Press [space] to clear project Press [up arrow] to draw Isosceles triangle Press [down arrow] to draw right triangle Press [right arrow] to draw equilateral triangle Press [left arrow] to draw scalene triangle 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[space] to clear project Press [up arrow] to draw Isosceles triangle Press [down arrow] to draw right triangle Press [right arrow] to draw equilateral triangle Press [left arrow] to draw scalene triangle 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