Sans Normal Kumis 12 is a bold, normal width, monoline, italic, normal x-height font visually similar to 'Equip' by Hoftype, 'Flink Neue' by Identity Letters, 'Mundial Narrow' by TipoType, 'Gogh' by Type Forward, and 'TT Norms Pro' by TypeType (names referenced only for comparison).
Keywords: headlines, posters, branding, packaging, signage, sporty, dynamic, confident, modern, friendly, impact, motion, clarity, modernity, approachability, slanted, rounded, geometric, soft-cornered, clean.
A slanted sans with heavy, even strokes and rounded, geometric construction. Curves are smooth and circular, terminals appear clean and softly finished, and joins stay sturdy without sharp contrast. Counters are open and generously sized for the weight, giving letters a clear, punchy silhouette. The overall rhythm leans forward with consistent oblique angle and a compact, efficient footprint that reads well at display and short-text sizes.
This font works best where strong emphasis and quick recognition are needed, such as headlines, posters, brand marks, packaging callouts, and signage. The oblique stance and heavy weight help it perform particularly well in short phrases, logos, and promotional graphics where a dynamic, modern voice is desired.
The forward slant and broad, rounded shapes create an energetic, sporty tone that feels contemporary and approachable. Its weight and simplified forms communicate confidence and immediacy, making it feel well suited to bold statements rather than quiet, delicate typography.
The design appears intended to deliver a bold, streamlined sans with a built-in sense of motion, using rounded geometry and consistent stroke weight to maximize clarity and impact. It prioritizes strong silhouettes and friendly curvature for contemporary communication.
Uppercase forms look steady and engineered, while lowercase keeps a single-storey feel where applicable and maintains rounded bowls and straightforward shoulders. Numerals are sturdy and highly legible, with simple, no-nonsense shapes that match the letterforms’ geometric logic.