Definitions

from Wiktionary, Creative Commons Attribution/Share-Alike License.

  • noun geometry A polyform made by joining one or more squares edge to edge in various arrangements.

Etymologies

from Wiktionary, Creative Commons Attribution/Share-Alike License

poly- + (d)omino, as if the d were for di-, two, a domino being made up of two squares

Examples

  • Most puzzle designs also require that all white cells be orthogonally contiguous (that is, connected in one mass through shared sides, to form a single polyomino).

    KDE UserBase - Recent changes [en]

  • Most puzzle designs also require that all white cells be orthogonally contiguous (that is, connected in one mass through shared sides, to form a single polyomino).

    KDE UserBase - Recent changes [en]

  • Most puzzle designs also require that all white cells be orthogonally contiguous (that is, connected in one mass through shared sides, to form a single polyomino).

    KDE UserBase - Recent changes [en]

  • Most puzzle designs also require that all white cells be orthogonally contiguous (that is, connected in one mass through shared sides, to form a single polyomino).

    KDE UserBase - Recent changes [en]

  • Most puzzle designs also require that all white cells be orthogonally contiguous (that is, connected in one mass through shared sides, to form a single polyomino).

    KDE UserBase - Recent changes [en]

  • Most puzzle designs also require that all white cells be orthogonally contiguous (that is, connected in one mass through shared sides, to form a single polyomino).

    KDE UserBase - Recent changes [en]

  • Most puzzle designs also require that all white cells be orthogonally contiguous (that is, connected in one mass through shared sides, to form a single polyomino).

    KDE UserBase - Recent changes [en]

  • Most puzzle designs also require that all white cells be orthogonally contiguous (that is, connected in one mass through shared sides, to form a single polyomino).

    KDE UserBase - Recent changes [en]

  • Most puzzle designs also require that all white cells be orthogonally contiguous (that is, connected in one mass through shared sides, to form a single polyomino).

    KDE UserBase - Recent changes [en]

  • Most puzzle designs also require that all white cells be orthogonally contiguous (that is, connected in one mass through shared sides, to form a single polyomino).

    KDE UserBase - Recent changes [en]

Comments

New comments are temporarily disabled while we update our database.