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I revisit Bressoud's generalised Borwein conjecture. Making use of certainpositivity-preserving transformations for q-binomial coefficients, I establishthe truth of infinitely many new cases of the Bressoud conjecture. In addition,I prove new doubly-bounded refinement of the Foda-Quano identities. Finally, Idiscuss new companions to the Bressoud even moduli identities. In particular,all 10 mod 20 identities are derived.

Bressoud's identities for even moduli. New companions and related positivity results