- Having all angles equal.
- In <em>geometry</em>, having all the angles equal.
- Having equal angles
- See under <er>Spiral</er>, n.
- applied to two figures, when every angle of the one has its equal among the angles of the other.
- Of a <xref>polygon</xref>, having all <xref>interior angles</xref> equal. This is not necessarily a <xref>regular polygon</xref>, since that would also be <xref>equilateral</xref>; a <xref>rectangle</xref> is equiangular but not equilateral, unless it is a <xref>square</xref>.
- having all angles equal