A partial character table is a matrix that is the generalization of character table to include
the concept of partial characters.
If a partial character is encoded by the split A∣B, where A and B are disjoint subsets
of our given collection of n taxa, then we can represent this character by an array C of length n
in which C[j]=1 if the jth taxon belongs to A, C[j]=0 if the jth taxon belongs to B, and
C[j]=x if the jth taxon is not present in either set.
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