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The Lab

Draws on a Clock

Put the numbers 1–69 evenly around a circle. Every draw becomes a polygon. Here are the last 24 draws as little clocks — the shape of each polygon is a picture of that draw.

Extremes from 1929 draws

Most symmetric
2022-03-05
sym 0.08 · c 0.05
Least symmetric
2015-09-09
sym 1.40 · c 0.97
Most centered
2024-07-01
sym 0.48 · c 0.01
Least centered
2015-09-09
sym 1.40 · c 0.97

Last 24 draws

2026-04-18
sym 0.57 · c 0.39
2026-04-15
sym 0.74 · c 0.45
2026-04-13
sym 0.91 · c 0.57
2026-04-11
sym 0.82 · c 0.65
2026-04-08
sym 0.50 · c 0.14
2026-04-06
sym 0.28 · c 0.22
2026-04-04
sym 0.71 · c 0.49
2026-04-01
sym 0.79 · c 0.61
2026-03-30
sym 0.39 · c 0.06
2026-03-28
sym 0.71 · c 0.40
2026-03-25
sym 0.59 · c 0.44
2026-03-23
sym 0.56 · c 0.26
2026-03-21
sym 0.42 · c 0.32
2026-03-18
sym 1.00 · c 0.79
2026-03-16
sym 0.68 · c 0.18
2026-03-14
sym 0.56 · c 0.38
2026-03-11
sym 1.02 · c 0.76
2026-03-09
sym 0.79 · c 0.56
2026-03-07
sym 0.42 · c 0.26
2026-03-04
sym 0.59 · c 0.19
2026-03-02
sym 0.51 · c 0.30
2026-02-28
sym 0.19 · c 0.15
2026-02-25
sym 1.19 · c 0.91
2026-02-23
sym 0.50 · c 0.35

How it works

Number n sits at angle (n − 1) / 69 × 360° from the top. Connect the five drawn numbers in order around the circle, and you get a polygon. The colored dot in the middle is the centroid — its distance from center tells you how lopsided the pick is (0 = evenly spread, 1 = all bunched together).

The centroid color is the symmetry score: green = close to a regular pentagon, yellow = moderate, red = some numbers are nearly adjacent while others leave large arcs of the wheel untouched.

None of this predicts anything. It's just a way of noticing that most draws look lopsided because the odds of getting an evenly-spread pentagon are low — roughly 1 in every 8 draws by this measure.

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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