GematriaCalculatorOnline

Gematria Letter Values Chart

Every letter, every value, in one place — the tables the calculator actually uses, printed out.

Every gematria total is a lookup followed by an addition. These are the lookup tables. They are generated from the same data the calculator runs on, so a total you compute by hand from this page will match the tool exactly.

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English letter values

Seven English ciphers side by side. Ordinal is plain alphabet position; Full Reduction collapses each to a single digit; the two reverse ciphers run the alphabet backwards; Jewish, English Extended and Sumerian rescale it.

English letter values across seven ciphers supported by the calculator.
LetterOrdinalFull Red.Rev. OrdinalRev. Red.JewishEng. ExtendedSumerian
A11268116
B222572212
C332463318
D442354424
E552245530
F662136636
G772027742
H881918848
I991899954
J1011786001060
K112167102066
L123156203072
M134145304078
N145134405084
O156123506090
P167112607096
Q1781017080102
R189998090108
S1918890100114
T20277100200120
U21366200300126
V22455700400132
W23544900500138
X24633300600144
Y25722400700150
Z26811500800156

Sumerian is the simplest of these to remember: it is English Ordinal multiplied by six, which is why every Sumerian value is a multiple of six and why totals in the hundreds are routine.

The four core English ciphers

If you only ever use four, these are the four. Full detail on each is in the English gematria guide.

English letter values in the four core English ciphers.
LetterOrdinalFull ReductionReverse OrdinalReverse Reduction
A11268
B22257
C33246
D44235
E55224
F66213
G77202
H88191
I99189
J101178
K112167
L123156
M134145
N145134
O156123
P167112
Q178101
R18999
S19188
T20277
U21366
V22455
W23544
X24633
Y25722
Z26811

Hebrew letter values

Twenty-two letters in three bands, plus five final forms used at the end of a word. The four columns are the methods the calculator supports; the Hebrew guide explains when each is used.

Hebrew letter values. The last five rows are the final (sofit) forms.
LetterMispar HechrachiMispar GadolMispar SiduriMispar Katan
א1111
ב2222
ג3333
ד4444
ה5555
ו6666
ז7777
ח8888
ט9999
י1010101
כ2020112
ל3030123
מ4040134
נ5050145
ס6060156
ע7070167
פ8080178
צ9090189
ק100100191
ר200200202
ש300300213
ת400400224
ך20500112
ם40600134
ן50700145
ף80800178
ץ90900189

The final forms

These five letters change shape at the end of a word. The choice of method decides whether that shape change also changes the value.

The five Hebrew final forms and how the two main methods treat them.
Final letterMispar HechrachiMispar Gadol
ך20500
ם40600
ן50700
ף80800
ץ90900

The practical effect is visible in a single word. שלום ends in a final mem, so Mispar Hechrachi gives ש(300) + ל(30) + ו(6) + ם(40) = 376 while Mispar Gadol gives ש(300) + ל(30) + ו(6) + ם(600) = 936 — a difference of 560, exactly the gap between mem at 40 and final mem at 600.

Greek letter values

Twenty-four classical letters plus three archaic ones that survived only as numerals: digamma at 6, koppa at 90 and sampi at 900. Without them the Greek system could not reach 900, so they remain in the table even though they dropped out of ordinary writing.

Greek letter values used for isopsephy, including the three archaic numerals.
LetterIsopsephyGreek OrdinalPythmenes
α111
β222
γ333
δ444
ε555
ϝ666
ζ767
η878
θ989
ι1091
κ20102
λ30113
μ40124
ν50135
ξ60146
ο70157
π80168
ϙ90179
ρ100171
σ200182
τ300193
υ400204
φ500215
χ600226
ψ700237
ω800248
ϡ900249

Final sigma is worth 200, the same as medial sigma, so a word ending in sigma has the same total either way — which is why ιησους totals 888 regardless of which sigma form is typed.

How the three systems compare

Structure of the three alphabets used in gematria.
SystemLettersHighest letter valuePositional?
English Ordinal2626No
English Full Reduction269No
Jewish Gematria26500Yes
Hebrew (Mispar Hechrachi)22 + 5 finals400Yes
Hebrew (Mispar Gadol)22 + 5 finals900Yes
Greek Isopsephy24 + 3 archaic900Yes

The positional systems — Hebrew, Greek and the English ciphers modelled on them — produce totals an order of magnitude larger than Ordinal, and totals dominated by a word’s highest letters. Non-positional systems spread the contribution evenly. Neither is more correct; they answer different questions, and comparing a total from one against a total from the other is a category error.

Checking a value by hand

Pick the table, read off each letter, add. T(20) + R(18) + U(21) + T(20) + H(8) = 87 in English Ordinal. The calculator shows the same breakdown under every result, so hand-checking is always possible.

Common questions

What are the gematria values of the English letters?

In English Ordinal, A=1 through Z=26. Other English ciphers reassign those values — Full Reduction collapses them to 1-9, Reverse Ordinal runs A=26 down to Z=1, and the positional ciphers use 1-10-100 bands.

What are the Hebrew letter values?

Aleph to tet are 1-9, yod to tsadi are 10-90, and qof to tav are 100-400. The five final forms are worth the same as their normal forms in Mispar Hechrachi, and 500-900 in Mispar Gadol.

What are the Greek letter values?

Alpha to theta are 1-9, iota to koppa are 10-90, rho to sampi are 100-900. Three archaic letters — digamma, koppa and sampi — survive only as numerals, filling the 6, 90 and 900 slots.

Why do Hebrew and Greek stop at different places?

Greek had enough letters, including three archaic ones, to reach 900. Hebrew has 22, which reaches 400; the five final forms were later pressed into service to extend the range to 900 in Mispar Gadol.

Are these values standardised?

The Hebrew and Greek values are, and have been for two thousand years. The modern English ciphers are not — different sources place the band boundaries differently, which is why a cipher name should always accompany a total.

Related guides

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