Sans Superellipse Daka 12 is a very light, very wide, low contrast, upright, normal x-height font.
Keywords: ui labels, tech branding, display headings, wayfinding, packaging, futuristic, technical, minimal, clean, sleek, futurism, systematic geometry, clarity, modernity, rounded corners, monoline, geometric, modular, open apertures.
A monoline sans built from rounded-rectangle and superellipse-like forms, with softly chamfered corners and long, straight horizontals that emphasize width. Curves are restrained and often resolve into flat terminals, giving bowls and counters a squared-off, engineered feel. Spacing and rhythm are airy and consistent, while the strokes remain even and crisp across letters and numerals. Distinctive constructions—such as the angular joins in K, the multi-arched W, and the boxy O/0—reinforce a modular, schematic geometry.
This style fits best in interface typography, product labeling, and contemporary tech or industrial branding where a clean, engineered voice is desirable. It also works well for short display settings—headlines, titles, and signage—where its wide, geometric construction can become a defining visual motif.
The overall tone reads as contemporary and tech-forward, with a sleek, instrument-panel cleanliness. Its rounded corners keep the feel approachable rather than harsh, but the modular shapes still communicate precision and a mildly sci‑fi sensibility.
The design appears intended to translate a rounded-rectangular, modular geometry into a readable sans, balancing a futuristic aesthetic with straightforward letterforms. The consistent monoline stroke and corner system suggest a goal of visual unity across the alphabet and numerals, suitable for modern digital and product contexts.
Legibility is supported by open apertures in forms like C, G, and S, and by simple, uncluttered lowercase shapes. The numerals share the same rounded-rectilinear logic, with especially geometric 2, 3, and 8. The design’s signature is the consistent corner treatment and the preference for flattened curves over fully circular rounds.