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Politics & Policy Medium #electoral-college

Electoral College Math

538 votes; 270 to win. State EC counts, swing-state concentration, and small-state advantage.

A free, animated electoral college math you can read here or embed on any website, from Scrollchart.

Electoral College Math

Electoral College Math538 total electoral votes. 270 to win. Boxes sized by electoral vote count.

US map sized by electoral votes. Tossup, lean, and safe states color-coded. Path-to-270 visualization for typical battleground combinations.

Good for

  • Election preview articles

Source & accuracy

This electoral college math is an editorial illustration built to represent the concept accurately. Where it shows figures, they are typical or representative values chosen to make the relationship clear, not a single underlying dataset. The diagram and its explainer are reviewed and maintained centrally, and updated over time as understanding improves.

State votes and the 270 threshold

The Electoral College allocates 538 total votes across the 50 states and Washington, DC. Each state receives a number of electors equal to its total congressional representation (House seats plus two Senate seats). To win the presidency, a candidate needs 270 electoral votes, a simple majority. This system means a candidate can lose the national popular vote by millions while winning 270 electors through narrow victories in high-population states.

Vermont has 3 electors (the minimum); California has 54. The distribution reflects population and preserves small-state overrepresentation because every state gets two Senate-based electors regardless of size.

Swing states and the small-state bonus

Not all states are competitive. Safe Democratic states like New York and Massachusetts and safe Republican states like Texas have effectively decided the two-party race in advance. Campaigns concentrate resources in the handful of truly competitive swing states where a small margin shift changes the electoral outcome. This makes Ohio, Pennsylvania, and Arizona disproportionately important despite neither being the largest states.

Small states gain a structural advantage: Wyoming's three electors represent about one vote per 193,000 residents, while California's 54 represent one vote per 750,000. This small-state bonus is baked into the system by the two Senate-based electors.

Embed this diagram

Add this animated electoral college math to your own site. Copy one line of HTML, or use the embed builder for theme and sizing options.

Reference

What this is
A free, embeddable, animated electoral college math for any website.
Who uses it
News organizations, Policy think-tanks.
How to embed
Copy one line of HTML. No signup. No watermark. Works in WordPress, Webflow, Ghost, Substack, plain HTML.
File size
iframe embed, ~80 KB gzipped (loads on demand, does not block your page paint).
License
Free forever. Editorial explainer text included; updated centrally over time.

Embed format options

Copy the universal HTML snippet, the WordPress shortcode, or an iframe fallback - see the WordPress plugin page for details. Any format keeps the same Core Web Vitals profile and the same explainer text.

Embed snippet
<div data-scrollchart="electoral-college-math" data-scrollchart-v="1"></div>
<script src="https://scrollchart.com/embed.js" async></script>

Frequently asked questions

Where can I get a free animated "Electoral College Math" for my website?
Scrollchart provides "Electoral College Math" as a free, embeddable animated diagram you can add to any website with one line of HTML. No signup is required and there is no watermark. The diagram and its explainer text are served from scrollchart.com, so the embed stays current without any maintenance on your end.
How do I embed a electoral college math in WordPress or a static site?
Paste the HTML snippet from the Scrollchart diagram page into your WordPress post (in HTML/code view), your Webflow embed block, or directly into a static HTML file. No plugin is needed. The diagram loads from scrollchart.com and paints in as the reader scrolls.