Draw a 5-point star in one continuous motion.
Category: Drawing. Play free in your browser, no signup required.
Drawing a perfect star freehand is one of the more deceptively difficult shape challenges — the classic 5-point star has 10 vertices (5 outer tips, 5 inner notches), and they need to alternate at a specific radius ratio of roughly 2.5:1 to look "right". The game uses a polar binning algorithm: it divides 360° into 10 equal sectors, averages your drawn distance from the centroid in each, and checks that alternating sectors consistently produce higher radii than their neighbours.
A perfect 5-point star has 10 vertices that must alternate between two precise radii. Your motor system has to simultaneously maintain five outward "spike" directions evenly spaced at 72° intervals, while also hitting five inward "notch" depths consistently. The outer-tip radius needs to be about 2.5× the inner-notch radius. Any asymmetry — one spike longer, one notch shallower — creates visible imbalance. The shape is also self-intersecting, which means your pen crosses its own path five times, creating potential hesitation points.
Built by
Ethan R. Caldwell
Game Developer · Wilmington, DE
Designed Can You Draw a Perfect Star? and 46 other browser puzzles. Game developer based in Wilmington, Delaware. Hardcore puzzle gamer at heart — obsessed with logic puzzles, sokoban-style mechanics, and physics-based brain teasers. Off the clock, unwinds with ARPGs, RPGs and JRPGs.