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Why Leap Years Exist: Orbital Remainder

Interactive 2D top-down orbit plus a live calendar-drift chart showing how Earth's real 365.2422-day year drifts against a flat 365-day calendar, and how the Gregorian leap-year rule corrects it.

Space & Astronomy2DEasy60 FPS📱 Mobile-adapted⇄ 3D version
why-leap-years-exist ↗ Open standalone

This top-down simulation drives Earth around a real orbit at its true 365.2422-day period while a calendar counter ticks off years using the leap-year rule you pick: none, the simple Julian "every 4 years" rule, or the real Gregorian rule. Every calendar rollover drops a red mark at Earth's true orbital position and adds a point to the drift chart below, plotting the accumulated seasonal drift in days against calendar year — a direct, visual record of how quickly an uncorrected calendar would fall out of step with the seasons, and how effectively each leap-year rule corrects it. Drag the orbit view to pan and scroll or pinch to zoom.

⚙ Under the hood

2D top-down orbit plus a live calendar-drift chart plotting seasonal drift (days) against calendar year for none / Julian / Gregorian leap-year rules, using the real 365.2422-day orbital period.

leap-yearorbital-periodcalendarastronomynew-year

2D · HTML5 Canvas 2D · 60 FPS target · runs fully client-side, no install

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