  In this note, we present a chain lemma for biquaternion algebras over fields
of characteristic 2 in the style of the equivalent chain lemma by Sivatski in
characteristic not 2, and conclude a bound on the symbol length of classes in
${_{2^n}Br}(F)$ whose symbol length in ${_{2^{n+1}}Br}(F)$ is at most 4.
