Egyptian hieroglyphic numerals

Published juin 6, 2026 · By NumberWiki

An additive base-10 numeral system used in pharaonic Egypt from roughly 3000 BCE through the Roman period. Seven distinct hieroglyphs covered every power of ten from one up to one million — repeated and stacked to write any quantity an Egyptian scribe needed to count.

The seven signs

Egyptian numeration is the inverse approach to Babylonian: instead of two signs and a positional rule, there is a separate dedicated glyph for each power of ten, repeated as many times as needed. The seven signs are concrete objects from everyday Egyptian life, each chosen — as far as we can reconstruct — for visual or phonetic reasons that no longer survive in full:

𓏺 one — a single vertical stroke (U+133FA).
𓎆 ten — a cattle hobble or U-shaped yoke (U+13386).
𓍢 one hundred — a coil of rope (U+13362).
𓆼 one thousand — a lotus flower in profile (U+131BC).
𓂭 ten thousand — a bent finger (U+1308D).
𓆐 one hundred thousand — a tadpole or frog (U+13190).
𓁨 one million — a kneeling figure with arms raised in awe or worship (U+13068).

The kneeling-figure glyph for a million also doubles in some contexts as the word ḥḥ, meaning "many" or "eternity" — a single sign that was both the largest practical number and the abstract idea of unboundedness. This conflation is not accidental: in everyday Egyptian accounting a number on the order of a million was already indistinguishable from "more than I can count."

Reading by adding up

To write any integer, scribes drew the appropriate glyphs in any order and added them up. There is no place value: the position of a glyph relative to others carries no meaning. The number 1,234 might appear as one lotus, two ropes, three hobbles, and four strokes — or those same glyphs in any other arrangement; both read as 1,234. In practice scribes followed strong conventions about grouping and arrangement (largest on one side, glyphs of the same value clustered in tidy rows of three or four), but those were aesthetic, not semantic.

Because the system is purely additive, large numbers required a lot of glyphs. The number 9,999 needed thirty-six separate signs — nine of each of the four powers of ten. This was workable for the kinds of quantities scribes typically dealt with (cattle counts, grain offerings, troop rosters, regnal years) but cumbersome for large arithmetic. Egyptian accountants compensated with a system of doubling and halving algorithms — and, for fractions, an entirely separate hieroglyphic machinery built around 𓂋 ("part of") and a set of specialized fraction signs for halves, thirds, and the so-called Eye of Horus fractions used in measuring grain.

Two scripts: hieroglyphic and hieratic

Egyptian numerals existed in two parallel registers. The hieroglyphic forms above were the formal version, carved in stone on monuments, tombs, and stelae, where legibility and visual symmetry mattered more than writing speed. For everyday administrative work — papyrus rolls full of tax assessments, work-gang rations, and temple inventories — scribes used the cursive hieratic script, which compressed each numeral cluster into a single ligated symbol that could be drawn with one or two strokes of a reed brush. A hieratic "9" is a single quick mark, not nine vertical strokes.

The hieratic numerals later evolved into the still more compressed demotic script during the first millennium BCE, and through Greek and Coptic intermediation contributed (along with Babylonian astronomy and Indian decimal positional notation) to the eventual emergence of the Hindu-Arabic numerals that you are reading this sentence in.

A system that lasted three thousand years

Egyptian hieroglyphic numerals are documented in continuous use from the First Dynasty (around 3000 BCE) — when they appear on labels and tags for grave goods at Abydos — through the Ptolemaic and Roman periods at the start of the Common Era. That is a span of more than three thousand years with no fundamental change to the underlying numeration. The glyphs were refined, the cursive registers were elaborated, the fraction system grew, but a Roman-era priest tallying temple offerings and a First Dynasty official tallying grain were using essentially the same seven signs with the same rules.

For comparison, that is roughly the same span of time that separates us from the Old Babylonian period. Few notational conventions in human history have shown that kind of stability.

Why additive rather than positional?

The honest answer is that we don't know — and that the question presupposes a hierarchy that ancient scribes wouldn't have recognised. Positional notation has compactness on its side; additive notation has unambiguous reading and immediate visual count. For monumental inscription, where a number was meant to be permanent, public, and instantly legible to a passing reader who might not be specialist in mathematics, additive notation is a reasonable choice. For computational work, scribes used the hieratic shorthand — which is closer to a system of digit-glyphs and could be manipulated faster.

What is clear is that Egyptian numerals were never positional, never developed a zero, and never needed one. A position with nothing in it simply wasn't written — and since position carried no meaning, there was nothing to confuse.

Reading Egyptian numerals on this site

NumberWiki renders Egyptian hieroglyphic numerals on every number page from 1 up to 9,999,999. Glyphs are written largest-first, left-to-right — a modern convention chosen for clarity; classical inscriptions could run in either direction depending on the surrounding text and the orientation of accompanying figures.

Some numbers to read:

10 — 𓎆 (one hobble)
365 — 𓍢𓍢𓍢𓎆𓎆𓎆𓎆𓎆𓎆𓏺𓏺𓏺𓏺𓏺 (three hundreds, six tens, five ones)
1000 — 𓆼 (one lotus)
1,000,000 — 𓁨 (the kneeling figure of awe)

Unicode and fonts

The full Egyptian hieroglyphic repertoire was added to Unicode in version 5.2 (October 2009), with extensions in 12.0 and 14.0. The numerals live in the Egyptian Hieroglyphs block at U+13000–U+1342F. Free fonts that cover the block include Noto Sans Egyptian Hieroglyphs (shipped with most modern operating systems) and the JSesh / Aegyptus fonts maintained by academic Egyptological projects. Without one of these fonts installed, you will see boxes or "tofu" in place of the glyphs above — the codepoints are correct; only the rendering is missing.