Sans Normal Kekog 3 is a bold, normal width, low contrast, italic, normal x-height font visually similar to 'Rabon Grotesk' by 38-lineart, 'Myriad Bengali' by Adobe, 'FF Mark' and 'FF Mark Paneuropean' by FontFont, 'Nusara' by Locomotype, 'Helia Core' by Nootype, and 'Arthura' by Seniors Studio (names referenced only for comparison).
Keywords: sports branding, posters, headlines, logos, apparel, sporty, dynamic, confident, modern, punchy, convey motion, grab attention, modernize branding, add emphasis, slanted, rounded, heavyweight, geometric, compact.
A slanted sans with a strong, even stroke and rounded, geometric construction. Curves are smooth and full (notably in C/G/O/Q), while terminals are mostly cleanly cut on an angle, reinforcing forward motion. Proportions feel compact and sturdy with generous counters for the weight, and the overall rhythm is consistent across caps, lowercase, and numerals. The lowercase mixes simplified, single-storey forms (a, g) with a straightforward, utilitarian structure, and the figures appear sturdy and legible with broad curves and minimal detailing.
Best suited for headlines and short text where impact and motion are desirable—sports identities, team graphics, event posters, product packaging, and logo wordmarks. It can also work for UI accents, badges, and callouts where a strong, slanted emphasis is needed.
The design projects speed and energy, reading as assertive and contemporary. Its slant and mass give it a competitive, athletic tone that feels at home in fast-paced, attention-grabbing settings while still staying clean and controlled.
The font appears designed to deliver a bold, energetic voice through a clean sans structure, using slant and compact geometry to suggest speed and decisiveness while maintaining clear, broadly legible shapes.
Letterforms show a clear geometric bias with stable bowls and consistent curvature, paired with a noticeable forward slant that adds momentum without becoming overly cursive. The overall silhouette is dense and impactful, with clear differentiation in shapes like Q, G, and the diagonals in K/V/W/X.