A new quantum architecture has been proposed for the Quantum Leading-Zero/One Counter (QLZOC), a crucial component in quantum arithmetic, enabling efficient normalization, floating-point operations, and logarithmic approximations. This modular design aims to mitigate the inefficiencies of conventional Boolean-to-quantum mapping approaches, which often lead to irregular gate growth and excessive resource utilization. By optimizing T-gate efficiency, the proposed architecture promises to reduce resource overhead and improve overall performance. The QLZOC is a vital building block in various quantum applications, including dynamic range scaling and cryptography1. As quantum computing continues to advance, innovations like this architecture will play a significant role in shaping the future of computation and cryptography, ultimately impacting the security and efficiency of sensitive data processing. So what matters to practitioners is that this development has the potential to significantly enhance the performance and security of quantum computing systems.