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Sans Superellipse Dulej 2 is a regular weight, normal width, monoline, upright, normal x-height font.

Keywords: ui labels, app branding, tech packaging, signage, posters, futuristic, techy, clean, friendly, geometric clarity, digital feel, modern utility, soft tech, rounded, squared-off, geometric, modular, soft-cornered.

A geometric sans built from rounded-rectangle forms, with softly squared bowls and generously radiused corners throughout. Strokes are consistently even, producing a steady, monoline rhythm, while counters stay open and neatly proportioned for clarity. Terminals are typically blunt and rounded rather than tapered, and many curves resolve into superellipse-like corners, giving letters a compact, engineered feel. The overall drawing favors simple construction and consistent curvature, with slightly condensed-looking shapes in some glyphs that reinforce a modular, grid-friendly texture.

It suits interface typography, dashboards, and product UI where a clean, sturdy silhouette reads quickly. The rounded-square construction also works well for tech branding, packaging, wayfinding, and poster headlines that want a contemporary, digital flavor without feeling overly aggressive.

The tone is modern and tech-forward, combining an engineered, UI-like precision with approachable softness from the rounded corners. It feels futuristic without becoming harsh, suggesting digital interfaces, product labeling, and contemporary branding.

The design appears intended to translate superellipse/rounded-rectangle geometry into a highly consistent, contemporary sans, prioritizing uniform stroke behavior and repeatable corner logic. The goal reads as a versatile modern face that feels at home in digital contexts while remaining friendly and legible.

Distinctive rounded-rect geometry is especially apparent in bowl letters and numerals, where corners and joins stay smooth and uniform. The mix of squared curves and open apertures creates a crisp texture at display sizes, and the figures share the same soft-cornered logic for a cohesive alphanumeric set.