https://portal.offsec.com/machine/potato-445/overview/details
e5J5J2swODZkff/nRLoabQ==;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;^
This lab is active on OffSec's Proving Grounds and is required to be password protected.
Conclusion
This was my first completed box on Offsec's Proving Grounds. I like how it has an expected completion time and timestamps my flag captures. On this run, I completed in 1h55m, nearly double the expected 1h. This is a good benchmark to continue expanding my skills to speed up the pentesting process. (Also to start pentesting earlier than 9p so I'm more focused and efficient...)