Sans Faceted Paje 1 is a light, very wide, low contrast, upright, normal x-height, monospaced font.
Keywords: ui labels, technical diagrams, wayfinding, game hud, posters, tech, futuristic, industrial, precision, retro digital, modular system, digital aesthetic, technical clarity, geometric branding, display impact, angular, octagonal, geometric, chamfered, outlined.
A geometric, faceted sans built from straight strokes with consistent chamfered corners and polygonal counters. Curves are systematically replaced by angled segments, producing octagon-like O/C/G forms and sharply jointed diagonals throughout. Stroke weight is even and linear, with squared terminals and a restrained, open construction; bowls and apertures read as crisp facets rather than arcs. The overall proportions are generous and horizontally expansive, and the rhythm is steady and grid-like across both uppercase and lowercase.
It performs best where a crisp, geometric voice is desired: UI labels, dashboards, technical diagrams, schematics, and game HUD overlays. At larger sizes it can function as a display face for posters, sci‑fi packaging, and branding that benefits from an engineered, angular aesthetic.
The faceted construction and steady spacing give the typeface a technical, engineered tone with a subtle retro-digital flavor. Its angular geometry feels precise and utilitarian, suggesting interfaces, instrumentation, and sci‑fi design language rather than conversational text.
The design appears intended to translate a modular, multi-angle construction into a readable sans, trading curves for planar facets to evoke precision and technology. Consistent corner chamfers and uniform stroke logic prioritize visual systemization and a distinctive, futuristic silhouette.
Distinctive details include a polygonal “O/0” and similarly faceted round letters, plus a lowercase set that echoes the same hard-edged logic for cohesion. The uniform glyph footprint and consistent corner treatments create a strong modular feel, and the numerals follow the same planar geometry for a unified alphanumeric system.