In 2024, someone said:
This is the first election since 1976 without a Bush, Clinton, or Biden on the ballot.
This Python script analyzes U.S. presidential election data to find the smallest set of surnames that have appeared on every ballot since a given year.
The script finds the smallest group of surnames that appear in every election since the year you specify. Here's how it does this:
- It looks at all the elections from your chosen year up to 2024.
- It makes a list of all the different surnames that appear in these elections.
- It uses a combination of two methods to find the smallest set of surnames:
- First, it tries a quick "greedy" approach that often finds a good solution.
- Then, it carefully checks if there's an even smaller set of surnames that works.
- It stops when it's sure it has found the smallest possible group of surnames.
- Finally, it tells you these surnames in the order they first appeared.
python main.py <year> [verbose]
- Replace
<year>with a year between 1789 and 2024. - Add
verboseas a second argument to see detailed information about the script's execution.
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Basic usage:
python main.py 1980This will output the smallest set of surnames that have appeared on every presidential ballot since 1980.
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Verbose output:
python main.py 1980 verboseThis will show detailed information about the relevant elections, candidates considered, the solution process, and the final result.
The script will output a sentence describing the smallest set of surnames. For example:
Since 1980, at least one of these surnames has appeared on every presidential ballot (in chronological order of first appearance): Bush, Clinton, Biden, or Trump.
In verbose mode, you'll see additional information about how the script found this answer.
- Python 3.x
No additional libraries are required; the script uses only Python's standard library.
- The script's election data currently goes up to 2024.
- The analysis is based on surnames only and includes both presidential and vice-presidential nominees.
- The script now uses a faster method to find the answer, but it still checks to make sure it's the best possible answer.
- It can take a very long time to find the optimal solution, especially when searching back over 100 years. Press 'Enter' to return the current best solution during a long search.