Sans Superellipse Dorew 5 is a very light, normal width, monoline, upright, normal x-height font.
Keywords: ui labels, headlines, posters, branding, packaging, clean, minimal, futuristic, clinical, technical, modernity, precision, minimalism, geometric identity, soft-tech feel, rounded corners, geometric, linear, open counters, rectangular.
A minimalist sans with rounded-rectangle construction and consistently softened corners. Strokes are extremely slender and largely uniform, giving the design a crisp, linear feel. Curves resolve into superelliptic bowls and squared-off rounds (notably in O/C/G and the numerals), while joins stay smooth and controlled. Proportions are tidy and compact with generous interior space; terminals are typically blunt or lightly rounded, and diagonals (A/V/W/X/Y) are sharp but not aggressive. The overall rhythm is even and measured, with a slightly engineered, grid-friendly geometry.
Best suited to large-size applications where its hairline strokes and refined geometry can stay crisp: interface labels, product branding, short headlines, and modern packaging. It can also work for minimalist editorial display, but will generally benefit from ample size and contrast to preserve its delicate stroke weight.
The font projects a cool, contemporary tone—precise, restrained, and quietly futuristic. Its softened rectangular curves keep it approachable while the hairline strokes and geometric discipline add a clinical, tech-forward character.
The design appears intended to deliver a sleek, modern sans built from superelliptic forms, emphasizing clarity, consistency, and a distinctive soft-rectangular geometry. The very thin, uniform strokes suggest a focus on elegance and precision for contemporary graphic and digital contexts.
Key shapes lean toward rectangular rounds rather than true circles, which creates a distinctive “soft-square” silhouette across bowls and counters. The lowercase shows simple, modern constructions (single-storey a and g), and the numerals echo the same rounded-rectangle logic for a coherent set.