  It has been shown recently that additional information can be obtained from
charged particle multiplicity distribution by investigating their modified
combinants $C_j$, which exhibit periodic oscillatory behaviour. The modified
combinants obtained from experimental data can be expressed in a recurrent form
involving the probability of obtaining $N$ charged particles $P(N)$, scaled by
the void probability $P(0)$. The effects of various experimental observables
such as $|\eta|$, $p_T$ and centre-of-mass collision energy $\sqrt{s}$ on the
oscillatory behaviour of $C_j$ will be discussed.
