  Sticks at one of different orientation are placed in an i.i.d. fashion at
points of a Poisson point process of intensity $\lambda$. Sticks of the same
direction have the same length, while sticks in different directions may have
different lengths. We study the geometry of finite cluster as $\lambda \to
\infty$. The asymptotic shape of the custer being determined by the
probabilities of the sticks in various direction and their lengths and
orientations. We also obtain the limiting geometric structure of this
component.
