Six constants, one app
Switch between π, τ, e, φ, Planck, and more. Every calendar, lookup, stat, and share card updates to match — long-press the logo to swap on the fly.
pi · 3.14159 26535… · live lookup
PiDay opens to today and finds the earliest place your date appears in five billion digits of pi, using the same bundled index and live lookup rules as the app. Search birthdays, anniversaries, and anything else that matters.
today in pi
waiting for today
Position 47,832,104 · format DDMMYYYY · 5 billion digits searched
Open to today, or pick any birthday, anniversary, or date that matters. PiDay searches across five billion digits of π in every date format simultaneously.
A calendar fills with colour — hotter dates appear earlier in π. See at a glance how your whole month compares, date by date.
Save your result as a card and share it. Six themes, multiple date formats, and a canvas of π digits you can scroll forever.

PiDay goes beyond π. Search your date across six famous mathematical constants, celebrate their unofficial holidays, and settle scores with Date Battles.
Switch between π, τ, e, φ, Planck, and more. Every calendar, lookup, stat, and share card updates to match — long-press the logo to swap on the fly.
Confetti and a short explainer pop up on each constant's unofficial holiday — Pi Day, Tau Day, Euler's Day, and more.
Pick any two dates and let pi decide the winner. Compare positions, winning margins, and rarity in a single polished matchup card.
π is the ratio of a circle’s circumference to its diameter — always, exactly, inevitably. Draw a circle of any size, measure its circumference, divide by its diameter, and you get the same number: 3.14159265…
But π refuses to stop. Unlike simple fractions (⅓ = 0.333…, which at least has a pattern), π is irrational — its decimal expansion neither terminates nor repeats. Mathematicians have computed it to over 100 trillion digits, and no pattern has ever emerged.
π is also transcendental— it cannot be the solution to any algebraic equation with rational coefficients. This is why squaring the circle is impossible. π isn’t just hard to pin down; it fundamentally resists every algebraic cage ever built for it.
And because it never repeats, it almost certainly contains every possible finite sequence of digits — your birthday, your phone number, every book ever written in numeric form, hiding somewhere in its infinite length. Probably. We can’t prove it yet. But we can search.
“Probably contains every possible sequence of digits. We can’t prove it yet. But we can search.”
From warm parchment to phosphor green — each theme is a distinct world. Change anytime.
Find your date in π.
Free · iPhone, iPad & Mac · iOS 17+
FREE · NO ADS · NO TRACKING