1. Constructions of basic figures in plane (euclidean constructions in plane, identical and similarity transforms). Extended Euclidean space. Construction of ellipse by focus properties.

2. Central and parallel projection. Perspective affinity, perspective collineation, examples.

3. Circle in affinity. Basic of solid geometry. Simple solids (pyramid, prism, cone, cylinder,sphere). System of basic problems. Coted projection

4. Coted projection.

5. Coted projection. Projection of circle.

6. Coted projection. Constructional problems.

7. Coted projection. Projection of a solid.

8. Orthogonal axonometry. Basic problems.

9. Orthogonal axonometry. Position problems.

10. Seminar evaluation.