The correct answer is: A funicular polygon cannot be made to pass through more than three specified points.
A funicular polygon is a polygon that is formed by the intersection of a set of funicular curves. A funicular curve is a curve that is the shortest path between two points in a gravitational field.
It is not possible to draw a funicular polygon that passes through more than three specified points because the funicular curves will intersect each other. This is because the funicular curves are the shortest paths between two points, and if they intersect, then there must be two points that are closer together than any other two points on the polygon.
It is possible to draw a funicular polygon that passes through two specified points. This is because the funicular curves will not intersect if the two points are far enough apart.
It is also possible to draw a funicular polygon that passes through one specified point. This is because the funicular curve will be a straight line if the specified point is the only point on the polygon.