Swing States 2012
BGG rank
BGG #12,636
BGG rating
7.0

Swing States 2012

2012

Rules assistance for Swing States 2012

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

  • 1 player
  • 40 min
  • 12+
  • Complexity 2.3/5

For 1 player

Rules assistant for Swing States 2012

What would you like to know?

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

Swing States 2012 is a board game released in 2012 for 1 player, 40 minutes per game, and ages 12 and up. It was designed by Alan Emrich, Ben Madison, and Wes Erni and its main mechanics are Dice Rolling, Solo / Solitaire Game, and Voting.

Similar games

About the game

Swing States is a solitaire game simulating a U.S. presidential election in a given year. You are a political strategist hired by the nominee to win the Presidential Election for either the Democratic Party (symbolized by a donkey) or the Republican Party (symbolized by an elephant). You must make strategic decisions regarding fund-raising and expenditures, where to campaign and where to advertise, when and where to send the nominees and vital surrogates, how much time they should spend fund-raising, preparing for debates, conducting opposition research, and dealing with scandals that appear out of nowhere. Grab a campaign button and vote for Swing States today! Game Data: Complexity: 4 on a 9 scale Solitaire Suitability: 9 on a 9 scale Scale: The player is a political strategist, and the play of one Game Turn equals about half a week of real time (i.e., the days between each party’s nominating convention in the late summer and the general election in early November).

Questions and answers

Swing States 2012 supports 1 player according to the catalogue. This is the publisher’s listed player count, so the game is designed for exactly that number of participants. Variants for other group sizes, if any, are described in the rulebook of your edition, so check it before setting up a different configuration.