Create a new version of paste:

-- Tank Block Example

required_version = 200

function OnNewGame(map)

	cur_map = map  -- Create global variable for map.
	
	if map == "deathisland" then
		
		-- Create GEOs.
		anti_tank_red = GEO.newRectPrism("no_tank_red", 4, 18, 3, -27.2, -7.6, 9.6)  -- Anti-Tank Red Base
		anti_tank_blue = GEO.newRectPrism("no_tank_blue", 4, 18, 3, 29.8, 16, 8.4)  -- Anti-Tank Blue Base
	end
end

-- OnObjectCreation is important for monitoring non-player objects.
-- If you want OnGeoEnter and OnGeoExit to work for a non-player object, you must monitor them.
function OnObjectCreation(objId)

	-- Get the TagType and TagName of the object being created.
	local mapId = readdword(getobject(objId))
	local tagname, tagtype = gettaginfo(mapId)
	
	-- If this map is Death Island...
	if cur_map == "deathisland" then
		
		-- If this object is a scorpion...
		if tagtype == "vehi" and tagname == "vehicles\\scorpion\\scorpion_mp" then
			
			-- Make anti_tank_red and anti_tank_blue monitor for it.
			anti_tank_red:monitor(objId)
			anti_tank_blue:monitor(objId)
		end
	end
end

-- GEO 2.3.2 (Geometric Environment Objects)

function OnGeoEnter(geo, player, objId)

	-- If this map is Death Island...
	if cur_map == "deathisland" then
		
		-- If this geo is either Anti-Tank Red Base or Anti-Tank Blue Base...
		if geo == anti_tank_red or geo == anti_tank_blue then
		
			-- Get mapId of a scorpion
			local mapId = gettagid("vehi", "vehicles\\scorpion\\scorpion_mp")
			
			-- Check if the object entering the GEO has the same mapId as a scorpion.
			if readdword(getobject(objId)) == mapId then
				
				-- Block it from entering.
				return false
			end
		end
	end
end

function OnGeoExit(geo, player, objId)

	return true
end

--[[
	Documentation:
	
	This script allows the creation of environmental volumes in the shapes of spheres, rectangular prisms, cylinders, rectangles, or circles.
	These environmental volumes allow you to create complex environments with just a few lines of code, including the ability to make a volume a killzone, in which players will immediately die upon entering the volume or any user-defined actions as defined by the functions OnGeoEnter and OnGeoExit.
	GEOs can be returned and manipulated as objects in Lua; this means you can set a variable to be equal to a GEO, making it easy to manipulate in various areas of code.
	
	Changes from GEOs for Phasor 058 and GEOs for 2.0:
	
		-- GEO:damagezone now has the following function header:  GEO:damagezone(boolean, damage).
		-- GEO:freeze has been changed to GEO:unfollow.
		
	Changes in GEO 2.2:
	
		-- Players are now automatically monitored for every GEO.  If you want a GEO to monitor other objects, you still need to use GEO:monitor.
		-- Support for cylinder orientation.  You can now orient your cylinder along the x, y, or z axis.
		-- Added GEO.clear() to destroy all GEOs.
		-- Added GEO:antigeo(); an AntiGEO subtracts from the volume of another GEO.  This allows for you to create complex geometry beyond only spheres, cylinders, and rectangular prisms.  Read docs for more info.
		-- GEO:killzone() improved; now takes three arguments:  <boolean> <delay> <kill_message>
		-- GEO:surface() now works; use this to show 3D representations of your GEOs.
		-- GEO:perimeter() and GEO:surface create objects which are unaffected by physics.
		-- Returning false in OnGeoEnter and OnGeoExit now works on non-player objects.
		-- Various bug fixes
		
	Changes in GEO 2.3.1:
	
