Researchers have made a breakthrough in quantum computing by creating super-constant weight Dicke states in constant depth without fanout, a crucial entanglement resource with significant practical applications. Dicke states, which represent a uniform superposition of all n-bit strings of a specific Hamming weight, play a central role in Decoded Quantum Interferometry (DQI) and can express any symmetric state as a superposition. The ability to generate these states in constant depth without fanout is a significant advancement, as it enables more efficient and scalable quantum computing. This development has important implications for the field of quantum computing, particularly in the NISQ era1. The creation of Dicke states in this manner can lead to more efficient quantum algorithms and improved quantum cryptography methods. So what this means for practitioners is that they can expect significant improvements in quantum computing capabilities, which will have a profound impact on the development of new cryptographic methods and the potential to break existing ones.