benma

use secrecy::{ExposeSecret, Secret};

#[derive(Debug)]
struct EncryptionKey(Secret<[u8; 32]>);

fn get_encryption_key() -> EncryptionKey {
    let key = EncryptionKey(Secret::new(*b"aaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaa"));
    println!("Pointer at creation: {:p}", key.0.expose_secret().as_ptr());
    key
}

benma

-----BEGIN PGP SIGNED MESSAGE-----
Hash: SHA256

Hi Daniel, this is benma. 2020-08-26.

-----BEGIN PGP SIGNATURE-----

iQIzBAEBCAAdFiEELYh2gQqwkuRR3KiUgEU4kow36ugFAl9GQ+sACgkQgEU4kow3
6uhwgA/6A+eZwuZNFV42usp62lly3xE8liFZIKeG0ZfPtQyO9LYSOB+LaOnp0rwC
tYRYkOTZMEmpMKOx9ZoKdwbwqzRfttXxctsX3mtAWnO2tsXjT6ObOF6JjRH4GLjI

benma

Keybase proof

I hereby claim:

• I am benma on github.
• I am benma (https://keybase.io/benma) on keybase.
• I have a public key whose fingerprint is 2260 E482 8888 2C76 AFAA 319D 67A2 B160 F74D B275

To claim this, I am signing this object:

benma

package main

import (
	"crypto/rand"
	"fmt"

	"github.com/agl/ed25519"
	"github.com/agl/ed25519/extra25519"
	"github.com/monetas/gotary/util/enc"
)

benma

cleandocker() {
    docker rm `docker ps -a | grep Exited | awk '{print $1 }'`
    docker rmi `docker images -aq --filter "dangling=true"`
}

benma

#!/bin/bash

DBNAME=dbname
DBUSER=dbuser
N=150

sql () {
    echo $1 | psql -h localhost $DBNAME $DBUSER
}

benma

#!/bin/sh

sudo apt-get install zlib1g-dev
sudo apt-get install g++
sudo apt-get install uuid-dev

export VENV=$VIRTUAL_ENV

curl -O http://oligarchy.co.uk/xapian/1.2.18/xapian-core-1.2.18.tar.xz
curl -O http://oligarchy.co.uk/xapian/1.2.18/xapian-bindings-1.2.18.tar.xz

benma

# ....

# in settings.py (oder sonst eine versionierte datei)

import settings_sensitive

class ImproperlyConfigured(Exception):
    pass

try:

benma

#!/bin/sh

go test -coverprofile=cov.out
go tool cover -html=cov.out

benma

import Control.Monad.RWS
import Data.Map
import qualified Data.Map as Map

type Knot k s a = RWS k k s a

tie :: Knot k s a -> s -> (a, s, k)
tie knot s0 =
  let (a, s1, k) = runRWS knot k s0 -- this is fucking interesting
  in (a, s1, k)