Try to rationalize this mathematical phenomenon: the connection of the Cheops constructs to the electro-magnetic and gravitational condensation constants:

ELECTRO-MAGNETIC

a(em) = fine-structure constant, aka "alpha", Sommerfield constant...

1998 NIST value=1/137.03599976 = a(em)

Kinoshita's number = 1/137.035999935 = a(em)
http://www.tc.cornell.edu/er/media/1996/kinoshita.release.html

zero-radius of convergence:(equation begins to break down after 1/137.0359994
www.lassp.cornell.edu/sethna/Cracks/QED.html

GRAVITATIONAL

G(n) = gravitational constant in newtons = 6.6739187*(10^-11) mks University of Washington ,1998 study of the gravitational constant
www.aip.org/enews/physnews/2000/split/pnu482-1.html
G(n) = 6.67390*(10^-11) mks

CHEOPS CONSTRUCTS

Flinders Petrie, 1883 study of the Cheops pyramid
height = 5776 English inches
base leg = 9073 English inches
http://members.optushome.com.au/fmetrol/petrie/c21.html (section144)

Churchward/Ramsey, 1910 study of the Cheops pyramid
height =486.256 English feet
base leg = 763.81 English feet
www.charm.net/~ces/trade/tback.html

Howard Vyse, 1830 study of the Cheops pyramid after Napoleon
height = 148.2 meters
base leg = 232.8 meters
from book, The Geometry of Art and Life, by Matila Ghyka,page 22

THE BETA (37) CONNECTION

37 Egyptian dieties
www.themystica.com/mystica/articles/h/hex.html

.37 , Beta anomalous exponent, second order phase transitions
http://webphysics.iupui.edu/251/251Sp97GFApr28.html

The electro-magnetic/gravitational constants connection through the volume to log function of the Cheops constructs: volume pyramid = (bl^2)*ht/3

[(.37^2)/a(em) * 3/(10^34)/(bl^2)/ht] ^ (1/4) = G(n) = 6.67391897 * (10^-11) mks

[(10^(2*ht/bl)) * 3/(10^34)/(bl^2)/ht] ^ (1/4) = G(n) = 6.67391897 * (10^-11) mks

CHEOPS CONVERSIONS

Flinders Petrie....1883
ht = 5776 inches
bl = 9073 inches (used 9072.929727 = bl)

[(10^(2*ht/bl)) * 3/(10^34)/(bl^2)/ht] ^ (1/4) = G(n) = 6.67391897* (10^-11)mks

Churchward /Ramsey....1910
ht = 486.256 feet (used 486.2560047)
bl = 763.81 feet

[(10^(2*ht/bl)) * 3/(10^34)/(bl^2)/ht] ^ (1/4) = G(n) = 6.67391897 *(10^-11)mks

Howard Vyse....1830
ht = 148.2 meters (used 148.2049173)
bl = 232.8 meters

[(10^(2*ht/bl)) * 3/(10^34)/(bl^2)/ht] ^ (1/4) = G(n) = 6.67391897*(10^-11)mks

J.Iuliano