Tessellation, also called tiling, is the art of arranging repeated shapes so they cover a flat surface without gaps or overlaps. Tessellation turns repetition into decoration. The repeated shape can be geometric, like a square or hexagon, or something more inventive, like an animal or plant.
Ancient mosaics are closely related to tessellation. Artists covered floors and walls by fitting many small pieces of stone, glass, or tile together. In Roman mosaic work, these pieces were called tesserae, the Latin plural of tessera. The diminutive form tessella meant a small tile or cube. That is where "tessellation" comes from, and it helps explain why the word still suggests fitted tiles. In Islamic architecture, geometric tilework and carved ornament developed into especially rich surface designs. The Alhambra in Granada is one of the best-known examples.
Centuries later, M. C. Escher studied Islamic tile patterns in Spain and adapted their interlocking logic in his prints. In a 1939 reptile pattern, he shaped the repeating units into lizards that fit together across the page. He later reused the idea in his 1943 lithograph Reptiles, where the flat creatures seem to crawl out of a sketchbook, move across a desk, and return to the pattern.
Prompt:
Create an original geometric tessellation inspired by Moorish tilework and Alhambra-style architectural decoration. The design should cover the entire plane with no gaps or overlaps and read as a seamless repeating ceramic tile pattern. Use curving arabesque scrollwork and stylized leaf or petal shapes as the main interlocking elements, with small star or rosette accents in gold at the intersections. Arrange the forms in a balanced, symmetrical repeat with crisp geometric structure. Use a hand-painted ceramic tile look with slightly irregular handmade edges, cream grout lines, and a palette of cobalt blue, sea green, pale yellow, and clean white. Flat decorative surface pattern, elegant and family-friendly, no text.