This document discusses fantastic filters in lattice implication algebras. It begins by introducing lattice implication algebras and defining filters. It then discusses Jun's definition of fantastic filters from 2000 and shows that fantastic filters are equivalent to ordinary filters. It extends this result to fuzzy filters and fuzzy fantastic filters, defining them and proving they are also equivalent. In summary, the key points are that fantastic filters were introduced for lattice implication algebras but are actually equivalent to ordinary filters, and the same equivalence holds for fuzzy versions of these concepts.