[P] = failed shape [Q][W][E][R][T][Y][U][I] = For preset shapes Use numerical values to answer the questions 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.2567.25Square.560.2567.25Triangle.560.2567.25Rhombus.560.2567.25Pentagon.560.2567.25Parallelogram.560.2567.256 Star.560.2567.25Decagon.560.2567.25Circle.5

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