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Abstract
Covering the two-dimensional Penrose atomic structure with different kite clusters consisting of four, seven and 17 atoms is discussed. These clusters are compared to the well-known 33-atom Gummelt's cluster. The number and concentrations of different atoms decorating the clusters were found. An analytical formula for the structure factor of decorated clusters was derived by a statistical approach.
Acknowledgement
The authors would like to acknowledge the State Committee of Scientific Research for financial support.