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Full letter-value tables for all four ciphers

Gematria Methods Explained

There is no single "official" gematria system: different traditions and time periods produced different letter-to-number mappings. This page lays out exactly how each of the four ciphers on the gematria calculator works, with the complete value table for every letter, so you can see precisely why a word gets the total it gets.

Hebrew Standard (Mispar Hechrachi)

Hebrew Standard, also called Mispar Hechrachi ("absolute value"), is the traditional Jewish gematria system and the one referenced throughout the Talmud, Midrash and Kabbalistic literature. The Hebrew alphabet has 22 letters, and each is assigned a fixed numeral value: the first nine letters count 1 through 9, the next nine count 10 through 90 in tens, and the final four count 100 through 400 in hundreds.

LetterNameValue
אAleph1
בBet2
גGimel3
דDalet4
הHey5
וVav6
זZayin7
חHet8
טTet9
יYod10
כ / ךKaf20
לLamed30
מ / םMem40
נ / ןNun50
סSamekh60
עAyin70
פ / ףPe80
צ / ץTsade90
קQof100
רResh200
שShin300
תTav400

The five letters with a final form (ך ם ן ף ץ, used when the letter falls at the end of a word) carry the same value as their regular form in this calculator: that is the Mispar Hechrachi convention. A separate, less common system called Mispar Gadol instead gives final letters their own higher values (500 through 900); this calculator does not implement that variant.

Worked example: שלום ("shalom", peace) = 300 + 30 + 6 + 40 = 376. Try typing it into the calculator with Hebrew Standard selected.

English Ordinal

English Ordinal is the simplest and most widely used English cipher: each letter's value is just its position in the alphabet, A=1 through Z=26. It is the reference system most general-purpose gematria calculators default to for English text.

LetterValueLetterValue
A1N14
B2O15
C3P16
D4Q17
E5R18
F6S19
G7T20
H8U21
I9V22
J10W23
K11X24
L12Y25
M13Z26

Worked example: "truth" = T(20) + R(18) + U(21) + T(20) + H(8) = 87.

English Reduction

English Reduction takes the same alphabet position as Ordinal, but reduces every value to a single digit from 1 to 9 in a repeating cycle: A through I count 1 to 9, then J through R repeat 1 to 9, then S through Z repeat 1 to 8. It is popular in Pythagorean-style numerology, where single digits are treated as "core" values.

LetterValueLetterValue
A1N5
B2O6
C3P7
D4Q8
E5R9
F6S1
G7T2
H8U3
I9V4
J1W5
K2X6
L3Y7
M4Z8

Worked example: "truth" in Reduction = T(2) + R(9) + U(3) + T(2) + H(8) = 24: a much smaller number than the same word's Ordinal total (87), because every letter has been collapsed to a single digit before adding.

English Sumerian (English Extended)

English Sumerian, sometimes called English Extended, multiplies each letter's Ordinal value by six: A=6, B=12, up through Z=156. The factor of six is a modern reference to the ancient Sumerian sexagesimal (base-60) number system: the same base-60 tradition responsible for 60 seconds in a minute, 60 minutes in an hour, and 360 degrees in a circle. Because every value is exactly six times its Ordinal counterpart, a word's Sumerian total is always exactly six times its Ordinal total, which makes the two easy to cross-check against each other.

LetterValueLetterValue
A6N84
B12O90
C18P96
D24Q102
E30R108
F36S114
G42T120
H48U126
I54V132
J60W138
K66X144
L72Y150
M78Z156

Worked example: "truth" in Sumerian = 87 × 6 = 522: exactly six times the Ordinal total of 87.

Choosing between the four methods

There is no wrong choice: the four ciphers answer different questions. Use Hebrew Standard if you are working with Hebrew text or studying traditional Jewish/biblical gematria. Use English Ordinal as your default for English words, since it is the most common and easiest reference system to double-check by hand. Use Reduction if you are working within a numerology tradition that favors single-digit "core numbers." Use Sumerian if you want the alternate base-60-inspired scale, or if you specifically want a value you can cross-check against Ordinal (it will always be exactly six times larger). For worked examples of these tables applied to real biblical Hebrew words and well-known English words, see the famous words and names page.

Frequently asked questions

What is Mispar Hechrachi?
Mispar Hechrachi ("absolute" or "standard value") is the most common traditional Hebrew gematria system: it is what this calculator's "Hebrew Standard" method implements, with values running from Aleph=1 up to Tav=400.
Why do the final-form Hebrew letters (sofit) have the same value as the regular form here?
This calculator follows the Mispar Hechrachi convention, in which final-form letters (ך ם ן ף ץ) share the value of their base letter. A different, less common tradition (Mispar Gadol) assigns them separate higher values (500-900) instead; this calculator does not implement that variant.
Is English Ordinal the same as "Simple Gematria"?
Yes: different sites use different names for the same A=1...Z=26 system, including "Simple English Gematria," "Standard English" or just "Ordinal." This calculator uses "English Ordinal" as its label.
What's the point of Reduction if it just makes the numbers smaller?
Reduction is not about smaller numbers for their own sake: it comes from a numerology tradition that treats every multi-digit value as reducible to a single "core" digit (1-9), the same idea behind reducing a birth date to one digit. It answers a different question than the raw Ordinal total.
Why is it called "Sumerian" if the Sumerians didn't use the Latin alphabet?
The name is a modern label referencing the base-60 (sexagesimal) counting system used by the ancient Sumerians, not a historical reconstruction of an actual Sumerian cipher for English letters: it is a deliberate homage to that mathematical tradition, applied to the modern English alphabet.
Are the words I type into these tables' calculator stored anywhere?
No: every calculation runs locally in your browser, nothing is sent to a server. See the privacy policy for the complete explanation.

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