The Solution of the Pyramid Problem; or, Pyramid Discoveries: With a New Theory as to their Ancient UseBallard, Robert
History
The Solution of the Pyramid Problem; or, Pyramid Discoveries: With a New Theory as to their Ancient Use
Ballard, Robert
Pyramids
The priests of the Pyramids of Lake Moeris had their vast subterranean
residences. It appears to me more than probable that those of Gïzeh were
similarly provided. And I go further:--Out of these very caverns may
have been excavated the limestone of which the pyramids were built, thus
killing two birds with one stone--building the instruments and finding
cool quarters below for those who were to make use of them. In the
bowels of that limestone ridge on which the pyramids are built will yet
be found, I feel convinced, ample information as to their uses. A good
diamond drill with two or three hundred feet of rods is what is what is
wanted to test this, and the solidity of the pyramids at the same time.
§ 15. PRIMARY TRIANGULATION.
Primary triangulation would be useful to men of almost every trade and
profession in which tools or instruments are used. Any one might in a
short time construct a table for himself answering to every degree or so
in the circumference of a circle for which only forty or fifty triangles
are required.
It would be worth while for some one to print and publish a correct set
of these tables embracing a close division of the circle, in which set
there should be a column showing the angle in degrees, minutes, seconds
and decimals, and also a column for the satellite, thus--
SATELLITE. PRIMARY. ANGLE.
5 2 20 21 29 43° 36′ 10·15″
7 3 21 20 29 46° 23′ 49·85″
and so on. Such a set of tables would be a boon to sailors, architects,
surveyors, engineers, and all handi-craftsmen: and I make bold to say,
would assist in the intricate investigations of the astronomer:--and the
rule for building the tables is so simple, that they could easily be
achieved. The architect from these tables might arrange the shape of his
chambers, passages or galleries, so that all measures, not only at right
angles on the walls, but from any corner of floor to ceiling should be
even feet. The pitch of his roofs might be more varied, and the monotony
of the buildings relieved, with rafters and tie-beams always in even
measures. The one solitary 3, 4, 5 of Vitruvius would cease to be his
standard for a staircase; and even in doors and sashes, and panels of
glass, would he be alive to the perfection of rectitude gained by
evenly-measured diagonals. By a slight modification of the compass card,
the navigator of blue water might steer his courses on the hypotenuses
of great primary triangles--such tables would be useful to all sailors
and surveyors who have to deal with latitude and departure. For
instance, familiarity with such tables would make ever present in the
mind of the surveyor or sailor his proportionate northing and easting,
no matter what course he was steering between north and east, "the
_primary_" embraces the _three ideas in one view_.
Public-domain text, read in full here on John Shaqi.
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