Sans Normal Olmaj 12 is a bold, normal width, monoline, upright, normal x-height font visually similar to 'Contempo Gothic' by Arkitype, 'ATC Arquette' by Avondale Type Co., 'BR Candor' by Brink, 'Heavitas Neue' by Graphite, 'Dress Code' by Larin Type Co, and 'Daikon' by Pepper Type (names referenced only for comparison).
Keywords: headlines, branding, posters, signage, packaging, friendly, modern, confident, clean, approachable, impact, clarity, modernity, approachability, geometric, rounded, high-contrast (white/ink, tight apertures, large counters.
A heavy, geometric sans with smooth, rounded curves and consistently sturdy strokes. The letterforms lean on near-circular bowls (notably in O/C/G and lowercase o/e), paired with crisp, straight-sided stems and clean joins. Terminals are largely blunt and squared, with subtle rounding from the overall curve language; counters are generous, while several apertures (such as in C and e) are relatively tight, reinforcing a solid, compact silhouette. Numerals match the strong, simple construction, with clear, punchy shapes suited to display sizing.
Best suited to headlines, short statements, and identity work where a strong, friendly geometric presence is desired. It should perform well in posters, signage, packaging, and prominent UI labels where impact and clarity at larger sizes are priorities.
The overall tone is bold and friendly, projecting a contemporary, no-nonsense confidence without feeling harsh. Its rounded geometry and solid color give it an approachable, upbeat voice that reads as modern and practical.
The design appears intended to deliver a contemporary geometric sans with maximum visual weight and simplicity, prioritizing strong silhouettes and a clean, modern rhythm for display-driven typography.
The text sample shows strong word-shape presence and even rhythm at large sizes, where the dense strokes and compact openings create a pronounced typographic color. The uppercase feels particularly robust and signage-like, while the lowercase maintains the same geometric logic for a cohesive system.