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The crease around this lacrosse goal is a circle because it never ends.

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(if you draw an any angle along the creases of this leaf the stem in the middle will be the bisector) This leaf is an angle bisector because it divides the angle in half in congruent angles.

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If you cut this field in a 60 degree angle and a 30 degree angle, they will be complimentary angles because they add up to 90 degrees.

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This building's windows are congruent angles because they're all the same shape and size.

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These crossed lacrosse sticks are vertical angles because they're opposite angles.

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These train tracks are straight angles because they are 180 degrees.

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This baseball field corner is a right angle because its 90 degrees.

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This kite is an obtuse angle because the two sides of it are less than 180 degrees but more than 90 degrees.

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The illuminati symbol is an acute angle because each corner is less than a 90 edge angle.

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These stacked boxes are postulate 1-3 because the boxes are planes and they intersect in exactly 1 line

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This lacrosse goal has parallel lines because the two pipes on the left and right side will never intersect one another.

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This window is a postulate 1-2 because two lines intersect and make exactly one point

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(the side of the door) The side of the door is a line segment because it has an endpoint and is a straight path to another endpoint.

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This lacrosse stick is a line because it's a straight path that goes in opposite directions.

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(the part with the bumps on the wire)This power line are collinear points because there's at least two points in the same line.

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This head mesh are coplanar points because there's at least three points that can be a plane.

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This box is a pine because its a flat surface that extends without end.

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The hole where the shoelace goes is a point because it indicates a location.