Sans Superellipse Ibkev 11 is a very bold, normal width, low contrast, upright, normal x-height font visually similar to 'FF Meta Headline' by FontFont; 'Whitney' by Hoefler & Co.; 'Allotrope' by Kostic; 'Amsi Pro', 'Amsi Pro AKS', and 'Dalle' by Stawix; and 'Nuno' by Type.p (names referenced only for comparison).
Keywords: headlines, posters, branding, packaging, signage, friendly, confident, playful, punchy, modern, impact, approachability, geometric clarity, display emphasis, brand voice, rounded, soft corners, chunky, compact, high impact.
This typeface is built from stout, compact forms with generously rounded corners and largely uniform stroke thickness. Curves read as squarish superellipse shapes rather than perfect circles, giving bowls and counters a pillowy, rounded-rectangle feel. Joins are clean and sturdy, terminals are blunt, and the overall rhythm is dense, with short extenders and a strong, blocklike silhouette that stays consistent across letters and numerals.
It performs best in large sizes where its rounded geometry and dense texture read clearly—headlines, posters, signage, and brand marks. The weight and compact proportions also make it suitable for packaging and promotional graphics that need immediate impact with a friendly edge.
The overall tone is upbeat and approachable while still feeling assertive. Its soft geometry keeps the heaviness from becoming aggressive, creating a friendly, contemporary voice that suits bold statements and energetic messaging.
The design appears intended to deliver maximum presence with softened, geometric shapes—combining bold legibility with a rounded, approachable character. Its consistent, superelliptical construction suggests a focus on contemporary display typography that stays cohesive across mixed-case and numerals.
Counters are relatively tight in several letters, which increases the solid, compact color on the page. The design relies on geometry and corner rounding rather than calligraphic modulation, and the numerals share the same chunky, rounded construction for a cohesive set.