Calculation system
Hebrew gematria mapping
Each Latin letter is routed to a Hebrew letter and takes that letter’s gematria value — which is why the totals here run into the hundreds.
Background
Gematria is the practice of reading Hebrew words as sums, because Hebrew letters carry numeric values: Aleph 1, Bet 2, Gimel 3, and on through Qof 100 and Resh 200. That much is a property of the Hebrew alphabet, not an interpretation.
What Calcabala does is a second step, and a more debatable one: it maps each Latin letter to a Hebrew letter of roughly the same sound, then takes that letter’s value. C and K both go to Kaf and take 20. I, J and Y all go to Yod and take 10. U, V and W all go to Vav and take 6.
There is no one-to-one transliteration between the two alphabets, so this is a documented Calcabala convention rather than a traditional gematria rule. Traditional gematria works from Hebrew spelling, not from a Latin approximation.
Letter mapping
This table is generated from the same code that calculates your reading, so it cannot drift out of date.
- A1
- B2
- C20
- D4
- E5
- F80
- G3
- H5
- I10
- J10
- K20
- L30
- M40
- N50
- O70
- P80
- Q100
- R200
- S60
- T9
- U6
- V6
- W6
- X90
- Y10
- Z7
Reduction policy
Values are added into a raw total that is usually far larger than in the other systems — three digits is normal — and then reduced digit by digit until one number remains.
Because the reduction is the same as Pythagorean and Chaldean, the final number still lands between 1 and 9, or on a master number.
Master numbers
After applying the approximate Hebrew values, Calcabala adds its standard numerology reduction: 11 and 22 are preserved, while 33 is not. Master numbers are not part of traditional gematria; they belong to the modern reading layered on top here.
Accented characters
Accented Latin letters fold to their base letter before the mapping is applied. Â becomes A, then A is routed to Aleph.
Spaces, punctuation, hyphens and apostrophes
Spaces, hyphens, apostrophes and punctuation are removed before counting.
Transliteration
Yes — this is the only system here that involves one. Each Latin letter is treated as standing in for a Hebrew letter, and takes that letter’s numeric value. Two consequences are worth knowing: several Latin letters collapse onto the same Hebrew letter, and no letter in this mapping carries the values 300 or 400.
A worked example
Ana Lima → A 1 · N 50 · A 1 · L 30 · I 10 · M 40 · A 1
1 + 50 + 1 + 30 + 10 + 40 + 1 = 133
1 + 3 + 3 = 7
Ana Lima → 7 — The Seeker. Raw total: 133.
How this differs from the other systems
- Against Pythagorean and Chaldean: those assign small numbers directly to Latin letters. This one assigns Hebrew letter values, so a single letter can be worth 200 and raw totals jump by an order of magnitude.
- Against Kabbalistic: this is the important distinction. The Hebrew system here uses gematria values reached through transliteration. The Kabbalistic system uses no Hebrew values at all — it uses the Latin letter’s ordinal position, A=1 to Z=26. They are named for related traditions but they are not the same calculation, and Calcabala does not treat the words as interchangeable.
Common questions
Is this the same as traditional gematria?
No. Traditional gematria sums a word as it is spelled in Hebrew. This maps a Latin spelling onto Hebrew values first, and that mapping is an approximation Calcabala makes explicit rather than a received rule.
Why are the totals so much bigger?
Because Hebrew letter values run 1, 2, 3 … 10, 20, 30 … 100, 200. One letter can contribute 200, where the largest Pythagorean letter contributes 9.
Is Hebrew the same as Kabbalistic here?
No, and it is worth being precise about it. Hebrew reads gematria values through a transliteration. Kabbalistic reads the position of the Latin letter, 1 to 26, and settles on one of the ten Sephirot. Different inputs, different reduction rule, different result.
Calculate a name in Hebrew
All systems
- Pythagorean — The modern Western default: the alphabet is laid out in order and numbered 1 through 9, over and over, until the letters run out.
- Chaldean — Calcabala uses the commonly circulated 1–8 chart called Chaldean, an irregular modern letter map in which nine is not assigned.
- Kabbalistic — Calcabala gives each Latin letter its ordinal position, A=1 through Z=26, then uses the result as a modern prompt for reflection through one of the ten Sephirot.
Calcabala is offered for reflection and entertainment. Nothing here predicts events or outcomes.