Ep 9. The Adam Ruins Everything Election Special

In the election special of Adam Ruins Everything season 2 episode 9, host Adam Conover takes a humorous and informative look at the history and flaws of the American voting system. Beginning with the origins of voting in ancient Greece and Rome, Adam highlights the fact that voting has not always been an inclusive practice and that many people were historically excluded from the process.

Moving to modern times, Adam delves into the complexities of the Electoral College and explains how it can result in a candidate winning the presidency without winning the popular vote. He also examines the issue of gerrymandering and how it is used by politicians to manipulate voting districts to their advantage.

Throughout the episode, Adam challenges common misconceptions about voting, including the idea that every vote counts. While it is important to exercise our right to vote, Adam argues that the impact of an individual vote is often negligible in an election. He also debunks the notion that voting is the only way to effect change in the political system and suggests other ways to make a difference, such as protest and civil disobedience.

To further illustrate the problems with the American voting system, Adam brings in experts and comedians to provide additional commentary. Political scientist Dr. Lorraine Minnite explains how voter ID laws disproportionately affect marginalized communities, while comedian Dan Pfeiffer breaks down why so many Americans are disillusioned with the democratic process.

Finally, Adam showcases some of the solutions to the problems with the American voting system. He explores alternative methods of voting, such as ranked-choice voting, which can help to eliminate the need for a runoff election and better represent the preferences of voters.

Overall, Adam Ruins Everything season 2 episode 9 provides a thought-provoking and entertaining take on the flaws of the American voting system and offers solutions for a more fair and inclusive democracy.