Sans Superellipse Omlaw 2 is a bold, normal width, low contrast, upright, tall x-height font visually similar to 'Gibstone' by Eko Bimantara, 'HD Node' and 'HD Node Sans' by HyperDeluxe, 'Amsi Grotesk' by Stawix, 'Nuber Next' by The Northern Block, 'Herokid' by W Type Foundry, and 'Gineso Titling' by insigne (names referenced only for comparison).
Keywords: ui labels, signage, headlines, posters, packaging, modern, confident, utilitarian, friendly, technical, clarity, modern branding, system design, space efficiency, geometric, compact, blunt terminals, rounded corners, high legibility.
A sturdy sans with compact proportions and a large x-height. Letterforms are built from straight segments and broad curves that read like rounded-rectangle/superellipse geometry, giving counters a squared-off roundness rather than fully circular bowls. Strokes are uniform and heavy, with mostly flat, blunt terminals and minimal modulation. Open apertures (notably in forms like C, S, and e) and generous internal counters help keep the texture readable despite the weight, while overall spacing and rhythm feel tight and efficient.
Works well for interface text, navigation, labels, and wayfinding where compact, high-impact forms must remain clear. It also suits bold editorial headlines, poster typography, and brand systems that want a geometric, engineered feel with approachable rounding.
The tone is straightforward and contemporary: assertive without feeling aggressive. Its rounded-rectangle construction adds a friendly, engineered softness, suggesting a pragmatic, system-oriented voice suited to modern interfaces and signage.
Likely designed to deliver a clean, contemporary sans optimized for clarity at medium-to-large sizes, using superellipse-driven curves to balance strict geometry with softened corners. The overall construction prioritizes consistency, efficiency, and a strong typographic presence in modern design contexts.
Uppercase shapes appear stable and blocky, while lowercase maintains clarity through simplified, geometric joins and roomy counters. Numerals follow the same squared-round logic for a consistent, utilitarian set.