eindiran

extract () {
    # Extract the contents of a compressed file
    # Most common archive types are currently supported
    # Support for new types can be added using the "case" block below:
    if [ -f "$1" ] ; then
        # Check that a file actually exists at $1
        echo "Trying to extract file '$1'..."
        case "$1" in
            *.tar.bz2)   tar xvjf "$1"    ;;
            *.tar.gz)    tar xvzf "$1"    ;;

eindiran

"""
pause_garbage_collection

Creates a contextmanager to pause garbage collection.
Garbage may still be collected explicitly via `gc.collect()`

with pause_garbage_collection():
    foo()
    bar()
"""

eindiran

Keybase proof

I hereby claim:

• I am eindiran on github.
• I am eindiran (https://keybase.io/eindiran) on keybase.
• I have a public key ASCeUhGOouJJHLdz5j6_6EAdj0vzQGZc5p7_AJy1w4eswgo

To claim this, I am signing this object:

eindiran

#!/usr/bin/env bash
#===============================================================================
#
#          FILE: autohide_panel.sh
#
#         USAGE: ./autohide_panel.sh -p <panelId>
#
#   DESCRIPTION: Toggle the autohide and autohide behavior properties of an
#                XFCE panel, which control whether it is visible or not.
#                This script was inspired by the code snippet for autohiding

eindiran

#!/usr/bin/env python3
"""
plot_series_convergence.py

Plot Gregory's series and Madhava's series
to demonstrate their convergence speed.

Here we refer to Madhava's series as the rapidly converging series
    pi = sqrt(12) * (1 - 1/(3 * 3)  + 1/(3 * 5^2) - 1/(3 * 7^3))
which is described here:

eindiran

#!/usr/bin/env python3
# -*- coding: utf8 -*-
"""
Automatically post new articles (in the _posts directory for a Jekyll site) to
a Mastodon instance.

Elliott Indiran <elliott.indiran@protonmail.com>
"""
from pathlib import Path
from typing import Optional

eindiran

#!/usr/bin/env python3
"""
plot_series_convergence.py

Plot Gregory's series and Madhava's series
to demonstrate their convergence speed.

Here we refer to Madhava's series as the rapidly converging series
    pi = sqrt(12) * (1 - 1/(3 * 3)  + 1/(3 * 5^2) - 1/(3 * 7^3))
which is described here:

eindiran

"---------------------------------------------------------------------
"
"            FILE: .alt-vimrc
"     DESCRIPTION: An alternate .vimrc intended to be extremely
"                  light-weight. Loads no plugins, etc.
"          AUTHOR: Elliott Indiran
"
"---------------------------------------------------------------------
set number
set tabstop=4