mkf

<div id=whole>
  <style>
    button.proper {
      display: block;
      margin: 1ex;
    }

    button#disableeditor,
    button#appendrow {
      display: none;

mkf

<div id=whole>
  <style>
    button.proper {
      display: block;
      margin: 1ex;
    }

    button#disableeditor,
    button#appendrow {
      display: none;

mkf

<div id=whole>
  <style>
    button.proper {
      display: block;
      margin: 1ex;
    }

    button#disableeditor,
    button#appendrow {
      display: none;

mkf

#!/usr/bin/env bash
unset key
cat data.csv |      # reads from data.csv
tail -n +2 |        # removes first line
tr -d ' ' |         # removes all spaces
cut -d ',' -f1,3 |  # takes first and third field

# from here on this program:
# calling the right-hand field (string) the key,
# and the left-hand field (positive integers) the values,

mkf

#!/usr/bin/env python2
#
# author: github.com/jbenet
# license: MIT
#
# tikz2svg: convert tikz input into svg
# depends on:
# - pdflatex: comes with your tex dist
# - pdf2svg: brew install pdf2svg

mkf

#!/usr/bin/env bash
if [[ $2 != *.sam ]]
then
    >&2 echo "The '$2' does not end with .sam"
    exit 20
elif [[ ! -f $2 ]]
then
    >&2 echo "The .sam is not a file"
    exit 21
fi

mkf

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mkf

#!/usr/bin/env bash
# Created by Michał Krzysztof Feiler in September 2019
# Desired usage example:
# ./passh.sh \; ssh user@host \; pass stdout path/of/passfile
# ( this example uses https://github.com/mkf/pass-stdout )
# ( this script aims to serve this example. so far it is a failure. please help. )
shopt -s expand_aliases
alias narg='[ "$#" -eq 0 ]'
if narg; then
	>&2 echo 'Lacking arguments. First argument is supposed to be the delimiter, such as "\;".'

mkf

I was just asked what is GPG and why is it used in pass password manager (https://www.passwordstore.org/). I will try to briefly explain everything starting from public-key cryptography. So:

Besides the usual way of encryption, symmetrical encryption, which goes like, you have a password and to encrypt you need that password and to decrypt you need that password, there is also another way, the way of public-key cryptography, assymetrical encryption.

In it, you have two keys, related in a way such that you can hardly guess one from the other, but if you encrypt something with the first of them (called the public key, since the public is free to give any data) it will be only decryptable with the second (called private, since only the recipient should have it).

These algorithms are usually rather slow, so usually it's done like, you generate a random key (usually called session key) for symmetrical encryption and then package data encrypted symmetrically with it, along with just that small key encrypted wi

mkf

Keybase proof

I hereby claim:

• I am mikrfe on github.
• I am mkf (https://keybase.io/mkf) on keybase.
• I have a public key ASBNwo_c8zxwsmYbl7P5xGj5NkcmREBL7SNzWqAZXTfhRgo

To claim this, I am signing this object: