Quantum hypergraph states represent a significant expansion of graph states, incorporating multi-qubit interactions through hyperedges to facilitate genuine multipartite entanglement. This framework enables the representation of a broad family of quantum states, offering a powerful tool for advancing quantum computing and cryptography. The formal structure and entanglement characteristics of hypergraph states are crucial for understanding their operational relevance, which is reviewed in detail1. By examining the properties and applications of these states, researchers can better comprehend the potential of quantum computing to revolutionize computation and cryptography. The development of quantum hypergraph states has profound implications for the future of secure communication and computation, as they can be used to create unbreakable codes and simulate complex systems. So what matters to practitioners is that quantum hypergraph states can potentially undermine traditional cryptography, making it essential to develop new quantum-resistant cryptographic protocols.