Sans Superellipse Okbey 6 is a bold, very narrow, medium contrast, upright, normal x-height font visually similar to 'Shtozer' by Pepper Type and 'Kowern' by SMZ Design (names referenced only for comparison).
Keywords: headlines, posters, packaging, signage, branding, condensed, retro, industrial, poster-ready, confident, space-saving impact, display clarity, retro-modern styling, signage utility, tall, compact, sturdy, rounded, modular.
A tall, compact sans with strongly condensed proportions and rounded-rectangle construction throughout. Strokes are sturdy and largely monolinear, with gentle rounding at terminals and corners that keeps the black mass smooth and consistent. Counters are narrow and vertically oriented, and curves tend to resolve into soft superelliptical shapes rather than true circles. The overall rhythm is tight and vertical, with clean joins and a controlled, uniform texture that stays even in dense settings.
Best suited to headlines, posters, and branding where vertical emphasis and high impact are desired. The condensed build makes it effective for packaging, labels, and signage when space is tight and a bold, streamlined presence is needed. In longer text blocks it can become visually dense, so it performs most comfortably at display sizes.
The narrow, towering forms and softened corners give it a vintage-industrial tone that feels confident and utilitarian. It reads like display signage and headline typography—assertive and streamlined—without becoming harsh thanks to the rounded finishing.
The design appears intended to deliver maximum presence in minimal width by combining a condensed skeleton with rounded-rectangular forms. Its consistent stroke weight and softened geometry suggest a focus on strong readability at display sizes while maintaining a cohesive, modernized retro character.
Spacing appears tuned for headline use, producing a dark, continuous stripe at larger sizes. Round letters such as O and Q retain a capsule-like silhouette, and the numerals follow the same condensed, rounded-rectangle logic for a cohesive alphanumeric set.