Sans Faceted Hurey 9 is a very light, normal width, monoline, upright, normal x-height font.
Keywords: headlines, posters, branding, ui labels, packaging, minimal, modern, clean, clinical, technical, minimalist display, geometric clarity, modern branding, distinctive angularity, geometric, angular, faceted, airy, precise.
A spare, geometric sans with hairline strokes and an open, evenly paced rhythm. Curves are frequently resolved into crisp planar segments, giving bowls and rounds a subtly faceted, polygonal feel while keeping terminals clean and unadorned. Proportions lean tall and narrow with generous counters and wide internal apertures, and the overall color stays very light and consistent across caps, lowercase, and numerals. Lowercase forms are simple and modern, with single-storey a and g, a compact shoulder on r, and a clean, straight crossbar on t; numerals follow the same restrained, linear construction.
Best suited to display settings where its hairline build and angular geometry can be appreciated—headlines, wordmarks, editorial titling, and modern branding systems. It can also work for UI labels or navigation in calm, minimal interfaces when used at sufficiently large sizes and with ample contrast and spacing.
The tone is cool and contemporary, projecting precision and restraint rather than warmth or playfulness. Its faceted geometry adds a faintly engineered, digital character that reads as deliberate and design-forward while remaining understated.
The design appears intended to deliver a minimalist, contemporary sans voice with a distinctive faceted treatment that differentiates it from purely circular geometric faces. It prioritizes cleanliness and precision, aiming for a refined, modern aesthetic for identity and display typography.
The extreme lightness and sharp joins make the face feel delicate at smaller sizes, while the large counters and straightforward constructions help maintain clarity in short strings. The faceting is most noticeable in rounded letters and digits, where arcs are implied through angled segments rather than continuous curves.