data:image/png;base64,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

repeats the 4 times(since this only triggers when sides is equal to 4. the length of the lines are (size) long and it turn 90 degs to make the shape possible1Sides10This is so this code doesn't repeat itself forever.

repeats the 3 times(since this only triggers when sides is equal to 3. the length of the lines are (size) long and it turn 120 degs to make the shape possible1Sides10This is so this code doesn't repeat itself forever.

repeats the 5 times(since this only triggers when sides is equal to 5. the length of the lines are (size) long and it turn 72 degs to make the shape possible1Sides10This is so this code doesn't repeat itself forever.

repeats the 8 times(since this only triggers when sides is equal to 8. the length of the lines are (size) long and it turn 45 degs to make the shape possible1Sides10This is so this code doesn't repeat itself forever.

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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==10150