Sans Superellipse Etdoh 3 is a bold, narrow, low contrast, italic, tall x-height font visually similar to 'Space Race' by Comicraft and 'Hyperspace Race' by Swell Type (names referenced only for comparison).
Keywords: headlines, sports branding, posters, app ui, product labeling, sporty, dynamic, assertive, technical, modern, impact, speed, space saving, modern utility, cohesion, condensed, oblique, rounded corners, squared rounds, sheared terminals.
A condensed, forward-slanted sans with a strong, compact build and tightly controlled spacing. Strokes are monolinear and heavy, with rounded-rectangle (superellipse-like) counters and softened corners that keep the silhouette smooth despite the angular, sheared construction. Many terminals are cut on a diagonal, reinforcing a fast, directional rhythm, while bowls and curves stay squarish and sturdy for a distinctly engineered feel.
Best suited to short, high-impact text where speed and emphasis are desirable—headlines, sports and esports identity, posters, packaging, and product labeling. It can also work in interface elements or dashboards where a condensed, directional voice helps conserve space while staying bold and legible at display sizes.
The overall tone is energetic and performance-oriented, with an aerodynamic, no-nonsense presence. Its compact width and aggressive slant read as urgent and contemporary, lending a sporty, tactical character that feels at home in motion-driven or competitive contexts.
The design appears intended to deliver a condensed, high-energy sans optimized for display impact, using rounded-rectangle construction and diagonally cut details to suggest motion and precision. The consistent geometry across uppercase, lowercase, and numerals supports a cohesive, system-like typographic voice.
Curved letters such as C, G, O, Q and the numerals lean into rounded-rectangle geometry rather than purely circular forms, creating consistent, blocky counters. The lowercase maintains a tall, compact structure with minimal calligraphic influence, and the numerals carry the same squared-round logic for a unified set.