Intel Core i9-9900KF testing with a MSI MPG Z390 GAMING PRO CARBON (MS-7B17) v1.0 (1.B0 BIOS) and NVIDIA NVS 510 2GB on Ubuntu 20.04 via the Phoronix Test Suite.

Compare your own system(s) to this result file with the Phoronix Test Suite by running the command: phoronix-test-suite benchmark 2204146-NE-HASHCATMD35
Jump To Table - Results


Remove Outliers Before Calculating Averages

Graph Settings

Prefer Vertical Bar Graphs


Show Detailed System Result Table

Run Management

Performance Per
April 14
  1 Minute

hashcat_md5OpenBenchmarking.orgPhoronix Test Suite 10.8.3Intel Core i9-9900KF @ 5.00GHz (8 Cores / 16 Threads)MSI MPG Z390 GAMING PRO CARBON (MS-7B17) v1.0 (1.B0 BIOS)Intel Cannon Lake PCH32GBSamsung SSD 970 PRO 512GBNVIDIA NVS 510 2GBRealtek ALC1220DELL U2410Intel I219-VUbuntu (x86_64)GNOME Shell 3.36.9X Server 1.20.13NVIDIA 470. 9.4.0ext44480x1440ProcessorMotherboardChipsetMemoryDiskGraphicsAudioMonitorNetworkOSKernelDesktopDisplay ServerDisplay DriverOpenGLVulkanCompilerFile-SystemScreen ResolutionHashcat_md5 BenchmarksSystem Logs- Transparent Huge Pages: madvise- Scaling Governor: intel_pstate powersave (EPP: balance_performance) - CPU Microcode: 0xea - Thermald 1.9.1 - BAR1 / Visible vRAM Size: N/A- GPU Compute Cores: 192- itlb_multihit: KVM: Mitigation of Split huge pages + l1tf: Not affected + mds: Mitigation of Clear buffers; SMT vulnerable + meltdown: Not affected + spec_store_bypass: Mitigation of SSB disabled via prctl and seccomp + spectre_v1: Mitigation of usercopy/swapgs barriers and __user pointer sanitization + spectre_v2: Mitigation of Retpolines IBPB: conditional IBRS_FW STIBP: conditional RSB filling + srbds: Mitigation of Microcode + tsx_async_abort: Mitigation of Clear buffers; SMT vulnerable


Hashcat is an open-source, advanced password recovery tool supporting GPU acceleration with OpenCL, NVIDIA CUDA, and Radeon ROCm. Learn more via the OpenBenchmarking.org test page.

OpenBenchmarking.orgH/s, More Is BetterHashcat 6.2.4Benchmark: MD5default140M280M420M560M700MSE +/- 1040833.00, N = 3631700000