Sans Normal Dulif 1 is a regular weight, wide, low contrast, upright, normal x-height font visually similar to 'Campeche' by Latinotype, 'Otoiwo Grotesk' by Pepper Type, and 'NeoGram' by The Northern Block (names referenced only for comparison).
Keywords: ui text, product design, signage, editorial, presentations, neutral, modern, clean, technical, approachable, clarity, versatility, neutrality, modernization, system design, monoline, geometric, open counters, rounded terminals, minimal.
This is a clean sans serif with a largely geometric construction and smooth, even stroke weight. Curves are round and stable (notably in C, O, and S), while straight-sided forms keep a crisp, engineered feel. Terminals read mostly as simple, squared cuts with gentle rounding in places, producing an orderly rhythm in text. Counters are open and generous, and the overall proportions lean expansive, giving letters plenty of interior space and clear silhouettes.
It works well for user interfaces, product copy, dashboards, and wayfinding where clean shapes and open counters aid quick scanning. The wide, airy forms also suit headlines and presentation typography, while the controlled rhythm can support short-to-medium editorial passages in a contemporary layout.
The tone is neutral and contemporary, balancing a technical, structured feel with friendly roundness. It reads as straightforward and unembellished, suited to interfaces and informational typography where clarity should take precedence over personality. The overall impression is calm, dependable, and modern.
The design appears intended as a versatile, general-purpose sans serif that prioritizes legibility and visual neutrality. Its geometric underpinnings and restrained detailing suggest a goal of fitting seamlessly into modern branding systems and digital environments without drawing attention to stylistic quirks.
In the sample text, spacing appears even and consistent, supporting smooth word shapes at larger sizes. Numerals and uppercase forms maintain the same restrained, geometric logic as the lowercase, keeping the set visually cohesive.