Graphic programme systems and models. Methods of information presentation: raster graphics and vectors graphics. Fundamentals of spatial shaping. Users interface. Structure of program systems for spatial shaping. Image: natural and generated. Object recording. Presentation of Projection and Views. Classic views. Orthogonal projections. Axonometric projections. Oblique projections. Perspective. View design at the computer. Camera position. Curves in Computer Graphics: cubic spline, normalized cubic spline, Bezier curves, NURBS. Surfaces in CG: surfaces of revolution, sweep surfaces, quadrics, ruled and developable surfaces, Coons linear surfaces, Coons bicubic surfaces, Piecewise surface representation, mapping parametric surfaces, bilinear surfaces, Bezier surfaces. Geometric primitives: cube, box, cylinder and sphere. Curves and surfaces intersection: algebraic methods, subdivision methods, discretization methods. Contour line of surfaces. Surfaces intersection on basic on geometric models. Boolean operations on solids. Visibility: Painter algorithm, Newell's algorithm, Warnock's algorithm, Z Buffer algorithm. Clipping Algorithms: Clipping, Cohen-Sutherland Line Clipping, Cyrus-Beck. Changing the shape of objects. Global changes of shapes. Changes of free form. Transformations: 2D and 3D. Space configuration. Obtaining 3D image from the 2D sample. Fractals. Application of different application software. Sketching: 3D scene. Setting the scene: eye point and the plane of the figure.