Sans Superellipse Usro 9 is a regular weight, very wide, medium contrast, upright, normal x-height font.
Keywords: ui design, app interfaces, wayfinding, product branding, dashboards, tech, clean, futuristic, efficient, industrial, clarity, modernity, approachability, systematic design, versatility, rounded, squareish, monoline, geometric, open counters.
A geometric sans with rounded-rectangle construction and consistently softened corners. Strokes are largely monoline with gentle, controlled transitions, producing smooth joins and even color across text. Proportions run broad, with spacious counters and a horizontally oriented rhythm that feels stable and engineered. Many curves resolve into squarish bowls (notably in O/C/G and lower-case rounds), while terminals tend to be flat or subtly rounded, reinforcing a crisp, modular silhouette.
Well suited to user interfaces, dashboards, and product experiences where a sturdy, modern sans is needed at a range of sizes. The broad proportions and open internal space support clear signage and navigation labels, while the clean geometry also fits contemporary tech branding, packaging, and editorial display settings.
The overall tone is contemporary and technical, balancing friendliness from the rounded corners with a precise, machine-made discipline. It reads as modern and functional rather than expressive, suggesting UI and product design contexts where clarity and consistency matter.
The design appears intended to merge geometric simplicity with approachable rounded shaping, creating a modern workhorse sans that feels engineered but not harsh. Its consistent rounded-rectangle language aims for predictable texture in paragraphs and strong presence in headings, with a distinctly contemporary, system-forward personality.
Distinctive superelliptical bowls give letters a compact, squared-off curvature that stays consistent across cases and numerals. The lowercase shows straightforward, utilitarian forms with minimal calligraphic influence, and the numerals share the same rounded-rect geometry for a cohesive set.