Qabbala

Qabbala 101: Part 1The basic tool of August Barrow's 'Anglossic Qabbala' is the Alphanumeric Gematria.Since this numerization of the Neo-Roman alphabet merely continues the procedure now familiar from Hexadecimal (A = 10 ... F = 15), it proved elusive to qabbalists expecting a traditional gematria.As Reza has explained in his introductions to the Abjad, these traditional systems (whether Hebrew, Greek, Farsi or Arabic) have distinctive typical features:(1) They substitute letters for numerical values, overcoding numerals where they exist.(2) They code for discontinuous numerical values, typically 1-10, then 20, 30 ... chunked in decimally significant magnitudes.http://hyperstition.abstractdynamics.org/archives/003609.html In contrast, Barrow's Gematria is a continuous nonredundant system, supplementing the numerals 0-9 with numerized letters from A (= 10) to Z (= 35), treating the 0-Z alphanumeric sequence as a numeral succession, corresponding to the numerals of a modulus 36 notation.
While there are countless 'reasons' for adopting this convention for the numerical decoding of oecumenic messages, Aleister Crowley's system of Magick provides the best evidence of its supreme qabbalistic virtue in respect to the universe of Anglobal communications.
"Why did Crowley entitle his book of qabbalistic essays '777'?" asks Barrow-Scholar Peter Vysparov.
This question seems to point to the most astounding qabbalistic datum of modern times, the alphanumerically rigorous gematria equation:
Do what thou wilt shall be the whole of the Law = 777-
AQ; Aqutie;
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