		-- GEO:killzone() further improved; now takes infinite arguments:  <boolean> <delay> <kill_message> <function> <args...>
		-- GEO:damagezone() improved; now takes infinite arguments:  <boolean> <damage> <delay> <damage_message> <function> <args...>
		-- GEO:surface() fixed for rectangular prisms (performance should be better too), spheres (the rings are now more uniform), and cylinders (the base of the cylinder was sometimes drawn too high)
		-- Added GEO:vectorintersect(); returns the points at which a vector (given by two points) intersects the given GEO (does not take AntiGEOs into account yet).  Arguments:  <point1>, <point2>
		-- Added GEO:containspoint(); returns a boolean (true or false) if the specified GEO contains the specified point.  Arguments:  <point>
		-- Added GEO:randomcoords(); returns random coordinates within the specified GEO (does not take AntiGEOs into account yet).  No arguments.
		-- Fixed a terrible handling of AntiGEOs (now uses GEO:contains() like it should have in the first place)
	
	GEO Creation Functions:

	GEO.newSphere(name, radius, x_coord, y_coord, z_coord)
	
		-- name: <string> Name of this new GEO (must be unique).
		-- radius: <float> Radius of this sphere.
		-- x_coord: <float> X-coordinate of the center of this sphere.
		-- y_coord: <float> Y-coordinate of the center of this sphere.
		-- z_coord: <float> Z-coordinate of the center of this sphere.
		
		Example:
			
			local sphere = GEO.newSphere("Sphere1", 5, 0, 0, 0)
			
		Notes:
		
			GEO.newSphere creates a spherical GEO with the specified name (keep in mind GEO names must be unique from each other), radius, and x, y, and z-coordinates of the center of the sphere. Returns the sphere as an object. 

	GEO.newRectPrism(name, x_length, y_length, z_length, x_coord, y_coord, z_coord)
	
		-- name: <string> Name of this new GEO (must be unique).
		-- x_length: <float> Length of this rectangular prism in the X direction.
		-- y_length: <float> Length of this rectangular prism in the Y direction.
		-- z_length: <float> Length of this rectangular prism in the Z direction.
		-- x_coord: <float> X-coordinate of the center of this rectangular prism.
		-- y_coord: <float> Y-coordinate of the center of this rectangular prism.
		-- z_coord: <float> Z-coordinate of the center of this rectangular prism.
	
		Example:

			local rectprism = GEO.newRectPrism("RectPrism1", 3, 3, 10, 0, 0, 5)
			
		Notes:
			
			GEO.newRectPrism creates a rectangular prism GEO with the specified name (keep in mind GEO names must be unique from each other), x, y, and z lengths, and x, y, and z-coordinates of the center of the rectangular prism. Returns the rectangular prism as an object. 

	GEO.newCylinder(name, radius, height, x_coord, y_coord, z_coord, [orientation])
	
		-- name: <string> Name of this new GEO (must be unique).
		-- radius: <float> Radius of this cylinder.
		-- height: <float> Height of this cylinder.
		-- x_coord: <float> X-coordinate of the center of this cylinder.
		-- y_coord: <float> Y-coordinate of the center of this cylinder.
		-- z_coord: <float> Z-coordinate of the center of this cylinder.
		-- orientation: <string> Axis of orientation ("x", "y", or "z") (default = "z").
	
		Example:
		
			local cylinder = GEO.newCylinder("Cylinder1", 3, 10, 0, 0, 0)
	
		Notes:
			
			GEO.newCylinder creates a cylindrical GEO with the specified name (keep in mind GEO names must be unique from each other), radius, height, and x, y, and z-coordinates of the center of the cylinder. Returns the cylinder as an object.

	GEO.newRect(name, width, height, x_coord, y_coord, z_coord, [orientation])
	
		-- name: <string> Name of this new GEO (must be unique).
		-- width: <float> Width of this rectangle.
		-- height: <float> Height of this rectangle.
		-- x_coord: <float> X-coordinate of the center of this rectangle.
		-- y_coord: <float> Y-coordinate of the center of this rectangle.
		-- z_coord: <float> Z-coordinate of the center of this rectangle.
		-- orientation: <string> Axis of orientation ("x", "y", or "z") (default = "z").
		
		Example:

			local rectangle = GEO.newRect("Rect1", 5, 10, 0, 0, 5, "x")
			
		Notes:
		
			GEO.newRect creates a rectangular GEO with the specified name (keep in mind GEO names must be unique from each other), width, height, x, y, and z-coordinates of the center of the rectangle, and orientation. The orientation specifies which axis ("x", "y", or "z") has a length of 0 in the rectangle. For example, by default, orientation is "z". This means you would see the rectangle if you were looking down on top of it (or up from underneath). You can also think of the orientation axis as being the axis that punches through the center of the object. 

