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

Servius Tullius, Sixth King of Rome – Lecture 7 (History of Rome)

Overview

Servius Tullius, the sixth king of Rome (traditionally 578–535 BC) and the second of the three Etruscan kings, is remembered less for his wars than for a sweeping reorganization of the Roman state. Raised in the household of his predecessor Tarquinius Priscus and installed on the throne through the maneuvering of the queen Tanaquil rather than by regular election, he spent his reign trying to secure a legitimacy he had never fully possessed — and in the process rebuilt how Romans were counted, taxed, armed, and voted.

His signature achievements — the census, the wealth-based centuriate organization, the Servian Wall, and the enlargement of the city's sacred boundary — outlasted the monarchy by centuries. The comitia centuriata he created remained Rome's most important voting body throughout the Republic. Yet the same reforms that endeared him to the common people alienated the patrician aristocracy, and his reign ended in one of the most notorious episodes in Roman tradition: his murder, engineered by his own daughter Tullia and her husband Lucius Tarquinius, and Tullia's chariot driven over her father's corpse in a street thereafter called the Vicus Sceleratus.

Key Concepts

Worked Example

The weighted vote of the comitia centuriata. The genius — and the bias — of Servius' system lay in how 193 voting-blocs were distributed. Reconstruct the tally and measure exactly how much of the vote the wealthiest citizens controlled.

  1. Total the centuries. The Servian scheme allotted:

18  (equites)+80  (class I)+20+20+20  (classes II–IV)+30  (class V)+4  (engineers+musicians)+1  (proletarii)=193.18 \;(\text{equites}) + 80 \;(\text{class I}) + 20 + 20 + 20 \;(\text{classes II–IV}) + 30 \;(\text{class V}) + 4 \;(\text{engineers} + \text{musicians}) + 1 \;(\text{proletarii}) = 193.

  1. Fix the majority threshold. With 193193 centuries voting, a majority requires more than half:

1932=96.5⟹a majority=97 centuries.\frac{193}{2} = 96.5 \quad\Longrightarrow\quad \text{a majority} = 97 \text{ centuries}.

  1. Count the top of the pyramid. The 18 equestrian centuries and the 80 centuries of the first class together give

18+80=98.18 + 80 = 98.

  1. Compare to the threshold. Since 98>96.598 > 96.5, the wealthiest citizens already command an outright majority:

98>97⟹issue decided.98 > 97 \quad\Longrightarrow\quad \text{issue decided.}

  1. Compute their share of the vote. The fraction of all centuries controlled by the equites plus class I is

98193≈0.508=50.8%.\frac{98}{193} \approx 0.508 = 50.8\%.

  1. Note the leverage. Voting proceeded from richest to poorest and stopped the moment a majority was reached. If the equites and first class agreed, the roughly 9595 remaining centuries — classes II through V and the proletarii, i.e. the overwhelming bulk of the population — were never even called. A tiny, property-heavy minority of citizens thus decided outcomes while formally preserving universal participation. ■\blacksquare

Summary