Sans Superellipse Abgug 8 is a regular weight, normal width, low contrast, upright, normal x-height font visually similar to 'Knockout' by Hoefler & Co. and 'Corelia' and 'Mazot' by Hurufatfont (names referenced only for comparison).
Keywords: ui, web, signage, branding, headlines, modern, clean, friendly, neutral, pragmatic, clarity, utility, modernity, consistency, approachability, monolinear, geometric, soft-cornered, superelliptical, crisp terminals.
A clean sans with a superelliptical construction: rounds tend toward rounded-rectangle shapes rather than perfect circles, and corners are subtly softened. Strokes are even and monolinear, with open apertures and compact, efficient curves that keep counters stable at text sizes. The lowercase shows a double-storey “a,” a single-storey “g,” and a square dot on “i/j,” reinforcing a systematic, engineered feel; numerals are similarly crisp and evenly proportioned.
Well suited to interface design, product typography, dashboards, and wayfinding where clear shapes and steady rhythm help scanning. It also works for branding systems that want a modern, understated voice, as well as editorial headlines and subheads where the soft geometry can add polish without calling too much attention to itself.
This font feels contemporary, straightforward, and quietly confident. Its soft-cornered geometry gives it a friendly, approachable tone without becoming playful or informal. Overall it reads as pragmatic and modern, suited to clear communication.
The design appears intended as a versatile, general-purpose sans that prioritizes legibility and consistency across a wide range of sizes. Its softened geometric skeleton aims to balance a rational, engineered structure with an approachable texture for everyday UI and editorial use.
Uppercase forms are broad and stable with simple, confident diagonals (notably in A, V, W, X, Y), and round letters like C, G, O, Q show the characteristic rounded-rectangle feel. The Q uses a small, tidy tail and the 1 has a subtle angled top, contributing to strong differentiation within the set.