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Chapter 8: The Culture of Stones 281<br />

original secret numerical formulas of Pythagoras, but the sad fact is that there is no<br />

real evidence of it in the writings that have issued from these groups for the past<br />

millennium. Though everyone discusses Pythagoras, no one seems to know any<br />

more than the post-Pythagorean Greek speculators who, as Manley Hall put it,<br />

“talked much, wrote little, knew less, and concealed their ignorance under a series<br />

of mysterious hints and promises”. There seems to be a lot of that going around<br />

these days! Even Plutarch did not pretend to be able to explain the significance of<br />

the geometrical diagrams of Pythagoras. However, he did make the most<br />

interesting suggestion that the relationship which Pythagoras established between<br />

the geometrical solids and the gods was the result of images seen in the Egyptian<br />

temples. The question we would ask is: what do geometrical solids have to do with<br />

“gods”?<br />

Albert Pike, the great Masonic symbolist, also admitted that there were many<br />

things that he couldn’t figure out. In his Symbolism for the 32nd and 33rd degrees<br />

he wrote:<br />

I do not understand why the 7 should be called Minerva, or the cube, Neptune.<br />

...Undoubtedly the names given by the Pythagoreans to the different numbers were<br />

themselves enigmatical and symbolic—and there is little doubt that in the time of<br />

Plutarch the meanings these names concealed were lost. Pythagoras had succeeded<br />

too well in concealing his symbols with a veil that was from the first impenetrable,<br />

without his oral explanation. 185<br />

Manly Hall writes:<br />

This uncertainty shared by all true students of the subject proves conclusively that it<br />

is unwise to make definite statements founded on the indefinite and fragmentary<br />

information available concerning the Pythagorean system of mathematical<br />

philosophy. 186<br />

With what little we have examined thus far, we are beginning to realize how true<br />

this latter remark is. Of course, in the present time, there is a whole raft of folks<br />

who don’t let such remarks stop them. Any number of modern gurus claim to have<br />

discovered the secrets of “Sacred Geometry”! Not only that, they don’t seem to<br />

have even studied the matter deeply at all, missing many of the salient points that<br />

are evident in the fragments of Pythagorean teachings. Regarding this, there is a<br />

passage in Foucault’s Pendulum, by Umberto Eco, that explicates the problem:<br />

Amid all the nonsense there are some unimpeachable truths... I invite you to go and<br />

measure [an arbitrarily selected] kiosk. You will see that the length of the counter is<br />

one hundred and forty-nine centimeters—in other words, one hundred-billionth of<br />

the distance between the earth and the sun. The height at the rear, one hundred and<br />

seventy-six centimeters, divided by the width of the window, fifty-six centimeters,<br />

185 Cited by Hall, ibid., p. LXIX.<br />

186 Ibid.

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