  A new concept called multilevel contours is introduced through this article
by the author. Theorems on contours constructed on a bundle of complex planes
are stated and proved. Multilevel contours can transport information from one
complex plane to another. Within a random environment, the behavior of contours
and multilevel contours passing through the bundles of complex planes are
studied. Further properties of contours by a removal process of the data are
studied. The concept of 'islands' and 'holes' within a bundle is introduced
through this article. These all constructions help to understand the dynamics
of the set of points of the bundle. Further research on the topics introduced
here will be followed up by the author. These include closed approximations of
the multilevel contour formations and their removal processes. The ideas and
results presented in this article are novel.