	GEO.newCircle(name, radius, x_coord, y_coord, z_coord, [orientation])
	
		-- name: <string> Name of this new GEO (must be unique).
		-- radius: <float> Radius of this circle.
		-- x_coord: <float> X-coordinate of the center of this circle.
		-- y_coord: <float> Y-coordinate of the center of this circle.
		-- z_coord: <float> Z-coordinate of the center of this circle.
		-- orientation: <string> Axis of orientation ("x", "y", or "z") (default = "z")
		
		Example:

			local circle = GEO.newCircle("Circle1", 10, 0, 0, 5, "x")

		Notes:
		
			GEO.newCircle creates a circular GEO with the specified name (keep in mind GEO names must be unique from each other), radius, x, y, and z-coordinates of the center of the circle, and orientation. The orientation specifies which axis ("x", "y", or "z") has a length of 0 in the circle. For example, by default, orientation is "z". This means you would see the circle if you were looking down on top of it (or up from underneath). You can also think of the orientation axis as being the axis that punches through the center of the object. 


	Once you've created your GEO, you want to make it do something. The following are GEO-editing functions.
	Note that the following functions are members of the GEO metatable. This means to call the function, you specify the GEO variable before the function (separated by a colon). See the functions below for more specific examples.
	
	GEO Editing Functions:

	GEO:delete()
	
		Example:

			local sphere = GEO.newSphere("Sphere", 5, 0, 0, 0)
			sphere:delete()

		Notes:
			
			Deletes the specified GEO. 
	
	GEO:move(x_coord, y_coord, z_coord)
	
		-- x_coord: <float> New x-coordinate of the center of this GEO.
		-- y_coord: <float> New y-coordinate of the center of this GEO.
		-- z_coord: <float> New z-coordinate of the center of this GEO.
	
		Example:

			local sphere = GEO.newSphere("Sphere", 5, 0, 0, 0)
			sphere:move(0, 0, 10)
		
		Notes:
	
			Moves the center of the specified GEO to the specified x, y, and z-coordinates. 

	GEO:radius([new_radius])
	
		-- new_radius: <float> New radius of specified GEO (if no radius is specified, the radius of the GEO is returned).
	
		Example:

			local cylinder = GEO.newCylinder("Cylinder", 10, 20, 0, 0, 0)
			local cyl_radius = cylinder:radius()
			if cyl_radius < 20 then
				cylinder:radius(20)
			end
			
		Notes:

			If a new_radius is specified, changes the radius of the specified GEO to the value of new_radius. Otherwise, returns the radius of the specified GEO. Note that this can only be used for spheres, circles, and cylinders. 

	GEO:size([x_length], [y_length], [z_length])
	
		-- x_length: <float> New length of GEO in the x direction.
		-- y_length: <float> New length of GEO in the y direction.
		-- z_length: <float> New length of GEO in the z direction.
		-- Read the notes for descriptions about how the optional parameters work in this function.
	
		Example:

			-- Create three GEOs
			local rectprism = GEO.newRectPrism("RectPrism", 5, 5, 10, 0, 0, 5)
			local rectangle = GEO.newRect("Rect", 5, 10, 0, 0, 5, "y")
			local cylinder = GEO.newCylinder("Cylinder", 5, 20, 0, 0, 10)

			-- Get sizes of all three shapes
			local rpx, rpy, rpz = rectprism:size()
			local rw, rh = rectangle:size()
			local cyl_height = cylinder:size()

			-- Double their sizes
			rectprism:size(rpx * 2, rpy * 2, rpz * 2)
			rectangle:size(rw * 2, 0, rh * 2)
			cylinder:size(cyl_height * 2)

		Notes:
	
			If any coordinate is specified, changes the GEO's size in the x, y, and z directions respectively. If no coordinate is specified in any direction, this returns the size of the object. Note this can only be used for rectangular prisms, rectangles, and cylinders. Also note if you're attempting to retrieve the size of an object, rectangular prisms will return three values (x, y, and z), rectangles will return two values (width and height), and cylinders will return one value (height). Also note that when changing the height of a cylinder, you need only specify one number (since you're only changing the height). If you're trying to change the size of a rectangle, keep its orientation in mind when changing the x, y, and z lengths (changes in length of the axis of which the rectangle is oriented will be ignored). 
	
