
Download wPrime Multi-threaded Benchmark - MajorGeeks
Dec 9, 2025 · wPrime is a leading multi-threaded benchmark for x86 processors that tests your processor performance by calculating square roots with a recursive call of Newton's method for …
wPrime - Download
Feb 25, 2015 · wPrime, free download for Windows. Evaluate the speed and stability of your processor by calculating prime numbers using different thread configurations.
wPrime - Download - Softpedia
Download wPrime 2.10 - Multi-thread benchmarking tool for testing the CPU level, aside from showing hardware information and giving a score that can be uploaded online
Wprime Consulting | Marketing - Financeira - Formação
Acreditamos no processo, acredite você também! Na Wprime Consulting, o Marketing e a área Financeira trabalham juntos para desenvolver soluções personalizadas de acordo com as …
WPrime - Wikipedia
WPrime is a computer program that calculates a set number of square roots using Newton's method for estimating functions verifying the results by squaring them then comparing them with the original …
Download wPrime 2.11 for Windows | Uptodown.com
Download the latest wPrime update for Windows. The new wPrime 2.11 version is now available for free
Download wPrime for Windows 11, 10, 7, 8/8.1 (64 bit/32 bit)
WPrime is a powerful and easy-to-use software application designed to help users quickly and easily analyze and compare their computing performance. It has a user-friendly interface, supports multiple …
wPrime - 32m Overclocking Records @ HWBOT
Benchmark Ranking Overview As wPrime - 32m can make use of multiple processor cores. The rankings are split up by the amount of cores in use.
Download wPrime 2.10 (latest) - LO4D.com
Feb 25, 2015 · wPrime 2.10 (CPU stress test tool) for Windows free download with 2 mirrors. Safe, secure and tested for viruses and malware.
Download wPrime Multi-threaded Benchmark 2.10 - MajorGeeks
wPrime is a leading multi-threaded benchmark for x86 processors that tests your processor performance by calculating square roots with a recursive call of Newton's method for estimating functions.