  The paper introduces a new 3D strange attractor topologically different from
any other known chaotic attractors. The intentionally constructed model of
three autonomous first-order differential equations derives from the
coupling-induced complexity of the well-known Lotka-Volterra oscillator. The
chaotic attractor exhibiting a double scroll bridged by a loop mutates to a
single scroll with a very stretched loop by the variation of one parameter.
Analysis of the global behavior of the new low dimensional dissipative
dynamical model and its range of periodic and a-periodic oscillations are
presented.
