Researchers have made a breakthrough in quantum computing by exploring the benefits of native topological readout on qubit hardware, specifically using a Fibonacci-chain benchmark to analyze measurement-compilation trade-offs. This development is crucial in understanding when a native fusion readout is genuinely helpful for topological anyonic Hamiltonians implemented on noisy intermediate-scale quantum (NISQ) hardware. The study builds upon recent demonstrations of non-Abelian braiding of graph vertices on NISQ superconducting processors and the experimental realization of topological order on various quantum hardware platforms. By investigating the trade-offs between measurement and compilation, scientists can better understand the limitations and potential of NISQ hardware for topological quantum computing1. This research has significant implications for the development of quantum computing and its potential impact on cryptography, as it challenges existing assumptions about computation and security. The findings of this study are essential for practitioners and researchers in the field of quantum computing, as they provide valuable insights into the capabilities and limitations of current quantum hardware.