Hilbert Curve Unisex T-Shirt — Seoul, cutout front

Hilbert Curve Unisex T-Shirt — Seoul

S
$58.00
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Hilbert Curve Unisex T-Shirt — Seoul, cutout front

Hilbert Curve Unisex T-Shirt — Seoul

$58.00
Size

Giving it as a gift? Print its story card to tuck in with it.

One unbroken line that reaches every corner of the square.

In 1891 David Hilbert showed that a single continuous line can come arbitrarily close to every point of a square if you follow a simple, recursive process: Draw a U through four squares. Replace each turn with a smaller U, rotated to join its neighbors, and repeat.

This print shows a curve built on these rules at several levels of recursion.

Computers use space-filling curves like this one to store maps, images and databases because this process keeps neighboring things side by side.

Who it’s for

Space-filling curves sit inside the software that runs maps and databases, keeping nearby places together in memory so searches stay fast. Made for data engineers, GIS analysts, software developers and computer scientists.

Made to be noticed: a bold print in a relaxed unisex cut, for conferences, concerts, weekends, and anywhere a good conversation might start.

Love this design? Make it yours.

Your colours, your occasion: a keynote, a wedding party, matching shirts for your team. We'll create it with you, made just for you.

Custom colours from US$150 · new designs from US$500

Start a custom order →

The Unisex T-Shirt

  • Lightweight polyester with a soft, cotton-like hand. Quick-drying, relaxed unisex fit: size down for a closer fit.
  • Wash by hand or on a gentle cycle. Hang to dry, no bleach, cool iron.
  • Not quite the right fit? Tell us within 30 days and we’ll make it right.

Size guide

Measurements around the body, in cm (inches). Allow 1–3 cm either way.

Size Length Chest Sleeve Shoulder
S 68 (26.8) 106 (41.7) 16.5 (6.5) 44 (17.3)
M 70 (27.6) 110 (43.3) 17 (6.7) 45.5 (17.9)
L 72 (28.3) 115 (45.3) 17.5 (6.9) 47.3 (18.6)
XL 74 (29.1) 120 (47.2) 18 (7.1) 49.1 (19.3)
2XL 76 (29.9) 125 (49.2) 18.5 (7.3) 50.9 (20.0)

Every Zenzicube design is grown from a real piece of mathematics. Find more in the Mathematical Menagerie.

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