English Gematria: The Ciphers & How to Use Them

Updated July 17, 2026

English gematria applies letter-number ciphers to the twenty-six-letter English alphabet, extending a practice that began with Hebrew and Greek, whose letters already doubled as numbers. English letters have no built-in values, so every English system is a constructed cipher. The main skill is knowing which ciphers are commonly used and what each one is for. (New to gematria entirely? Start with What is Gematria?)

The four base ciphers

Modern English practice is based on four systems, usually calculated together:

For example, "light" in Ordinal:

light=
129782056

One property of the mirror pair: a word's Ordinal and Reverse Ordinal values always add up to 27 × its letter count. For the five-letter word "light," 56 + 79 = 135.

Sumerian, Standard, and Latin

Sumerian multiplies Ordinal by six (A=6 through Z=156), based on base-60 mathematics. Its best-known result:

computer=
1890789612612030108666

- "computer" equals 666 in Sumerian. English Standard uses the ones-tens-hundreds structure of Hebrew and Greek (A=1, J=10, S=100, up to Z=800), and Latin (often called Jewish gematria) arranges the classical Latin alphabet the same way, with the later letters J, V, and W taking 600, 700, and 900.

Mathematical and esoteric ciphers

Beyond the historical systems there are ciphers built on number sequences: Primes (A=2, B=3, C=5 …), Squares, Trigonal (triangular numbers), and Fibonacci. Esoteric traditions contribute English Kabbalah (the ALW cipher of Thelemic practice) and Trigrammaton Kabbalah. Each has its own page with the full letter grid - browse the cipher index.

Using them together

English gematria results are usually compared across ciphers: a phrase that matches another in two or three systems at once is considered a stronger connection than a single shared value. This is why the calculator computes every cipher at once and highlights multi-cipher matches, and why values like 33, 47, and 93 appear often in research communities. For the by-hand method, see how to calculate gematria; for the systems English borrowed from, see Hebrew gematria.