I'll be here for the next 5-6 hours. As usual, there are countless topics given the rapidly changing immigration landscape and I'll be guided by whatever you're concerned with. Please remember that I can't provide legal advice on specific cases because I won't have access to all the facts. Please stick to a factual discussion in your questions and I'll try to do the same in my answers.
Comments URL: https://news.ycombinator.com/item?id=44006381
Points: 71
# Comments: 108
Created
3mo
|
May 16, 2025, 5:20:14 PM
Login to add comment
Other posts in this group
Article URL: https://issues.chromium.org/issues/412578726
Comments URL: ht
![Graham: Synchronizing Clocks by Leveraging Local Clock Properties (2022) [pdf]](data:image/png;base64,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 "Graham: Synchronizing Clocks by Leveraging Local Clock Properties (2022) [pdf]")
