Sans Superellipse Usgo 3 is a bold, very wide, medium contrast, upright, normal x-height font.
Keywords: headlines, posters, sports branding, tech branding, signage, tech, futuristic, industrial, sporty, assertive, modernize, signal strength, tech tone, maximize impact, systematize forms, squared, rounded corners, extended, geometric, blocky.
A heavy, extended sans with a squared–rounded (superellipse) construction throughout. Strokes are broadly uniform with softened corners and flat terminals, producing sturdy rectangular counters in letters like O, Q, and D. The proportions are wide and stable, with compact apertures and a slightly condensed interior space that emphasizes mass and legibility at larger sizes. Lowercase forms keep the same squared-rectangle logic, with single-storey a and g and a boxy, minimal curve vocabulary; numerals follow suit, with angular joins and rounded corners.
This design is best suited to headlines, posters, and branding where a strong, contemporary impact is needed. It should also work well for tech or product identities, esports/sports graphics, and short signage-style messaging where wide proportions and sturdy shapes help maintain clarity.
The overall tone is modern and technical, with an engineered, display-forward presence. Its wide stance and rounded-rectangle geometry suggest a futuristic, sporty voice that feels confident and utilitarian rather than friendly or literary.
The design appears intended to translate rounded-rectangle geometry into a high-impact, contemporary sans that stays consistent across uppercase, lowercase, and numerals. Its emphasis on width, solid color, and controlled curves suggests a goal of creating a modern display face that feels engineered and highly legible in bold statements.
Distinctive details include the rounded-rectangle O/Q family, the squared bowls in B/P/R, and the firm, horizontal baseline accents visible on several lowercase forms (notably g, y, and some terminals), which reinforce a constructed, signage-like rhythm. The font maintains consistent corner radii across curves, helping it read as a cohesive system.