mkarneim

require "gist.8deed890e0d92ef19506e889819b2e97.sample"
require "gist.835077aed5123947fe006e6d5ed5582b.books"

function spawnpoint(pos)
  if pos == nil then
    move(UP)
    pos = vec3(getWorldPos())
  end
  local eventqueue = events.register(PLAYER_JOINED)
  for event in eventqueue.next do

mkarneim

require "gist.8deed890e0d92ef19506e889819b2e97.sample"

function startup()
  cmd("gamerule sendCommandFeedback false")
  cmd("gamerule commandBlockOutput false")
  --cmd('lua aura("@e[type=Player]")')
end

mkarneim

require "gist.8deed890e0d92ef19506e889819b2e97.sample"

-- Wand of equal Trade
function woet()
  print("Starting Wand of equal Trade 1")

  click = events.register("RIGHT_CLICK", "LEFT_CLICK")
  for event in click.next do
    print("event",event.type,event.id)
    if event.item ~= nil

mkarneim

OPPOSITE = {NORTH=SOUTH,EAST=WEST,SOUTH=NORTH,WEST=EAST,UP=DOWN,DOWN=UP,LEFT=RIGHT,RIGHT=LEFT,FORWARD=BACK,BACK=FORWARD}
ROTATE90CW = {NORTH=EAST,EAST=SOUTH,SOUTH=WEST,WEST=NORTH}
ROTATE90CCW = {NORTH=WEST,WEST=SOUTH,SOUTH=EAST,EAST=NORTH}

particleOn=0

function vec3(x,y,z)
  return {x=x,y=y,z=z}
end

mkarneim

local md5 = {
  _VERSION     = "md5.lua 1.1.0",
  _DESCRIPTION = "MD5 computation in Lua (5.1-3, LuaJIT)",
  _URL         = "https://github.com/kikito/md5.lua",
  _LICENSE     = [[
    MIT LICENSE

    Copyright (c) 2013 Enrique García Cota + Adam Baldwin + hanzao + Equi 4 Software

    Permission is hereby granted, free of charge, to any person obtaining a

mkarneim

local sha1 = {
  _VERSION     = "sha.lua 0.5.0",
  _URL         = "https://github.com/kikito/sha.lua",
  _DESCRIPTION = [[
   SHA-1 secure hash computation, and HMAC-SHA1 signature computation in Lua (5.1)
   Based on code originally by Jeffrey Friedl (http://regex.info/blog/lua/sha1)
   And modified by Eike Decker - (http://cube3d.de/uploads/Main/sha1.txt)
  ]],
  _LICENSE = [[
    MIT LICENSE

mkarneim

require "gist.4d55b3573209200edcf73e1dbbd442ce.sample-lib"

BLOCK = {
  hasName = function(exp)
    return function(act)
      return act.name == exp
    end
  end,
  is = function(exp)
    return function(act)

mkarneim

function Vec3.crossProduct(v1,v2)
  check.Vec3(v1,1)
  check.Vec3(v2,2)
  return Vec3.from(
     v1.y*v2.z - v1.z*v2.y,
     v1.z*v2.x - v1.x*v2.z,
     v1.x*v2.y - v1.y*v2.x
  )
end
-- ^ operator

mkarneim

-- simple quaternion for doing vector rotations
-- ( https://gist.github.com/mkarneim/70b2ba363157c18266e20794db12b157 )

--[[
Original C Code from Phill Djonov,
http://vec3.ca/code/math/quaternions/
]]

quat = {}

mkarneim

-- Matrix
-- ( https://gist.github.com/mkarneim/99b9bd92612661ad47be403dc3c767ab )

m3x3 = {}

function m3x3.mul( m, p)
  local ret = vec3(
	  p.x * m[1][1] + p.y * m[2][1] + p.z * m[3][1],
	  p.x * m[1][2] + p.y * m[2][2] + p.z * m[3][2],
	  p.x * m[1][3] + p.y * m[2][3] + p.z * m[3][3]