exercism/elixir/secret-handshake
Danil Negrienko af9641f4e9 secret_handshake 2024-03-11 08:03:00 -04:00
..
.exercism secret_handshake 2024-03-11 08:03:00 -04:00
lib secret_handshake 2024-03-11 08:03:00 -04:00
test secret_handshake 2024-03-11 08:03:00 -04:00
.formatter.exs secret_handshake 2024-03-11 08:03:00 -04:00
.gitignore secret_handshake 2024-03-11 08:03:00 -04:00
HELP.md secret_handshake 2024-03-11 08:03:00 -04:00
HINTS.md secret_handshake 2024-03-11 08:03:00 -04:00
README.md secret_handshake 2024-03-11 08:03:00 -04:00
mix.exs secret_handshake 2024-03-11 08:03:00 -04:00

README.md

Secret Handshake

Welcome to Secret Handshake on Exercism's Elixir Track. If you need help running the tests or submitting your code, check out HELP.md. If you get stuck on the exercise, check out HINTS.md, but try and solve it without using those first :)

Introduction

You are starting a secret coding club with some friends and friends-of-friends. Not everyone knows each other, so you and your friends have decided to create a secret handshake that you can use to recognize that someone is a member. You don't want anyone who isn't in the know to be able to crack the code.

You've designed the code so that one person says a number between 1 and 31, and the other person turns it into a series of actions.

Instructions

Your task is to convert a number between 1 and 31 to a sequence of actions in the secret handshake.

The sequence of actions is chosen by looking at the rightmost five digits of the number once it's been converted to binary. Start at the right-most digit and move left.

The actions for each number place are:

00001 = wink
00010 = double blink
00100 = close your eyes
01000 = jump
10000 = Reverse the order of the operations in the secret handshake.

Let's use the number 9 as an example:

  • 9 in binary is 1001.
  • The digit that is farthest to the right is 1, so the first action is wink.
  • Going left, the next digit is 0, so there is no double-blink.
  • Going left again, the next digit is 0, so you leave your eyes open.
  • Going left again, the next digit is 1, so you jump.

That was the last digit, so the final code is:

wink, jump

Given the number 26, which is 11010 in binary, we get the following actions:

  • double blink
  • jump
  • reverse actions

The secret handshake for 26 is therefore:

jump, double blink
If you aren't sure what binary is or how it works, check out [this binary tutorial][intro-to-binary].

[intro-to-binary]: https://medium.com/basecs/bits-bytes-building-with-binary-13cb4289aafa

Source

Created by

  • @DoggettCK

Contributed to by

  • @angelikatyborska
  • @Cohen-Carlisle
  • @devonestes
  • @mlopes
  • @neenjaw
  • @sotojuan

Based on

Bert, in Mary Poppins - https://www.imdb.com/title/tt0058331/quotes/?item=qt0437047