Gematria is an ancient system that assigns numerical values to letters, words, or phrases to uncover hidden meanings. Various ciphers are used in Gematria to calculate these values, categorized into sections such as Pythagorean, Alphabetic Order, Jewish, Kabbalah, Mathematical, and others. Each cipher has its own method of assigning numerical values, with specific illustrative examples. This article presents all these ciphers, formatted in HTML for easy reading.
Key Points
- Gematria is an ancient system that assigns numerical values to letters, words, or phrases to uncover hidden meanings.
- There are various ciphers used in Gematria to calculate numerical values.
- These ciphers are categorized into groups such as Pythagorean, Alphabetic Order, Jewish, Kabbalah, Mathematical, and others.
- Each cipher has its own method of assigning numerical values, often accompanied by illustrative examples.
- This article presents a comprehensive list of Gematria ciphers, formatted in HTML for easy reading.
What is Gematria?
Gematria is a method of assigning numerical values to letters or words, commonly used in Jewish mysticism and Kabbalah, but also found in other esoteric traditions. This system helps discover connections or hidden meanings in texts, especially sacred texts.
Overview of Gematria Ciphers
There are many Gematria ciphers, each with its own way of calculating numerical values. The ciphers are divided into seven categories: Pythagorean, Alphabetic Order, Jewish, Kabbalah, Mathematical, Others, and Exceptions. Each cipher comes with a description and examples to illustrate how it works.
How to Use This Article
This article provides a complete list of Gematria ciphers, presented in HTML for easy reading. You can refer to each cipher, understand how they work, and apply them to calculate Gematria values for your own words or phrases.
Pythagorean Ciphers
Pythagorean ciphers are based on reduction methods, often involving simplifying the numerical values of letters.
| Cipher | Description | Example |
|---|---|---|
| Full Reduction | A=1 to I=9, J=10 (1+0=1) to R=14 (9) | RAM=18 (R=9, A=1, M=4) |
| Single Reduction | A=1 to I=9, J=10 to R=90, S=19 | TOM=12 (T=2, O=6, M=4) |
| Reverse Full Reduction | Z=1 to R=9, Q=1 to I=9, H=10, G=2 to A=8 | TOS=18 (T=7, O=3, S=8) |
| Reverse Single Reduction | A=8 to J=2, H=10, I=9 to Q=1, R=9 to Z=1 | VAN=17 (V=5, A=8, N=4) |
Alphabetic Order Ciphers
These ciphers are based on the order of the alphabet, with variations in how numerical values are assigned.
| Cipher | Description | Example |
|---|---|---|
| English Ordinal | A=1 to Z=26 | POP=47 (P=16, O=15, P=16) |
| Reverse Ordinal | A=26 to Z=1 | BOS=45 (B=25, O=12, S=8) |
| Francis Bacons | a=1 to z=26, A=27 to Z=52 | Aa=28 (A=27, a=1) |
| English Extended | A=1 to I=9, J=10 to R=90, exceeding by 10 then 100 | AJS=111 (A=1, J=10, S=100) |
| Franc Bacons | A,a=1,2; B,b=3,4, etc. | As=39 (A=1, S=38) |
| Sumerian | A=6, B=12, C=24, adding ordinal values | EA=36 (E=30, A=6) |
| Reverse Sumerian | A=156 to Z=6 | AS=204 (A=156, S=48) |
| Satanic | A=36, B=37, C=38, increasing by +1 | AM=82 (A=36, M=48) |
Jewish Ciphers
Jewish ciphers relate to Jewish traditions, using special ways of assigning numerical values.
| Cipher | Description | Example |
|---|---|---|
| Jewish Reduced | A=1 to I=9, J=24, K=1 to S=9, T=1, U=2, V=7, W=9, X=3, Y=4, Z=5 | No specific example |
| Jewish Ordinal | J=24, V=25, W=27, 27 letters including &=26 | THE&=58 (T=19, H=8, E=5, &=26) |
| Jewish | A=1 to J=9, K=10 to S=20, T=100 to Z=500, J=600, V=700, &=800, W=900 | WOW=1850 (W=900, O=50, W=900) |
Kabbalah Ciphers
Kabbalah ciphers use unique ways of assigning numerical values, often related to Kabbalistic mysticism.
| Cipher | Description | Example |
|---|---|---|
| ALW Kabbalah | A=1, L=2, W=3, unique cipher | TOM=52 (T=24, O=7, M=21) |
| KFW Kabbalah | K=1, F=2, W=3 | JERRY=48 (J=16, E=17, R=4, R=4, Y=7) |
| LCH Kabbalah | L=1, C=2, H=3 | MCH=26 (M=21, C=2, H=3) |
Mathematical Ciphers
These ciphers are based on mathematical sequences such as primes, triangular numbers, and squares.
| Cipher | Description | Example |
|---|---|---|
| Primes | A=2 to Z=101 (first 26 prime numbers) | APPLE=156 (A=2, P=53, P=53, L=37, E=11) |
| Trigonal | Special triangular cipher | POT=466 (P=136, O=120, T=210) |
| Squares | A=1*1=1, B=2*2=4, etc. | CAT=410 (C=9, A=1, T=400) |
Other Ciphers
These ciphers include other traditional systems such as Septenary and Chaldean.
| Cipher | Description | Example |
|---|---|---|
| Septenary | A-G=1-7, H-M=6-1, N-T=1-7, U-Z=6-1 | DOG=13 (D=4, O=2, G=7) |
| Chaldean | Unique cipher | TOP=19 (T=4, O=7, P=8) |
Exception Ciphers
These ciphers are variants of other ciphers, with fixed values for some letters.
| Cipher | Description | Example |
|---|---|---|
| Full Reduction Kv | Similar to Full Reduction, K=V=position | VAN=28 (V=22, A=1, N=5) |
| Single Reduction Kv | Similar to Single Reduction, K=11, V=22 | KAS=22 (K=11, A=1, S=10) |
| Reverse Full Reduction EP | E=22, P=11 | EAT=37 (E=22, A=8, T=7) |
| Reverse Single Reduction EP | Similar to Reverse Single Reduction, E=22, P=11 | PET=40 (P=11, E=22, T=7) |
Conclusion
Gematria is a powerful tool for discovering hidden meanings in words and phrases. There are many Gematria ciphers available, ranging from traditional methods like Jewish and Chaldean to modern variants like Satanic and Primes. Each cipher offers a unique perspective on how numerical values can be assigned and interpreted. You can explore these ciphers through various resources.