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90605click me for more!2here is purple asterisk
1400255,195,118,138here is yellow asteriskmakeYourOwngreen extended triangle004blue extended triangle004purple extended triangle9005time to make your 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this part creates the green triangle004this part creates the blue square004this one creates the purple pentagon9005time to make your own!2makeANewExtended9,0,243,1Pentagon90-151-204036055264,157,255,1Part 2-120120How many sides do you want your polynomial?sidesHow long do your sides to be(ANSWER IN TENS)?lengthProcedure 1-120120Part 3901three spike asterisk0,245,252,1330090222,66,255,155five spike asterisk90255,181,58,1115012088 spike sterisk9000How many spikes do you want?procedure 230,179,16,190part 4-12010033 side thingy130,101,245,1900044 side thingy13146,81,255,190120-10055 side thingy1How many sides?Procedure 31577