March 10, 1582, old style. A new scryer has just arrived at John Dee's house in Mortlake. His name is Edward Kelley — he's going by Talbot at this point. This is their very first session together. The partnership that will produce the Enochian Calls, the Watchtowers, and Loagaeth opens at this moment.
And the first thing John Dee asks the archangel Uriel is: "Ys my boke, of Soyga, of any excellency?... Oh, my great and long desyre hath byn to be hable to read those tables of Soyga."
Not the philosopher's stone. Not the secrets of heaven. He asks about a book he already owns — and asks for help reading its tables. Uriel's answer: the book is good, revealed to Adam in paradise, but only the archangel Michael can interpret those tables.
Dee worked the angelic system for the rest of his life. He never got the interpretation. That question stayed open for four hundred and forty-four years.
The Book That Was Never Lost
The flyer for my June 13 workshop said the Book of Soyga "disappeared in 1608 and remained lost until 1994." That was my version too, and one of the first things this investigation did was correct its own marketing. The true story is stranger: the book was never lost. It was unrecognized.
It survived under its other title, Aldaraia, sitting in plain sight: one copy at the British Library as Sloane MS 8, one at Oxford as Bodleian MS. Bodley 908. Scholars walked past them for centuries looking for a book called Soyga. In 1994 historian Deborah Harkness made the identification: Aldaraia IS the Book of Soyga, two surviving witnesses to a lost original.
That rediscovery set up the second breakthrough. In 1998 — published 2006 — cryptographer Jim Reeds proved the tables are generated algorithmically: every table grows from a six-letter seed word, every cell follows X = N + f(W) mod 23 — N is the letter above, W the letter to the left — counting through a twenty-three-letter alphabet (no j, v, or w). Reeds verified all forty-six thousand six hundred fifty-six cells. Procedural generation, in the 1500s.
But he left one hole, and said so plainly. That auxiliary function f — the advance amount for each letter — he could determine only empirically. In his words: "known to us only by a table of values determined empirically." Why does e advance fourteen? Why does m advance twenty-two? Nobody knew. That hole sat open for twenty-six years.
The Answer Was Printed in the Book
The finding, stated narrowly: the origin of Reeds's function is the book's own letter-value system, specified in verse in Section 18.
f(W) = V(W) - 1 (mod 23)
V is the numerical value the Book of Soyga assigns to every letter of its alphabet, specified in verse in its own prose. Reeds's function is that system, off by one — and the "off by one" is just the difference between inclusive and exclusive counting, baked into the construction.
Section 18 opens: "Versibus ostendam quid monstret quaeque figura" — in verses I will show what each figure denotes. And then it does. Line by line, all twenty-three letters get a number: three for z, b, a, f; seven for g; nine for o, t, s; fifteen for e, n, i. And strangest: "Vigintique novem D dat cum sumitur ampla" — twenty-nine for d, exceeding the alphabet.
Subtract one from each, reduce mod twenty-three: you have Reeds's empirical function exactly. Twenty-three letters. Twenty-three matches. One uniform constant. Zero free parameters.
The two halves of the answer sat in the same codex for four and a half centuries. Reeds analyzed the grids; the prose held the key. He even noted the book "assigns numerical values to letters" — and never connected them to f. The full prose wasn't transcribed until Jane Kupin's 2014 edition. The connection between Section 18 and Reeds's f is what's new.
The Verse Is Not an Island
That d = 29 looks like a transcription error. It isn't. The same value is load-bearing across the book.
Section 9: porta paradis ("the gate of paradise") sums to 132 — which only works if d equals twenty-nine, forcing that strange value from an independent direction. Section 2 computes PATER CREATOR = 140, confirmed letter by letter. These values do arithmetic work across the whole book. Fitting one verse to Reeds's table is a conceivable worry; fitting the book's whole working arithmetic is not.
What the Tables Are For
Here is the twist in Dee's answer. He asked to read the tables. The book says: you don't read them. You operate them.
Section 26.1: the table "vicem speculi gerit" — it holds the office of a mirror — and will make the gazer see what he wishes. Section 27: a grid for binding spirits, each letter summoning a numbered company, bound per Agla virtutem — by the power of the divine name AGLA.
We scanned all forty-six thousand cells along the standard traversals — rows, columns, diagonals, broken diagonals, snake-paths, spirals, both directions — against a seventy-thousand-word dictionary. Words at chance level, entropy at baseline. No hidden message, anywhere we looked. There was never a plaintext. The tables are a scrying ground and a binding grid — operated, not decoded. There was nothing to interpret. There was something to use.
How This Was Done
AI-assisted, human-directed — disclosed plainly, because the methodology is the credibility. Every arithmetic claim was run in code; every quote was read at its line number. Seven adversarial review passes, including one blinded replication: a reviewer given only Reeds's function and the raw Kupin text, no access to this work, who rediscovered the verse and the identity independently. Five corrections to our own early figures are in the published audit trail. The verification code is at soyga.magick.me.
What I Am Not Claiming
The claim is specific: the source of Reeds's auxiliary function f is the book's own letter-value system from Section 18, f(W) = V(W) - 1 (mod 23), exact for all twenty-three letters.
Not claimed: that the tables are "solved" in any grand sense. The seed-word recipe is partly recovered but the Moon row needs undigitized folios — BL Sloane MS 8, fols. 140r-141r; Bodl. 908, fols. 168v-169r. The meaning of Soyga alca miketh: open. Whether Soyga's thirty-six consciously seeded Loagaeth's forty-nine: undecidable. The headline rests on the printed edition pending manuscript check — invited, not feared.
What You Can Do Right Now
Come to the June 13 workshop in Austin. Three hours. You generate a table from your own six-letter word, by hand, and check it against a four-hundred-year-old manuscript. No prior knowledge needed. The claim is "bring a pencil." Details at ultraculture.org.
Read the full write-up at soyga.magick.me. Complete derivation, verification table, arithmetic cross-checks, code, methodology — all public, CC BY 4.0.
Paleographers and anyone with BL or Bodleian connections — I need eyes on those folios. Write to jason@ultraculture.org. I will buy the drinks.
John Dee asked an angel for permission to read these tables. The book had already told him everything: how to build them, what they're for, and what to do with them. It just never occurred to anyone that the answer would be math.
He wanted Michael. What it took was a pencil.
The full derivation, verification code, and data: https://soyga.magick.me · DOI: 10.5281/zenodo.20635591
