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@bingzhangdai
bingzhangdai / 9p_virtio.md
Created July 18, 2020 08:13
Set up VirtFS (9p virtio) for sharing files between Guest and Host on Proxmox VE

How-to

  1. On Host(PVE), edit /etc/pve/qemu-server/VMID.conf
args: -fsdev local,security_model=mapped,id=fsdev0,path=/path/to/share -device virtio-9p-pci,id=fs0,fsdev=fsdev0,mount_tag=hostshare

This tells qemu to create a 9pvirtio device exposing the mount_tag hostshare (just a name to identify the mount point). That device is coupled to an fsdev named fsdev0, which specifies which portion of the host filesystem we are sharing, and in which mode.

@F21
F21 / signing-gpg-keys.md
Last active April 17, 2024 14:37
Signing someone's GPG key

This is a quick guide of the commands we use to sign someone's GPG key in a virtual key signing party.

Note: The steps cover only the technical aspects of signing someone's key. Before signing someone's key, you must verify their identity. This is usually done by showing government-issued ID and confirming the key's fingerprint

The commands will work for both GPG and GPG2.

I use Julian's key for the examples. His key id is 2AD3FAE3. You should substitute with the appropriate key id when running the commands.

Signing the key

  1. List the keys currently in your keyring: gpg --list-keys.
@joseluisq
joseluisq / stash_dropped.md
Last active March 28, 2024 11:59
How to recover a dropped stash in Git?

How to recover a dropped stash in Git?

1. Find the stash commits

git log --graph --oneline --decorate ( git fsck --no-reflog | awk '/dangling commit/ {print $3}' )

This will show you all the commits at the tips of your commit graph which are no longer referenced from any branch or tag – every lost commit, including every stash commit you’ve ever created, will be somewhere in that graph.

@sing1ee
sing1ee / gist:5971946
Last active March 27, 2024 06:37
Google面试题:扔鸡蛋问题

Google面试题:扔鸡蛋问题

原题描述

两个软硬程度一样但未知的鸡蛋,它们有可能都在一楼就摔碎,也可能从一百层楼摔下来没事。有座100层的建筑,要你用这两个鸡蛋通过最少的次数确定哪一层是鸡蛋可以安全落下的最高位置。可以摔碎两个鸡蛋

方法分析

看到这个题目,最保险的方法就是一层一层试验,但这样只需要一个鸡蛋就可以了。我们现在有两个鸡蛋,完全可以用有更快的方法。