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							Continuously 
							updated sharing (CUS) was developed to 
							overcome 
							FS restrictions. 
							
							
							The 
							process of penalization was modified by combining it 
							with a more appropriate selection (the tournament 
							selection). The 
							method is applied during the selection process in a continuous 
							way so that the result is observed father by father. 
							Instead of penalizing the present areas in the 
							starting population of each generation, those that 
							are being chosen during the selection are being 
							penalized. This way, the quality in the zones where 
							there are already various fathers selected, is 
							penalized restricting the possibility of their 
							individuals being elected again for the matting 
							pool.  
							  
							
							To do 
							this, at the beginning, the original quality of the 
							solutions (fi) is used in the 
							selection of the first father, since there are not 
							any solutions in the matting pool. In the selection 
							process of the second father the fitness sharing is 
							now used, with the quality of all the solutions of 
							the population modified according to the proximity 
							to the selected father in the previous step. Thus, 
							the process will continue until the desired parents 
							are obtained. The accumulated value of the fitness 
							sharing of the solutions of the starting population 
							is updated in a continuous way each time a new 
							father is selected and according to the distance 
							between them, and it is used in an immediately in the 
							selection process. 
							  
							
							The proposed selection system 
							besides the continuously updated sharing (CUS) 
							was the restricted binary tournament (RBT). 
							This method uses a parameter called size of maximum 
							niche (n*). If both solutions that compete in 
							the tournament belong to niches with a smaller size 
							than n*, the solution with a higher quality 
							will be the winner. If not, the one with a higher 
							risk to disappear will win. 
							 
							  
							
							This process is 
							shown in the following flowchart: 
							  
							 
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