How is gematria calculated?

Gematria is an ancient practice of assigning numerical value to Hebrew words and letters, originally used by rabbinic scholars to interpret the Torah. It has since been expanded to include numerology, mysticism, and occult topics, among others. Gematria can provide answers to deep spiritual questions or offer insight into magical matters. If you're curious about gematria and how it works, read on for a comprehensive overview.

The most common method of calculating gematria is through assigning a numerical value to each of the 22 Hebrew letters. The letters are assigned values of 1-400 in order and become part of a code which can be used in many different ways. Some religious and scholarly interpretations may relate certain words together based on the numerical values assigned to each letter while others might draw connections between different words with similar numerical value. Through this practice, one can gain further understanding of the Torah as well as insights into ambiguous matters.

In Judaic gematria, certain words can also be broken down into their component letters each with its own numerical value that are then totaled up. For example, the Hebrew word אָֹבוֹךְ (love) has a total numerical value of 136 which is the sum of its three constituent letters: אֹ (1), בוֹ (2), and כְ (133). By breaking down words in this way and then assigning numerical values to their various components, deeper meanings can often be revealed.

Outside Judaic tradition however, interpretations are often more creative in nature as there isn't always an accepted guideline for calculations. People could assign values unrelated to one another or draw connections between different objects or ideas instead of just words. It's also important to note that numerology (e.g., Pythagorean system) is not related to gematria respecitvely; they both involve projecting connection but involve completely different methods altogether regarding calculations which form the backbone of each respective discipline accordingly

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