Sans Superellipse Akty 8 is a bold, normal width, monoline, upright, normal x-height font visually similar to 'Evanston Tavern' by Kimmy Design and 'From the Internet' by Typodermic (names referenced only for comparison).
Keywords: headlines, posters, signage, ui labels, packaging, techy, industrial, modern, utilitarian, assertive, impact, clarity, modernize, systemic feel, branding, rounded corners, squared curves, compact, boxy, high contrast (shape).
A compact, heavy sans with squared construction and generously rounded corners. Curves resolve into rounded-rectangle forms, giving counters a soft-cornered, superelliptical feel—especially in letters like O, D, and Q. Strokes are consistently thick and geometric, with minimal modulation and clean, engineered joins. Terminals are mostly flat and squared-off, producing a sturdy rhythm; the lowercase shows a single-storey a and g, with short, controlled ascenders/descenders and open, rectangular apertures.
Best used at display sizes where its blocky, rounded-square structure can read crisply and project impact. It fits headlines, brand marks, labels, and product/tech packaging, and can work for UI headings or navigation labels where a robust, geometric voice is desired.
The overall tone is technical and purposeful, with a contemporary, machine-made confidence. Its rounded-square geometry reads as friendly enough to avoid harshness, but still feels disciplined and utilitarian—well suited to interface and hardware-adjacent aesthetics.
This design appears aimed at delivering a bold, geometric sans with rounded-rectangle DNA—combining industrial sturdiness with softened corners for approachability. The consistent construction and compact proportions suggest an emphasis on clarity, reproducibility, and modern tech-forward branding.
The numerals and capitals appear especially solid and signage-like, with simplified, squared shapes and clear interior cutouts. Forms like J, U, and S emphasize rounded corners over true circular curves, reinforcing a consistent ‘soft box’ motif across the set.