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

-1000A triangle is a 3 sided polygon. It has the least amount of sides of every polygon.The interior angles will always add up to 180 degrees.8Click the space bar to see another shape.2

-1000A square is a 4 sided polygon. It is the most commonly seen shape.The interior angles will always add up to 360 degrees.8Click the space bar to see another shape.2

-1000A pentagon is a 5 sided polygon. The "pentagon" building is named after a pentagon because of it's shape.The interior angles will always add up to 180 degrees.8Click the space bar to see another shape.2

-1000A hexagon is a 6 sided polygon. .The interior angles will always add up to 720 degrees.8Click the space bar to see another shape.2

-1000A heptagon is a 7 sided polygon. .The interior angles will always add up to 900 degrees.8Click the space bar to see another shape.2

-1000An octagon is a 8 sided polygon.The interior angles will always add up to 1080 degrees.8Click the space bar to see another shape.2

-1000A nonagon is a 9 sided polygon. .The interior angles will always add up to 1260 degrees.8Click the space bar to see another shape.2

-1000A decagon is a 10 sided polygon.The interior angles will always add up to 1440 degrees.8Click the space bar to see another shape.2

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,square,pentagon,hexagon,heptagon,octogon,nonagon,decagon