Cursive Ohnu 13 is a very light, very narrow, low contrast, italic, very short x-height font.
Keywords: invitations, greeting cards, quotes, packaging, social media, airy, casual, friendly, romantic, personal, handwritten charm, gentle elegance, personal tone, light flourish, monoline, looping, tall ascenders, open counters, bouncy baseline.
A delicate, monoline cursive with a forward slant and tall, slender letterforms. Strokes stay even and lightly drawn, with rounded terminals and frequent looped entries/exits that give the shapes a continuous, handwritten rhythm. The lowercase features compact bodies with relatively tall ascenders and descenders, while capitals are larger and more flourish-prone, mixing simple upright stems with sweeping curves. Spacing is slightly irregular in a natural way, and the figures follow the same thin, handwritten construction with smooth curves and simple forms.
Well suited to short-to-medium display text where a personal voice is desired—wedding or event invitations, greeting cards, quote graphics, boutique packaging, and social posts. It works best at moderate sizes and above, where the thin strokes and subtle loops remain clear.
The overall tone is intimate and approachable, like a neat personal note written quickly but carefully. Its light, flowing motion reads gentle and charming rather than formal, with just enough flourish to feel expressive without becoming ornate.
Designed to emulate light, contemporary cursive handwriting with an emphasis on elegant motion and legibility. The restrained monoline stroke and tall proportions aim to deliver a graceful, handwritten signature-like presence for display applications.
Capitals show noticeable variation in structure (some more looped, others more stem-driven), reinforcing an authentic handwritten feel. Round letters keep open counters, and several forms use soft hooks and entry strokes that suggest connection even when letters are set unjoined. Numerals appear consistent with the letter style, favoring clean, curved silhouettes over rigid geometry.