Season 6
The Language of Numbers
Ten Methods of Gematria
The same word can yield different values depending on which method you use. Season 6 reveals the ten major calculation methods and what each one unlocks.
The same Hebrew word can produce completely different numerical values depending on which method you use to calculate it. Standard gematria is just one of at least ten recognized systems — each offering a different lens through which to examine the hidden connections between words.
Season 6 is a masterclass in these calculation methods. You'll learn Standard (Mispar Hechrachi), where Aleph=1 through Tav=400. Gadol, which extends the system to include the five final letter forms (Kaf sofit=500 through Tsade sofit=900). Katan, which reduces every value to a single digit. Ordinal, which simply counts position (1 through 22).
Then come the cipher methods: AtBash, the perfect mirror that swaps Aleph with Tav, Bet with Shin — creating pairs that reveal hidden symmetries. AlBam, which splits the alphabet in half and swaps. And AvGaD, which shifts each letter forward by one — famously transforming Torah (תורה = 611) into the value 314, the digits of Pi. The advanced methods — squared values, multiplicative products, and spelled-out names — show that gematria is not one system but an entire family of mathematical tools.
Standard and Gadol — The Foundation
Standard gematria (Mispar Hechrachi) assigns Aleph=1 through Tav=400. Gadol extends to the five final letter forms (500-900).
Katan and Ordinal — Reduction and Position
Katan reduces every value to a single digit (1-9). Ordinal counts position (1-22).
AtBash — The Perfect Mirror
The most elegant cipher: Aleph becomes Tav, Bet becomes Shin, creating a perfect mirror.
AlBam and AvGaD — The Rotation Ciphers
AlBam splits the alphabet in half and swaps. AvGaD shifts each letter forward by one. Torah=314 in AvGaD — the digits of Pi.
The Advanced Methods
HaKadmi (squared values), HaPerati (products), and Millui (spelling out the letter names).