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The Arcana of Freemasonry (1915) - The Masonic Trowel

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. <strong>of</strong><br />

THE ARCANA OF FREEMASONRY 57<br />

Freemasons, perhaps,<br />

unknown to most <strong>of</strong> them-<br />

selves, have been the custodians <strong>of</strong> the secrets<br />

connected with it from the original, through ages<br />

<strong>of</strong> time. Thus we see that the standard and unit<br />

<strong>of</strong> linear measurement, used at the building <strong>of</strong><br />

the Great Pyramid (during the Stellar Cult), from<br />

which the British inch was derived in primeval<br />

days <strong>of</strong> purity and Eschatological worship, before<br />

the people fell away from their true doctrines, has<br />

been handed down by us pure and unsullied. <strong>The</strong><br />

Incas, Mayas, and all the Old Stellar Cult people<br />

before them, possessed and used this same measure.<br />

<strong>The</strong> great attempt <strong>of</strong> the French people to abolish<br />

alike the Christian religion and hereditary weights<br />

and measures <strong>of</strong> all nations ; to replace the former<br />

by worship <strong>of</strong> philosophy, and the latter by the<br />

metre (the French metre scheme depending, in<br />

a certain manner <strong>of</strong> their own, upon the magnitude<br />

<strong>of</strong> the earth), is not very old, nor yet an improvement<br />

upon the exactness in measurement <strong>of</strong> these<br />

Egyptian people<br />

; because, by assuming as their<br />

unit and standard <strong>of</strong> length, the one ten-millionth<br />

<strong>of</strong> a "quadrant <strong>of</strong> the earth's surface," that took a<br />

curved line drawn on the earth's surface, in place<br />

the straight axis <strong>of</strong> rotation, it could not be so<br />

exact, and, in fact, is far inferior in measurement.<br />

<strong>The</strong> British hereditary inch, therefore, is much<br />

nearer and more exact to an integral earth measure.<br />

As long as one retains a power <strong>of</strong> geometry, so

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