There has been considerable interest in understanding the selfassembly of DNA-grafted nanoparticles into different crystal structures, e.g., CsCl, AlB 2 , and Cr 3 Si. Although there are important exceptions, a generally accepted view is that the right stoichiometry of the two building block colloids needs to be mixed to form the desired crystal structure. To incisively probe this issue, we combine experiments and theory on a series of DNA-grafted nanoparticles at varying stoichiometries, including noninteger values. We show that stoichiometry can couple with the geometries of the building blocks to tune the resulting equilibrium crystal morphology. As a concrete example, a stoichiometric ratio of 3:1 typically results in the Cr 3 Si structure. However, AlB 2 can form when appropriate building blocks are used so that the AlB 2 standard-state free energy is low enough to overcome the entropic preference for Cr 3 Si. These situations can also lead to an undesirable phase coexistence between crystal polymorphs. Thus, whereas stoichiometry can be a powerful handle for direct control of lattice formation, care must be taken in its design and selection to avoid polymorph coexistence. colloidal interactions | functional particle | superlattice engineering | molecular design | modeling O ver the past several decades, there has been increasing interest in programmable self-assembly for materials fabrication. Rather than using traditional methods of shaping bulk materials, the emerging concept is to focus on the design of nanoscale building blocks that self-organize into desired structures. This "design" philosophy has led to the development of novel techniques such as DNA origami, where specific interactions are used to direct the folding of oligonucleotides into a variety of assemblies (1-6). Another vein of research is to focus on the directed assembly of DNA-grafted nanoparticles (DNA-NPs) into superlattices with well-defined crystal morphologies. These systems have unusual photonic and plasmonic properties with applications in spectroscopy, surface imaging, and optical sensors (7,8).A large number of theories and simulations have been developed to delineate the hybridization interactions between two interacting DNA-NPs (9-20). Despite the success of these theories in providing insights into the ground-state free energy, they are generally limited to enumerating interactions at the twoparticle level. They also ignore any entropic effects relevant to this self-assembly process (9-12, 17-21). Molecular dynamics simulations avoid these difficulties and extend this analysis to superlattice self-assembly so as to provide a detailed understanding of the effects of kinetics (13), DNA sequence (14), and electrostatics (15, 16, 22) on lattice stability. We particularly highlight the work of Li et al. (16), who explicitly considered the role of stoichiometry on the crystal morphology formed. They selected several stoichiometries, i.e., 1:1, 2:1, and 3:1. We focus here on one specific case, 2:1. As the size and linker ratios of ...