Sans Superellipse Iffe 14 is a very bold, normal width, monoline, upright, tall x-height font visually similar to 'Expedition' by Aerotype, 'FF World' by FontFont, 'Architype Aubette' by The Foundry, and 'Junosky' by Umka Type (names referenced only for comparison).
Keywords: headlines, logos, posters, packaging, gaming ui, techno, industrial, futuristic, retro, arcade, impact, systematic, sci-fi, brandable, rounded corners, square curves, blocky, modular, stencil-like counters.
A heavy, geometric sans with rounded-rectangle construction and consistently softened corners. Strokes stay uniform, with broad, block-like silhouettes and tight, engineered apertures. Counters tend to be squared-off and inset, creating a slightly stencil-like feeling in letters such as A, B, D, O, and P. The overall rhythm is compact and sturdy, with strong horizontal and vertical emphasis and minimal curvature beyond the superelliptic rounding.
Best used at display sizes where the distinctive squared-round geometry and inset counters can read clearly. It works well for bold headlines, identity marks, game titles, tech or industrial packaging, and UI/overlay graphics that benefit from a strong, compact presence.
The font reads as assertive and machine-made, blending a retro arcade sensibility with a contemporary tech interface tone. Its chunky forms and squared counters give it a confident, utilitarian voice that feels suited to hardware, dashboards, and bold branding.
The design appears intended to deliver maximum impact through simplified, modular shapes and softened corners, pairing strong legibility at large sizes with a distinctive, systemized aesthetic. The consistent rounding and inset counters suggest an aim toward a futuristic/industrial voice with retro digital cues.
Round characters (O, Q, 0, 8, 9) lean toward rounded squares rather than true circles, reinforcing the modular system. Diagonals are used sparingly and feel integrated into the same rounded geometry, while the numerals follow the same blocky, inset-counter logic for a cohesive set.