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Hinton - The Fourth Dimension.pdf

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Light blue<br />

Gren<br />

Light purple<br />

THE SIMPLEST FOUR-DIMENSIONAL SOLID 177<br />

White n. r. Pink r.<br />

White n.<br />

n. n.<br />

n. r.<br />

x x<br />

n.<br />

White Red Pink<br />

White<br />

Null Null<br />

Blue<br />

Brown<br />

Yellow<br />

Blue<br />

Light yellow<br />

Yellow<br />

Light blue<br />

Blue<br />

Purple<br />

Gren<br />

Orange<br />

Purple<br />

Orange<br />

Purple<br />

Blue<br />

Yellow<br />

Blue<br />

10 11 12<br />

Ochre<br />

Light yellow<br />

Yellow<br />

n. r.<br />

n.<br />

Yellow<br />

Yellow<br />

n.<br />

White Pink<br />

White<br />

n. r. r. n.<br />

Orange<br />

n.<br />

interior Light green. interior Light brown interior Light green.<br />

Fig. 106.<br />

<strong>The</strong> tesseract with blue, white, yellow axes in space. <strong>The</strong> blue axis runs downward from<br />

the face of the ochre cube as it stood originally. Opposite faces are coloured<br />

identically.<br />

We have thus obtained a nomenclature for each of the<br />

regions of a tesseract; we can speak of any one of the<br />

eight bounding cubes, the twenty-four square faces, the<br />

thirty-two lines, the sixteen points.

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