Physicists at ParityQC have made a significant breakthrough in measurement-based quantum computing (MBQC) by demonstrating universality using single-qubit measurements confined to the YZ-plane of the Bloch sphere. This achievement completes the investigation into the universality of the three primary planes, solidifying the foundation for MBQC. The research, outlined in the preprint "YZ-plane measurement-based quantum computation: Universality and Parity Architecture implementation," showcases the possibility of universal MBQC driven by YZ-plane measurements1. This development has far-reaching implications for the field of quantum computing, as it redefines the boundaries of quantum computation and cryptography. The ability to perform universal MBQC using restricted measurements expands the potential applications of quantum computing, particularly in scenarios where measurement flexibility is limited. So what matters to practitioners is that this breakthrough challenges traditional assumptions about the requirements for universal quantum computing, potentially leading to new innovations in quantum cryptography and computation.