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#!/bin/sh | |
# | |
# /etc/init.d/kibana -- startup script for kibana4 | |
# | |
### BEGIN INIT INFO | |
# Provides: kibana | |
# Required-Start: $network $remote_fs $named | |
# Required-Stop: $network $remote_fs $named | |
# Default-Start: 2 3 4 5 | |
# Default-Stop: 0 1 6 |
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version: '2.4' | |
services: | |
gateway: | |
build: | |
context: . | |
dockerfile: Dockerfile-gateway | |
networks: | |
- front-proxy | |
expose: |
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static_resources: | |
listeners: | |
- address: | |
socket_address: | |
address: 0.0.0.0 | |
port_value: 8000 | |
filter_chains: | |
- filters: | |
- name: envoy.http_connection_manager | |
config: |
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static_resources: | |
listeners: | |
- address: | |
socket_address: | |
address: 0.0.0.0 | |
port_value: 10000 | |
filter_chains: | |
- filters: | |
- name: envoy.http_connection_manager | |
config: |
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package main | |
import ( | |
"encoding/json" | |
"fmt" | |
"net/http" | |
"time" | |
"github.com/hashicorp/vault/api" | |
"github.com/hashicorp/vault/builtin/credential/aws" |
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### BEGIN INIT INFO | |
# Provides: consul | |
# Required-Start: $local_fs $remote_fs | |
# Required-Stop: $local_fs $remote_fs | |
# Default-Start: 2 3 4 5 | |
# Default-Stop: 0 1 6 | |
# Short-Description: Consul agent | |
# Description: Consul service discovery framework | |
### END INIT INFO |
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### BEGIN INIT INFO | |
# Provides: vault | |
# Required-Start: $local_fs $remote_fs | |
# Required-Stop: $local_fs $remote_fs | |
# Default-Start: 2 3 4 5 | |
# Default-Stop: 0 1 6 | |
# Short-Description: Vault server | |
# Description: Vault secret management tool | |
### END INIT INFO |
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/var/log/vault/*.log { | |
daily | |
missingok | |
rotate 52 | |
compress | |
delaycompress | |
notifempty | |
create 644 vault vault | |
sharedscripts | |
postrotate |
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from http://www.md-software.de/math/DAMM_Quasigruppen.txt | |
Quasigruppen für den DAMM Algorithmus, mit den Eigenschaften | |
1. (c*x)*y=(c*y)*x => x=y | |
2. x*x=0 | |
Wichtig: die Quasigruppen sind nur gedacht für die Kontrollgleichung | |
(...((0 * x_m) * x_{m-1}) * ...) * x_0 = 0 | |
wobei | |
x_0 := (...((0 * x_m) * x_{m-1}) * ...) * x_1 |