Cursive Ipmik 2 is a light, very narrow, low contrast, italic, very short x-height font.
Keywords: branding, packaging, posters, headlines, invitations, airy, casual, personal, elegant, lively, handwritten realism, signature feel, casual elegance, display impact, monoline, looping, tall ascenders, long descenders, open counters.
A slender, monoline handwritten script with a rightward slant and a quick, pen-drawn rhythm. Strokes stay mostly even in thickness, with gentle tapering at terminals and occasional looped entry/exit strokes that suggest continuous writing even when letters don’t fully connect. Proportions are tall and narrow with a notably small x-height, long ascenders/descenders, and generous internal whitespace; round forms (C, O, G) are open and lightly oval. Uppercase letters are expressive and often oversized, featuring sweeping curves and occasional cross-strokes that extend beyond the letter’s main body.
Best suited to short-to-medium text where a handwritten voice is desired, such as branding marks, packaging callouts, invitations, social graphics, and poster headlines. It performs particularly well at display sizes where the fine strokes and tall proportions can breathe and the expressive capitals can be used to set a tone.
The overall tone is informal and personable, like a neat signature or a fast handwritten note. Its light touch and elongated forms add a hint of elegance, while the slightly irregular, hand-led spacing keeps it relaxed and approachable.
Designed to capture the immediacy of natural pen lettering while remaining clean and legible, emphasizing speed, flow, and a signature-like character. The tall, narrow proportions and delicate stroke weight appear intended to keep compositions light, elegant, and space-efficient in display contexts.
Capitals have strong presence and can dominate mixed-case settings, creating a distinct headline feel. The numeral set follows the same handwritten logic, with simple, lightly curved constructions and open shapes that prioritize flow over strict geometric regularity.