<br />
This nomenclature can be extended.<br />
If the eight cubes drawn in fig. 82 are put close<br />
together, as on the right hand of the diagram, they form<br />
a cube, and in them, as thus arranged, a going up is<br />
represented by adding red to the zero, or null colour, a<br />
going away by adding yellow, a going to the right by<br />
adding white. White is used as a colour, as a pigment,<br />
which produces a colour change in the pigment with which<br />
it is mixed. From whatever cube of the lower set we<br />
start, a motion up brings us to a cube showing a change<br />
to red, thus light yellow becomes light yellow red, or<br />
light orange, which is called ochre. And going to the