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Is Your Draw in π?

π never repeats and — we believe — contains every finite sequence somewhere. Here's a search of the first million digits for any Powerball draw you care to type in.

Type five numbers(defaulted to the 2026-04-18 draw)

Draws that appear earliest in π · prefix matches

PositionDrawPrefixNumbers
02014-03-1214151415283754
02014-12-2014151415193156
02015-01-0714151415474959
02022-05-2114151415255258
02025-05-0714151415304059
202025-04-2826432643515660
452010-05-1237513751525358
702022-12-0706280628445961
702024-02-1706280628596269
702025-11-1006280628444858
1092011-12-1713281328495159
1202023-05-2209380938485268
Each draw is matched as the longest prefix (2–5 balls) that appears in the first 1,000,000 digits of π, then ranked by how early the match appears. Blue balls are the ones covered by the prefix.

How it works

Each ball is padded to two digits (so 7 becomes 07), then the five are concatenated into one 10-digit string. We search that string inside the first 1,000,000 digits of π.

The chance of a specific 10-digit string appearing in 1,000,000 digits is about 1 − (1 − 10⁻¹⁰)¹⁰⁶ ≈ 0.01% — so expect zero full 10-digit matches. Shorter prefixes are more generous: a 6-digit (first three balls) match appears roughly once per draw, and a 4-digit (first two balls) match is almost guaranteed.

π is conjectured to be a normal number, meaning every finite digit string appears with the expected frequency. Nobody has proven it, but the first trillion digits have passed every test. Your numbers are somewhere in there — just probably not in the first million.

DISCLAIMER: Balliqa is an entertainment product. Every Powerball drawing is an independent random event. Pattern analysis of historical draws does not predict or influence future outcomes. The odds of winning the Powerball jackpot are 1 in 292,201,338.

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