Fig. 3.

(A) Maximal equilibrium yield $Y_{max}$ extracted from simulations (SI Text) vs. the cluster size N, for all of the alphabets of all of the $N=6,7$ and 8 clusters, for maximal alphabets of all of the $N=9$ clusters, and for maximal alphabets of a subset of the $N=10$ clusters. Big data points correspond to maximal alphabets and small to all of the other alphabet sizes. In general, maximal alphabets give the biggest yield. (B) Maximal equilibrium yield $Y_{max}$ extracted from simulations vs. the anisotropy of the cluster measured by the second moment $M_2$ of the corresponding cluster. $M_2={\displaystyle {\sum }_{i=1}^N{\left|{\mathbf{r}}_i\right|}^2}$, where ${\mathbf{r}}_i$ is the position of i-th particle with respect to center of mass. Only maximal alphabets are included. Color corresponds to the number of particles in a cluster (purple, $N=6$; orange, $N=7$; blue, $N=8$; green, $N=9$; and red, $N=10$).