Sans Superellipse Allab 4 is a regular weight, normal width, monoline, upright, normal x-height font.
Keywords: ui labels, tech branding, wayfinding, packaging, posters, tech, futuristic, industrial, clean, utilitarian, geometric clarity, tech signaling, system consistency, modern display, rounded corners, boxy, geometric, octagonal, modular.
A geometric sans built from squared, rounded-rectangle forms and straight strokes, with consistently softened corners throughout. Curves are largely replaced by chamfer-like joins and superelliptical bowls, giving many letters an octagonal, modular silhouette. Counters are open and fairly generous, terminals are mostly flat, and the overall stroke rhythm stays even and engineered. Uppercase forms feel compact and structured; lowercase keeps the same boxy construction with simplified, single-storey shapes.
It performs well in digital interfaces, app UI labels, dashboards, and product displays where a crisp, geometric voice is desired. The distinctive rounded-rect construction also suits technology branding, signage/wayfinding systems, packaging, and headlines that benefit from a modern, industrial aesthetic.
The overall tone is technical and forward-looking, with a sci‑fi and interface-driven flavor. Its disciplined geometry and rounded corners convey a controlled, machine-made personality that reads as modern and purposeful rather than expressive or calligraphic.
The design appears intended to translate superelliptical and rounded-rectangle geometry into a coherent, highly consistent alphabet for contemporary digital and technical contexts. By minimizing organic curves and keeping joins and terminals standardized, it aims for a clean, recognizable texture that remains legible while signaling a futuristic, engineered identity.
The design emphasizes squareness and corner radii as a unifying motif, producing a distinctly “rounded-rect” texture in text. Diagonals (notably in V/W/X/Y and Z) are crisp and angular, reinforcing the engineered feel, while numerals echo the same squared curvature for a cohesive alphanumeric set.