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Triangle-12011490228,0,0,14Square-40114900,9,247,15Pentagon-17040900,228,226,1133 spoke asterisk-1004090251,72,255,1255 spoke asterisk-304090255,155,11,1388 spoke asterisk-170-509070,149,0,1133 spoke polygon-90-50900,17,154,1144 spoke polygon-10-5090203,0,246,1155 spoke polygon1250Press "a" for pentagon. "b" for asterisk, and "c" for extended pentagon.data:image/png;base64,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Triangle-12011490228,0,0,14Square-40114900,9,247,15Pentagon-17040900,228,226,1133 spoke asterisk-1004090251,72,255,1255 spoke asterisk-304090255,155,11,1388 spoke asterisk-170-509070,149,0,1133 spoke extended polygon-90-50900,17,154,1144 spoke extended polygon-10-5090203,0,246,1155 spoke extended polygon1250Press "a" for pentagon. "b" for asterisk, and "c" for extended pentagon.222