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This draws a pentagon!227,255,44,1-17011490numberofsides23This draws a triangle!2184,24,0,13510790numberofsides34This draws a square!2onto part 2!!2Part1590How long?sidelength10onto part 3!!2Part27902#spikes5creates 5 spiked magenda 52#spikes8creates 8 spiked yellow85How many spikes do you want in your asterisk?#spikesHow thick?thickness2onto part 4!2Part 3extended triangle1#sides_extended40050,42,255,13extended square1#sides_extended5150189,72,255,16extended polygon5How many sides would you like in your extended polygon?#sides_extendedextended polygon2ITS THE END!25834