Cain has been shown to be ... the 360 circle of the Zodiac, the perfect and exact standard, by a squared division; hence his name of Melchizadik.... [The geometrical and numerical demonstrations here follow.] It has been repeatedly stated that the object of the Great Pyramid construction was to measure the _heavens and the earth_ ... [the objective spheres as evoluting from the subjective, purely spiritual Kosmos, we beg leave to add]; therefore, its measuring containment would indicate all the substance of measure of _the heavens and the earth_, or agreeably to ancient recognition, _Earth_, _Air_, _Water_ and _Fire_.(284) (The base side of this pyramid was diameter to a circumference _in feet_ of 2400. The characteristic of this is 24 feet, or 6 × 4 = 24, or this very Cain‐Adam square.) Now, by the restoration of the encampment of the Israelites, as initiated by Moses, by the great scholar, Father Athanasius Kircher, the Jesuit priest, the above is precisely, by Biblical record and traditionary sources, the method of laying off this encampment. The _four interior squares_ were devoted to (1) Moses and Aaron; (2) Kohath; (3) Gershom; and (4) Merari—the last three being the heads of the Levites. The attributes of these squares were the _primal_ attributes of Adam‐ Mars and were concreted of the elements, _Earth_, _Air_, _Fire_, _Water_, or ים = Iam = _Water_, נור = Nour = _Fire_, רוח = Rouach = _Air_, and יבשׂׂשׂה = Iābeshah = _Earth_. The initial letters of these words are INRI—the symbol usually translated as _I_esus _N_azarenus _R_ex _I_udæorum—“Jesus of Nazareth, King of the Jews.” This square of INRI is the _Adam square_, which was extended from, as a foundation, into four others of 144 × 2 = 288, to the side of the large square of 288 × 4 = 1152, = the whole circumference. But this square is the display of also circular elements and 115·2 can denote this. Put _INRI_ into a circle, or read it as the letters stand in the square, as to its values of 1521, and we have [Symbol: circle with numbers inside: 1, 1, 2, 5] which reads 115·2.