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,162,88,1number of sides4measure of angles360length of sides3590-165-35-120-509031,190,255,1number of sides5measure of angles360length of sides4590-105-35-20-5090188,92,255,1number of sides6measure of angles360length of sides55905-35120-5090249,74,255,1number of sides8measure of angles360length of sides6590135-3586545