How we calculate numbers

Most numbers are found through digit reduction, adding digits together until you reach a single digit (1–9) or a Master Number (11, 22, 33). If a sum hits 11, 22, or 33 at any point in the reduction, it's preserved rather than reduced further.

For date-based numbers, there are two established approaches in the Pythagorean tradition. The first reduces each component of your birth date separately (month, day, and year each brought to a single digit or master number) then sums those three results and reduces again. The second adds every individual digit of the full birth date together in one pass and reduces.

These methods usually agree, but they diverge in one specific and important case: when a date component independently reduces to a master number. For someone born on November 22 in a year that reduces to 5, the component method gives a Life Path of 11 (preserving November's 11 and the 22nd's 22 in the sum). The full-digit method gives 2. That's not a rounding difference — it's a different number with a different interpretation.

We use the component method. It treats the month, day, and year as distinct numerological units, each with its own energy, and preserves master numbers that arise naturally at each level. Flattening them back into their base digits before combining loses information the tradition considers meaningful. If you've seen a different Life Path for yourself elsewhere, the calculation method is almost certainly the reason.

For name-based numbers, each letter is converted to its Pythagorean value and all values are summed and reduced. We treat the full name as a single unit. We don't reduce individual name parts separately before combining them. This follows the standard Pythagorean approach and avoids introducing intermediate reduction steps the underlying method doesn't call for.