A depiction arrangement for security papers, value documents, electronic display devices or other data carriers, having a raster image arrangement for depicting a specified three-dimensional solid that is given by a solid function f(x,y,z), which indicates a characteristic property of the solid at the position (x,y,z), such as a brightness distribution, a color distribution, a binary distribution or another solid property, such as transparency, reflectivity, density or the like, having - a motif image that is subdivided into a plurality of cells, in each of which are arranged imaged regions of the specified solid, - a viewing grid composed of a plurality of viewing elements for depicting the specified solid when the motif image is viewed with the aid of the viewing grid, - the motif image exhibiting, with its subdivision into a plurality of cells, an image function m(x,y) that is given by m x y = f x K y K z K x y x m y m ⋅ g x y, where x K y K = x y + V x y x m y m ⋅ x y + w d x y modW − w d x y − w c x y w d x y = W ⋅ d 1 x y d 2 x y and w c x y = W ⋅ c 1 x y c 2 x y, wherein - the unit cell of the viewing grid is described by lattice cell vectors w 1 = w 11 w 21 and w 2 = w 12 w 22 and combined in the matrix W = w 11 w 12 w 21 w 22, and x m and y m indicate the lattice points of the W-lattice, - the magnification term V(x,y, x m,y m) is either a scalar V x y x m y m = z K x y x m y m e − 1, where e is the effective distance of the viewing grid from the motif image, or a matrix V(x,y, x m,y m) =(A(x,y, x m,y m) - I), the matrix A x y x m y m = a 11 x y x m y m a 12 x y x m y m a 21 x y x m y m a 22 x y x m y m describing a desired magnification and movement behavior of the specified solid and I being the identity matrix, - the vector (c 1 (x,y), c 2 (x,y)), where 0 ≤ c 1 (x, y), c 2 (x, y) < 1, indicates the relative position of the center of the viewing elements within the cells of the motif image, - the vector (d 1 (x,y), d 2 (x,y)), where 0 ≤ d, (x, y), d 2 (x, y) < 1, represents a displacement of the cell boundaries in the motif image, and - g(x,y) is a mask function for adjusting the visibility of the solid, which is either identical to 1, or which is zero in subregions, especially in edge regions of the cells of the motif image, and in this way describes an angle limit when the depicted solid is viewed, and - a motif image that is subdivided into a plurality of cells, in each of which are arranged imaged regions of the specified solid, - a viewing grid composed of a plurality of viewing elements for depicting the specified solid when the motif image is viewed with the aid of the viewing grid, - the motif image exhibiting, with its subdivision into a plurality of cells, an image function m(x,y) that is given by m x y = f x K y K z K x y x m y m ⋅ g x y, where x K y K = x y + V x y x m y m ⋅ x y + w d x y modW − w d x y − w c x y w d x y = W ⋅ d 1 x y d 2 x y and w c x y = W ⋅ c 1 x y c 2 x y, wherein - the unit cell of the viewing grid is described by lattice cell vectors w 1 = w 11 w 21 and w 2 = w 12 w 22 and combined in the matrix W = w 11 w 12 w 21 w 22, and x m and y m indicate the lattice points of the W-lattice, - the magnification term V(x,y, x m,y m) is either a scalar V x y x m y m = z K x y x m y m e − 1, where e is the effective distance of the viewing grid from the motif image, or a matrix V(x,y, x m,y m) =(A(x,y, x m,y m) - I), the matrix A x y x m y m = a 11 x y x m y m a 12 x y x m y m a 21 x y x m y m a 22 x y x m y m describing a desired magnification and movement behavior of the specified solid and I being the identity matrix, - the vector (c 1 (x,y), c 2 (x,y)), where 0 ≤ c 1 (x, y), c 2 (x, y) < 1, indicates the relative position of the center of the viewing elements within the cells of the motif image, - the vector (d 1 (x,y), d 2 (x,y)), where 0 ≤ d, (x, y), d 2 (x, y) < 1, represents a displacement of the cell boundaries in the motif image, and - g(x,y) is a mask function for adjusting the visibility of the solid, which is either identical to 1, or which is zero in subregions, especially in edge regions of the cells of the motif image, and in this way describes an angle limit when the depicted solid is viewed, and