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We discuss the decomposition of degree two basic cohomology for codimensionfour taut Riemannian foliation according to the holonomy invariant transversalalmost complex structure J, and show that J is C pure and full. In addition, weobtain an estimate of the dimension of basic J-anti-invariant subgroup. Theseare the foliated version for the corresponding results of T. Draghici et al.

Direct sum for basic cohomology of codimension four taut Riemannian foliation