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
+---------+----------+--------+--------+--------+
| R. B. |PLETHRA OR| | | |
| CUBITS. | SECONDS. |STADIA. |MINUTES.|DEGREES.|
+---------+----------+--------+--------+--------+
| 60 | 1 | | | |
| 360 | 6 | 1 | | |
| 3600 | 60 | 10 | 1 | |
| 216000 | 3600 | 600 | 60 | 1 |
|77760000 | 1296000 | 216000 | 21600 | 360 |
+---------+----------+--------+--------+--------+
Thus there are seventy-seven million, seven hundred and sixty thousand
R.B. cubits, or two hundred and sixteen thousand stadia, to the Polar
circumference of the earth.
Thus we have obtained a perfect set of natural and convenient measures
which fits the plan, and fits the circumference of the earth.
And I claim for the R.B. cubit that it is the most perfect ancient
measure yet discovered, being the measure of the plan of the Pyramids of
Gïzeh.
The same forgotten wisdom which divided the circle into three hundred
and sixty degrees, the degree into sixty minutes, and the minute into
sixty seconds, subdivided those seconds, for earth measurements, into
the sixty parts represented by sixty R.B. cubits.
We are aware that thirds and fourths were used in ancient astronomical
calculations.
* * * * *
The reader will now observe that the cubit measures of the main
Pythagorean triangle of the plan are obtained by multiplying the
original 3, 4 and 5 by 360; and that the entire dimensions are obtained
in R.B. cubits by multiplying the last column of connected natural
numbers in the table by eight,--thus--
R. B.
CUBITS.
DC 3 × 360 = 1080
CA 4 × 360 = 1440
DA 5 × 360 = 1800
or,
NATURAL R. B.
NUMBERS. CUBITS.
DC 135 × 8 = 1080
CA 180 × 8 = 1440
DA 225 × 8 = 1800
&c., &c.
(_See Figure 5, p. 18._)
According to Cassini, a degree was 600 stadia, a minute 10 stadia; and a
modern Italian mile, in the year 1723, was equal to one and a quarter
ancient Roman miles; and one and a quarter ancient Roman miles were
equal to ten stadia or one minute. (_Cassini, Traite de la grandeur et
de la Figure de la Terre. Amsterdam, 1723._)
_Fig. 5_
_R.B.Cubits._
FB = 640 EB = 504
BA = 672 BA = 672
AF = 928 AE = 840
DC = 1080 NO = 768
CA = 1440 OF = 1024
AD = 1800 FN = 1280
DG = 576 AY = 288
GE = 768 ZY = 384
ED = 960 ZA = 480
_R.B. Cub._
_At level of Cephren's_ } {_Cheops' Base_ 420
_Base which is the plane_} {_Cephren's Base_ 420
_or level of the plan_.--} {_Mycerinus' Base_ 218
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