data:image/png;base64,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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==

what is a shape that has 4 sides ?square

what is a shape that has 5 sides ?pentagon

what is a shape that has 6 sides ?hexagon

what is a shape that has 7 sides ?heptagon

what is a shape that has 8 sides ?octagon

what is a shape that has 9 sides ?nonagon

what is a shape that has 10 sides ?decagon

Congratulations! heres one of the shapes you learned today2Trianglesquarepentagonhexagonheptagonoctagonnonagondecagon000true1