We evaluate the compatibility of various sequences with the structure of CaM in complex with target A (denoted as “state A”), where the choice of A ranges over all sixteen CaM-target complex structures; B, C, and D denote the structures of other CaM-target complexes. The sequence energies compared in the context of CaM in complex with A are those predicted by our protocol while considering CaM interactions with various combinations of targets, e.g., A+B. Each plot is a histogram of changes in energy resulting from the comparison between such design scenarios. All energy differences are normalized relative to the lowest energy sequence designed for interactions with target A and capped at 25% for purposes of depiction. (A) Gain in stability of state A due to its incorporation in multispecific design. Top:

indicates that energies in state A were compared between the sequences resulting from CaM design that considers only interactions with target B and the design that simultaneously considers interactions with A and B. Middle:

compares the sequences designed for state C and those designed for states A+B+C. Bottom:

compares those designed for B+C with those designed for A+B+C. (B) Energetic non-optimality of state A
not included in a particular multispecific design scenario. The energy differences are calculated between sequences designed for interactions with the marked combination of targets (B, B+C, and B+C+D, respectively) and those designed only for interaction with target A. (C) Loss of stability of state A due to incorporation of additional states in the design. Top:

compares the energies of the sequences designed for interaction with target A alone with those designed for both A and B simultaneously. Middle:

compares the sequences designed for A with those designed for A, B, and C. Bottom:

compares the sequences designed for both states A and B with those designed for A, B, and C. (D) Energetic non-optimality of the WT CaM sequence in state A, as compared to the lowest energy sequence predicted in the respective design scenario, including designing only for interactions with A (top), for interactions with A and B (middle), and for interactions with A, B, and C (bottom).