Print Bikas 14 is a very light, normal width, low contrast, upright, normal x-height font.
Keywords: kids, packaging, posters, greeting cards, craft labels, friendly, casual, playful, approachable, handmade, human warmth, casual clarity, cheerful tone, everyday notes, monoline, rounded, open counters, tall ascenders, long descenders.
A clean, monoline hand-drawn print style with rounded terminals and gently uneven stroke behavior that preserves a natural pen rhythm. Letterforms mix simple geometric structure with subtle wobble, showing open counters (notably in C, O, e) and lightly squared-off joins in places. Capitals are narrow and airy, while the lowercase has tall ascenders and long, soft descenders (g, j, p, q) that add vertical bounce. Spacing is loose and readable, and numerals follow the same light, sketch-like construction with curved forms and minimal modulation.
This font suits short to medium text where an informal, human feel is desired—classroom materials, kids-oriented graphics, packaging callouts, invitations, greeting cards, and craft or planner labeling. It also works well for friendly headlines and pull quotes where light, airy letterforms are preferred over bold emphasis.
The overall tone feels friendly and informal, like neat personal handwriting used for labels or notes. Its light touch and rounded shapes keep it gentle and approachable, with a playful, slightly quirky personality rather than a strict, engineered finish.
The design appears intended to provide a neat, readable handwritten print that feels personal and charming without sacrificing clarity. Its consistent monoline construction and open shapes suggest an aim toward everyday usability in casual display and light text settings.
Several glyphs show distinctive handwritten decisions—such as a simple single-storey a, a looped g with an open ear, and a softly hooked J and j—contributing to a cohesive, human texture. The uppercase set remains straightforward and legible, while the lowercase introduces most of the character through varied curves and descenders.