I took _Cheops_ out, first as a [Pi] pyramid, and made his lines to a

base of 420 cubits, as follows--

Half-base 210

Altitude 267·380304

Apothem 339·988573 (_See Fig_. 73.)

_Fig. 73. (Cheops) _

But to produce the building ratio of 34 to 21, as per diagram Figure 6

or 9, I had to alter it to--

Half-base 210

Altitude 267·394839

Apothem 340°

Thus the theoretical angle of Cheops is 51° 51′ 14·3″, and the

probable angle at which it was built, is 51° 51′ 20″, as per

figure 15.

Cheops is therefore the mean or centre of a system--the slopes of

Mycerinus being a little flatter, and those of Cephren a little steeper,

Cheops coming fairly between the two, within about 10 minutes; and thus

the connection between the ground plan of the group and the slopes of

the three pyramids is exactly as one might expect after examination of

Figure 3, 4 or 5.

The Solution of the Pyramid Problem; or, Pyramid Discoveries With a New Theory as to their Ancient Use · 第 5 / 5 段