Sans Superellipse Dulod 2 is a bold, normal width, low contrast, upright, normal x-height font visually similar to 'Francker' and 'Francker Paneuropean' by Linotype (names referenced only for comparison).
Keywords: headlines, ui labels, branding, signage, posters, techy, friendly, modern, robust, utilitarian, modernize, soften geometry, maximize impact, improve clarity, rounded, squarish, geometric, compact, soft-cornered.
A heavy, rounded-rectilinear sans with superellipse construction: corners are softened while strokes stay largely straight and uniform. Counters are generously open and mostly squared-off, giving letters a compact, sturdy silhouette and consistent rhythm. Terminals tend to be blunt and rounded, with simplified joins and minimal modulation, producing clear shapes that hold up well at larger sizes. Numerals share the same squarish, softened geometry for a cohesive alphanumeric texture.
Well suited to headlines, product branding, and interface labels where a strong, modern presence is needed. The robust, open forms also work for signage and short-to-medium display text, especially in digital contexts that benefit from crisp, simplified geometry.
The overall tone is contemporary and tech-leaning, with a friendly softness coming from the rounded corners. Its stout, compact forms feel dependable and straightforward rather than elegant or delicate, projecting a pragmatic, engineered personality.
The design appears intended to blend geometric efficiency with approachable rounded corners—delivering a contemporary display sans that feels industrial and digital without becoming harsh. Its simplified, superelliptical forms prioritize consistency and legibility while maintaining a distinctive, compact voice.
Round characters show a distinctly squared profile (e.g., curved letters resolve into rounded rectangles rather than pure circles), and spacing appears even and stable in running text. The design favors clarity and impact over fine detail, with a slightly condensed visual footprint created by wide strokes and compact inner space.