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 1-blue pen press 2-red pen press 3- pink pen press 4 -turquoiseIf space is pressed, the drawings will disappear. this block draws a circle If d is pressed a daisy will be drawn. If m is pressed, a multicolored daisy will appearIf o is pressed, no lines will be drawn. If p is pressed, the lines will be drawnIf w, a, s, or q are pressed, the sprite will draw diagonal lines, corresponding in the direction they point in

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