dlresende

name: my-http-server

releases:
- name: "bpm"
  version: "latest"

- name: "routing"
  version: "latest"

- name: "nginx"

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FooBarQix Kata

Write a program that prints numbers from 1 to 100, one number per line. For each printed number, use the following rules:

1. if the number is divisible by 3 or contains 3, replace 3 by "Foo";
2. if the number is divisible by 5 or contains 5, replace 5 by "Bar";
3. if the number is devisible by 7 or contains 7, replace 7 by "Qix".

Example: 1

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Ruby

$ bundle gem $my_app -t rspec -b

Installing the local gem:

$ gem build $my_app.gemspec
$ gem install $my_app-<version>.gem
$ $my_app

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package main

import (
	"fmt"
	"io"
	"os"
	"os/signal"
	"sync"
)

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uaac target https://pcf.$env.cf-app.com/uaa --skip-ssl-validation && uaac token owner get opsman pivotalcf -s ''

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---
name: redis-on-demand-broker

releases:
  - name: &broker-release ((broker_release))
    version: latest
  - name: &service-adapter-release ((service_adapter_release))
    version: latest
  - name: routing
    version: latest

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Problem

Cannot access OM running inside VirtualBox

Facts

box

• The box has 2 interfaces one for each IP range

  eth0      Link encap:Ethernet  HWaddr 08:00:27:00:fb:33
            inet addr:10.0.2.15  Bcast:10.0.2.255  Mask:255.255.255.0
  

UP BROADCAST RUNNING MULTICAST MTU:1500 Metric:1

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RPN Calculator Kata

A RPN calculator program computes expressions written in RPN (Reverse Polish Notation). A RPN expression (or a postfix expression) is one of the following:

• a number X, in which case the value of the expression is that of X;
• a sequence of the form E1 E2 O, where E1 and E2 are postfix expressions and O is an arithmetic operation; in this case, the value of the expression is that of E1 O E2

The following are RPN expressions:

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Tic Tac Toe Kata

The rules of the tic tac toe game are the following:

• a game is over when all fields are taken
• a game is over when all fields in a column are taken by a player
• a game is over when all fields in a row are taken by a player
• a game is over when all fields in a diagonal are taken by a player
• a player can take a field if not already taken
• players take turns taking fields until the game is over
• there are two player in the game (X and O)

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### Keybase proof

I hereby claim:

  * I am dlresende on github.
  * I am dlresende (https://keybase.io/dlresende) on keybase.
  * I have a public key ASCxCa7Jty9zqQzI9lGZcFWDaRCPUhCRa5jyi_imbXHyZQo

To claim this, I am signing this object: