Construa as diferentes peças dos poliminós e utilize os poligonos regulares 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[/img]
Poliminós são polígonos formados por um ou mais quadrados congruentes unidos lado a lado, de modo que não exista nenhum quadrado vazio no meio deles (polígonos simples).[br]Conforme o número de quadrados, eles são chamados de monominós, dominós, trominós, tetraminós, pentaminós e assim por diante.[br]Neste desafio, você deve construir um poliminó de área e perímetro de acordo com que é solicitado