A Steinitz-lemma-based algorithm solves combinatorial n-fold ILPs with unbounded non-negative variables, giving 2^{O(k^2)}-time algorithms for Lobbying and Binary Closest String.
Parameterized algorithms for block-structured integer programs with large entries
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A Simple Algorithm for Combinatorial n-Fold ILPs Using the Steinitz Lemma
A Steinitz-lemma-based algorithm solves combinatorial n-fold ILPs with unbounded non-negative variables, giving 2^{O(k^2)}-time algorithms for Lobbying and Binary Closest String.