Sans Superellipse Domiv 2 is a regular weight, very narrow, monoline, upright, normal x-height font visually similar to 'Brecksville' by OzType., 'Gemsbuck Pro' by Studio Fat Cat, and 'Winner Sans' by sportsfonts (names referenced only for comparison).
Keywords: headlines, posters, signage, labels, packaging, industrial, utilitarian, modern, technical, condensed, space saving, system design, signage clarity, modern branding, rounded corners, stencil-like, tall, clean, geometric.
A tall, tightly set sans with a strongly condensed footprint and uniform stroke weight. Curves and terminals are built from squared-off, rounded-rectangle forms, producing counters that feel superelliptical rather than purely circular. Corners are consistently softened, while joins stay crisp and verticals remain dominant, giving the face a clean, engineered rhythm. Spacing appears measured and compact, and the overall texture reads dark and orderly without heavy contrast or calligraphic modulation.
Best suited to display settings where vertical economy and strong presence matter, such as headlines, posters, wayfinding, product labels, and packaging. It can also work for UI titles or navigational elements when a compact, engineered aesthetic is desired and sizes are sufficient to keep counters open.
The font conveys an industrial, utilitarian tone—efficient, signage-like, and contemporary. Its condensed stance and rounded-rect geometry suggest technical labeling and modern infrastructure, balancing strictness with a friendly softness from the corner rounding.
The likely intent is a streamlined, space-saving sans that stays highly legible while projecting a modern, industrial character. Rounded-rectangle construction and strict monoline structure point to a design aimed at consistent reproduction and clear, system-like typography.
The design language leans on vertical emphasis and squared curves, creating a distinctive, slightly stencil-like feeling in places due to the narrow proportions and compact inner spaces. Numerals and capitals maintain the same disciplined geometry, supporting a consistent, systematized look across the set.