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<strong>Cosmic</strong> <strong>Game</strong> © Douglass A. White, 2012 v151207 172<br />

into two equal triangles. If we assign a value of 1 to each triangle, then the two large<br />

triangles (Heavenly and Earthly) equal a value of 2. <strong>The</strong> little triangle of Thoth is then<br />

equal to 1/10 the size of each of the larger triangles. <strong>The</strong> sum of the Heavenly, Earthly,<br />

and Thothian triangles is 2.1, which again approximately echoes the value of the Divine<br />

Golden Natron Line energy expressed in electron volts.<br />

Planck's Constant and the Fundamental Particles<br />

By rearranging the expression for energy and multiplying both sides by the constant pi<br />

we get an excellent approximation to the rest mass of the proton (Mp).<br />

h π / 2.108 V λNa = π e /c ≈ Mp.<br />

h c = 2.108 eV λNa .<br />

From the above equation we also can solve for Planck's constant in terms of constants<br />

that the ancient Egyptians theoretically could measure.<br />

h = 2.108 eV λNa / c.<br />

<strong>The</strong> relationship hc = 1.987×10 -25 kg m 3 /s 2 (or its reduced form ħc = 3.162×10 -26 ) is<br />

fundamental to quantum mechanics and is encoded in the geometry of the Senet Oracle<br />

Board. We recall that the general formula for the relation between wavelength and<br />

energy is:<br />

E = h c / λ, where λ is the wavelength and E is the energy.<br />

Thus energy varies inversely as the wavelength. <strong>The</strong> shorter the wavelength, the greater<br />

the energy.<br />

Based on simple electrostatic levitation experiments with charged goose down or other<br />

materials the Egyptians probably arrived at (1 + 1/2 + 1/10) kg m/s = 1.6 kg m/s as the<br />

approximate value for a quantum charge. <strong>The</strong> Egyptians could calculate value of c and<br />

the wavelength lamda experimentally.<br />

2 π 3.162 / 5.883 ≈ (10/3) (1.054) ¼<br />

<strong>The</strong> value 3.162 is the maxiboard diagonal from the tip of the Tower to the lower lefthand<br />

corner of the board used as the radius of a circle that is almost 20 units in<br />

circumference (19.87), 10/3 is the ratio of the length to the width of the Senet Board, and<br />

1.054 is the diagonal of the miniboard, which is one third the size of the maxiboard.<br />

<strong>The</strong> 5.883e-7 m wavelength is in the sodium line generated by natron at the level of<br />

precision available to ancient Egyptian engineers. <strong>The</strong> Egyptians may have arrived at<br />

the relationship h c = 2.108 eV λNa by playing around with the relationships of the<br />

numbers as they are encoded in the geometry of the Oracle Board: 1.054, 1.6, 2, 3.1416,<br />

3.162, and 5.89. <strong>The</strong>y only go together in certain ways.

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