Sans Superellipse Ibkej 2 is a very bold, normal width, low contrast, upright, normal x-height font visually similar to 'Aago' by Positype, 'Tablet Gothic' by TypeTogether, and 'Bulltoad' by Typodermic (names referenced only for comparison).
Keywords: headlines, posters, branding, packaging, sports, bold, friendly, punchy, playful, retro, impact, approachability, logo-ready, display clarity, retro nod, rounded, blocky, soft corners, geometric, compact.
A heavy, geometric sans with rounded-rectangle (superellipse) construction and softly eased corners throughout. Strokes are thick and even, with small counters and compact apertures that keep forms dense and graphic. Curves are broad and controlled, while joins and terminals feel squared-off rather than calligraphic, giving the alphabet a sturdy, poster-like rhythm. Lowercase shapes are simple and robust, with a single-storey a and g and minimal modulation, and numerals match the same blunt, rounded geometry.
Works best for bold headlines, posters, labels, and brand marks where a compact, rounded geometric voice is desired. It can also suit packaging and sports or event graphics that benefit from a strong, friendly impact; for longer text, it is more effective at larger sizes with generous spacing.
The overall tone is confident and approachable, combining a tough, blocky presence with softened edges. It reads as upbeat and slightly retro, with a sporty, headline-forward energy that feels more playful than formal.
The design appears intended to deliver maximum impact with a soft-edged geometric personality—prioritizing strong silhouettes, consistent stroke weight, and a compact, logo-ready texture. Its superellipse logic and simplified details suggest an emphasis on modern display usability with a nod to retro sign and poster lettering.
Because of the tight apertures and dark internal spaces, texture becomes very solid in paragraphs, especially at smaller sizes. Letterforms maintain clear silhouettes, but the density favors short bursts of copy and large-scale display where the rounded geometry can be appreciated.