Sans Superellipse Luha 6 is a very bold, narrow, low contrast, upright, normal x-height font visually similar to 'Horesport' by Mightyfire, 'Stallman Round' by Par Défaut, 'Alma Mater' and 'Oscar Bravo' by Studio K, and 'Cokelines' by Woodcutter (names referenced only for comparison).
Keywords: headlines, posters, logotypes, packaging, app ui, playful, retro, friendly, techy, compact, impact, approachability, retro-future, geometric unity, display clarity, rounded, soft corners, pill terminals, chunky, geometric.
A compact, heavy sans with rounded-rectangle construction and consistently softened corners. Strokes are thick and even, with minimal contrast, and many joins resolve into squared curves rather than true circles, giving counters a superelliptical feel. Apertures tend to be tight and the interiors are small for the weight, while terminals often end in pill-like caps. The overall rhythm is dense and controlled, with simple, geometric skeletons and a slightly condensed stance that keeps word shapes compact.
Best suited to headlines, branding, and short display copy where its heavy, rounded geometry can carry personality. It can also work in UI labels, badges, and packaging where a friendly, high-impact sans is needed, especially at medium to large sizes.
The font reads as friendly and playful while still feeling structured and modern. Its rounded geometry and chunky weight evoke a retro-futurist, arcade-like tone that works well for energetic, upbeat messaging without becoming whimsical or handwritten.
The design appears intended to blend geometric clarity with approachable softness, using rounded-rectangle forms to create a distinctive, cohesive system. It aims for strong visual impact and a compact footprint while maintaining a clean, contemporary sans voice.
Distinctive details include the rounded rectangular bowls in letters like B, D, O, and P; a single-storey a and g; and a chunky, soft-shouldered S. Numerals follow the same rounded-rect logic, with sturdy, compact forms that prioritize bold presence over fine differentiation at small sizes.