Arch Linux

linuxscoop

Member

Registered: 2022-08-09

Posts: 26

[REQUEST] chibisafe

Pre-requisites:
node version 12.18.2+ (we recommend using volta.sh or n)
build-essential package installed in your system to build dependencies
ffmpeg package installed
pm2 globally installed (npm i -g pm2) to keep the service alive at all times.
nginx installed and running

# Maintainer: Your name <your email>
pkgname=chibisafe
pkgver=3.0.0
pkgrel=1
pkgdesc="Blazing fast file uploader and awesome bunker written in node.js"
arch=('any')
url="https://github.com/chibisafe/chibisafe"
license=('MIT')
depends=('nodejs' 'npm' 'ffmpeg' 'redis' 'postgresql')
source=("git+${url}.git")
sha256sums=('SKIP')

package() {
  cd "$srcdir/$pkgname"
  install -d "$pkgdir/usr/share/$pkgname"
  cp -r ./* "$pkgdir/usr/share/$pkgname"
}

post_install() {
  echo "To configure and run chibisafe, please follow these steps:"
  echo "1. cd /usr/share/chibisafe"
  echo "2. Run npm i to install the node modules."
  echo "3. Run npm run setup to configure chibisafe."
  echo "4. Check the nginx file for a sample configuration that has every step to run chibisafe securely on production."
  echo "5. Start chibisafe by using pm2 start pm2.json"
}

Last edited by linuxscoop (2023-03-14 13:07:28)

Lone_Wolf

Member

From: Netherlands, Europe

Registered: 2005-10-04

Posts: 11,920

Re: [REQUEST] chibisafe

build-essential package installed in your system to build dependencies

that sounds like a a debian/ubuntu thing, the closest archlinux has is probably base-devel .

latest release of chibisafe was in 2017 and ffmpeg has changed considerably since then, have you checked which versions it supports ?

node version 12.18.2+ (we recommend using volta.sh

nodejs-lts-fermium (     14.21.3-1 ) is the oldest node version archlinux still has in repos.

Are you sure you want to use this software ?

Last edited by Lone_Wolf (2023-03-14 13:21:03)

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Disliking systemd intensely, but not satisfied with alternatives so focusing on taming systemd.

(A works at time B)  && (time C > time B ) ≠  (A works at time C)