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The Timpson Lyceum · History of Rome – Titus Livius (2025)

Numa Pompilius, Second King of Rome– Lecture 3 (History of Rome)

Overview

Where Romulus was a warrior, his successor Numa Pompilius was a priest. This lecture covers Rome's second king — the Sabine chosen after a long, dangerous interregnum — and the religious and civic order he was credited with founding. Numa's reign is remembered as an unbroken peace: no wars, the doors of Janus shut, and the energy of a warlike people redirected into festivals, priesthoods, and a reformed calendar. If Romulus gave Rome its body, tradition says Numa gave it its soul.

The reign matters because Roman religion and Roman government were never separate spheres — priesthoods were offices of state, temples were government buildings, and the calendar itself was a religious instrument. Numa's institutions (the Vestals, the pontiffs and Pontifex Maximus, the fetiales, the temple of Janus) and his lunar calendar shaped daily Roman life for a thousand years; the title Pontifex Maximus survives to this day in the papacy.

Key Concepts

Worked Example

Why a lunar calendar drifts, and how Mercedonius corrects it. Numa's problem was that a year of moons does not match a year of seasons. Track the gap and the fix.

  1. Length of the lunar civil year. Twelve lunations run 12×29.5=35412 \times 29.5 = 354 days; the Roman civil year was set slightly longer, about 355355 days (Romans favored odd numbers as lucky).

  2. Length of the solar year — the seasons' true period:

365.25 days.365.25 \text{ days}.

  1. The annual drift is the difference. Each year the lunar calendar falls behind the sun by

365.25−355=10.25 days.365.25 - 355 = 10.25 \text{ days}.

Left alone, spring festivals would slide into winter within a couple of decades.

  1. Accumulate the drift over four years:

4×10.25=41 days.4 \times 10.25 = 41 \text{ days}.

  1. Correct with the intercalary month. Inserting Mercedonius twice in that span — say 2323 days once and 2222 days once — adds

23+22=45 days,23 + 22 = 45 \text{ days},

which slightly overshoots the 4141-day deficit, so over a four-year cycle the calendar swings a few days ahead and back rather than running away. The Roman scheme did exactly this, alternating intercalations across a multi-year period.

  1. Compare the precision. Numa's patch left a residual wobble of a few days each cycle; Caesar's later solar reform fixed the year at 365.25365.25 days with a single leap day every four years, giving an average error of only

365.25−365.2422≈0.0078 days/year,365.25 - 365.2422 \approx 0.0078 \text{ days/year},

more than a thousandfold tighter — which is why the priest-managed intercalation, open to error and manipulation, eventually had to go. ■\blacksquare

Summary