A hexagonal orchard of order $n$ is a triangular lattice made up of points within a regular hexagon with side $n$. The following is an example of a hexagonal orchard of order 5:
<imgclass="img-responsive center-block"alt="hexagonal orchard of order 5, with highlighted in green points, which are hidden from the center by a point closer to it"src="https://cdn.freecodecamp.org/curriculum/project-euler/hexagonal-orchards.png"style="background-color: white; padding: 10px;">
Highlighted in green are the points which are hidden from the center by a point closer to it. It can be seen that for a hexagonal orchard of order 5, 30 points are hidden from the center.