Successors: The Battles for Alexander's Empire (First/Second Edition)
BGG rank
BGG #5,458
BGG rating
7.0

Successors: The Battles for Alexander's Empire (First/Second Edition)

1997

Rules assistance for Successors: The Battles for Alexander's Empire (First/Second Edition)

Plain-language explanations of turns, card effects and disputed situations, with official source references and saved question history.

  • 3–4 players
  • 60–240 min
  • 12+
  • Complexity 3.2/5

For 3 players

Rules assistant for Successors: The Battles for Alexander's Empire (First/Second Edition)

What would you like to know?

Answers come from the official rulebook, with the page to check.

Successors: The Battles for Alexander's Empire (First/Second Edition) is a board game released in 1997 for 3–4 players, 60–240 minutes per game, and ages 12 and up. It was designed by Richard H. Berg and Mark Simonitch and its main mechanics are Dice Rolling, Point to Point Movement, and Campaign / Battle Card Driven.

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About the game

Following in the footsteps of the successful card driven war game systems of We the People and Hannibal: Rome vs. Carthage, Successors adds a new element in adding a multi-player dimension to the series. Players are the generals under the recently deceased Alexander the Great and recreate the civil war within the Hellenistic sphere of the middle east. The map is a point to point system, the counters are extra large and quite colorful and a deck of cards is provided that gives a refreshing twist to the typical war game. Re-implemented by: Successors: The Battles for Alexander's Empire

Categories

Publishers

  • The Avalon Hill Game Co
  • Wydawnictwo Gołębiewski

Questions and answers

Successors: The Battles for Alexander's Empire (First/Second Edition) supports 3–4 players according to the catalogue. This range comes from the publisher’s listed player count, so the game can be set up for any group size within it. Some setups, rules and scoring details may still vary by player count, so check your edition’s rulebook for the exact configuration.