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this rail road form two line that are coplanar and will never intersect

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the line between those two piece of cake cut the angle that they from into two equal angle

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this mushroom for a plane whose boundary are points equidistant from a fixed point

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the eiffel tower form a polygon that has three side and so a triangle

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this asian square watermelon form a parallelogram with 4 right angle and with all his side equal

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this canvas form a parallelogram with four right angle

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the branch of this tree create two angle that are supplementary and so create a line

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the two angles we can found in this orange are complementary and so form a right angle

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the side of this cake form an angle that in a eye estimation will measure 90 degree

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on this branch we can see that each leave form a point on the line of the branch which create collinear points

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the back of this frog represent a plane and her dots are coplanar points

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this chess board has square that are flat surface that tend without a end and that has no thickness

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the center of this floor have no dimension and is represented by a dot

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le four leaf of this clover for two lines that intersect at a distinct point

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the tip of this pen is a section a line that have a distinct end and beginning

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the horizon line has no beginning and no end

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the two card form 2 different plane that intersect in one line

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the middle of the body of a butterfly spare his body into two equal side