hrickards

#!/usr/bin/env bash

# check args
if [ "$#" -ne 2 ]; then
    echo "You must pass 2 arguments. Call like:"
    echo "  ./move_photos.sh ./folder_containing_nefs ./target_folder_to_contain_selected_nefs"
    exit 1
fi
SOURCE_DIR=$1
TARGET_DIR=$2

hrickards

#!/usr/bin/env bash

# check args
if [ "$#" -ne 2 ]; then
    echo "You must pass 2 arguments. Call like:"
    echo "  ./move_photos.sh ./folder_containing_nefs ./target_folder_to_contain_selected_nefs"
    exit 1
fi
SOURCE_DIR=$1
TARGET_DIR=$2

hrickards

#!/usr/bin/env bash

[ $# -ne 2 ] && { echo "Usage: $0 <input_file.csv> <output_file.csv>"; exit 1; }

iconv -f UTF-8//TRANSLIT//IGNORE -t WINDOWS-1252 $1 > $2.csv
exit 0;

hrickards

#!/usr/bin/env bash
OUTFILE=etranscript.pdf
PRINTDIR=/private/var/spool/cups

NRUSER=$(whoami)
sudo -E bash -c "
PRINTFILE=\$(ls -Atr $PRINTDIR/d* | tail -n 1)
pstopdf \$PRINTFILE -o $OUTFILE
chown $NRUSER: $OUTFILE
"

hrickards

{
  "Mappings": {
    "RegionMap": {
      "ap-northeast-1": {
        "CentOS7x8664EBSHVM": "ami-eec1c380"
      },
      "ap-northeast-2": {
        "CentOS7x8664EBSHVM": "ami-c74789a9"
      },
      "ap-south-1": {

hrickards

Amida Contributor License Agreement

Adapted from the Apache Software Foundation Individual Contributor License Agreement ("Agreement") V2.0

In order to clarify the intellectual property license granted with Contributions from any person or entity, Amida must have a Contributor License Agreement ("CLA") on file that has been signed by each Contributor, indicating agreement to the license terms below. This license is for your protection as a Contributor as well as the protection of Amida and its users; it does not change your rights to use your own Contributions for any other purpose.

hrickards

#!/bin/bash

# this script should be used in a dir with both the old
# private key and the new public key

oldpem=$1
user=$2
newpub=$3
newpem=$4

hrickards

Keybase proof

I hereby claim:

• I am hrickards on github.
• I am rickards (https://keybase.io/rickards) on keybase.
• I have a public key whose fingerprint is 16E5 1EB4 8E94 3E58 4587 0A76 C861 E1C4 5EE8 87FC

To claim this, I am signing this object:

hrickards

[ Launch: test ] 8190c463d7696cdec6fc by hrickards[ Launch: test ] 4653053 by enjalot[ Launch: test ] 4652017 by enjalot[ Launch: test ] 4582399 by enjalot

hrickards

% computes P(D|H_1)
% H_1: the fair coin hypothesis
% heads and tails are equally likely, so P = (1/2)^n where n is coin flip
% sequence length (= H + T, where H is the number of heads and T the number
% of tails)
function P = PDH1(H, T)
    P = 1/(2^(H+T));
end