	GEO:contains(objId)
	
		objId: <object id> Object being tested to see if it is inside of the specfied GEO.
	
		Example:

			local sphere = GEO.newSphere("Sphere", 5, 0, 0, 0)

			function OnPlayerSpawn(player)
			
				local m_player = getplayer(player)
				local objId = readdword(m_player, 0x34)

				if sphere:contains(objId) then
					say(getname(player) .. " has spawned inside of the sphere")
				end
			end
			
		Notes:
	
			Checks if the specified objId is within the specified GEO. Returns true or false.
			
	GEO:containspoint(point)
	
		point: <table> Coordinates being checked.
		
		Example:
		
			local sphere = GEO.newSphere("Sphere", 5, 0, 0, 0)
			local point = {10, 10, 0}
			local insphere = GEO:containspoint(point)
			if insphere(point) then
				say("(10, 10, 0) is in the sphere!")
			end
			
		Notes:
		
			Make sure the table passed is in {x, y, z} format.
			
	GEO:vectorintersect(pointA, pointB)
	
		pointA: <table> First point in vector.
		pointB: <table> Second point in vector.
		
		Example:
		
			-- This is a poor example that shows simply functionality
			sphere = GEO.newSphere("sphere", 5, 0, 0, 0)
			
			function OnPlayerSpawn(player)
				
				local m_player = getplayer(player)
				local objId = readdword(m_player, 0x34)
				local x, y, z = getobjectcoords(objId)
				local point1, point2 = sphere:vectorintersect({x, y, z}, {x, y, z + 10})  -- This will check if the line between where the player is standing and 10 units above them ever intersects the sphere.
				if point1 then
					say("x: " .. point1[1] .. " y: " .. point1[2] .. " z: " .. point1[3])
				end
				
				if point2 then
					say("x: " .. point2[1] .. " y: " .. point2[2] .. " z: " .. point2[3])
				end
			end
			
		Notes:
		
			This function can return as many as two intersection points and as few as zero.  If a point does not exist, this function returns nil for that point.  This function does not yet take AntiGEOs into account.  Make sure the tables for the points passed are in {x, y, z} format.

	GEO:follow(objId)
	
		objId: <object id> Object this GEO should follow.
	
		Example:

			function OnPlayerSpawn(player)

				local m_player = getplayer(player)
				local objId = readdword(m_player, 0x34)
				
				-- Create a sphere with the objId in the name so you know it is unique
				local sphere = GEO.newSphere("Sphere" .. objId, 5, 0, 0, 0)
				sphere:follow(objId)
			end
			
		Notes:
		
			Sets a GEO to follow the specified objId. The GEO will be automatically deleted if the object it is following has also been deleted. 


	GEO:unfollow()
	
		Example:

			function OnPlayerSpawn(player)
			
				local m_player = getplayer(player)
				local objId = readdword(m_player, 0x34)

				-- Create a sphere with the objId in the name so you know it is unique
				local sphere = GEO.newSphere("Sphere" .. objId, 5, 0, 0, 0)
				sphere:follow(objId)
				sphere:unfollow()
			end

		Notes:
		
			Tells the specified GEO to stop following the objId it is currently following.

	GEO:velocity(x_velocity, y_velocity, z_velocity)
	
		x_velocity: <float> GEO's velocity in the x direction.
		y_velocity: <float> GEO's velocity in the y direction.
		z_velocity: <float> GEO's velocity in the z direction.
	
		Example:

			local rectangle = GEO.newRectPrism("RectPrism", math.inf, math.inf, 100, 0, 0, -50)
			rectangle:velocity(0, 0, 0.1)

		Notes:
	
			Sets the velocity of the specified GEO in the x, y, and z directions. 
	
	GEO:killzone([boolean], [delay], [kill_message], [func], [args...])
	
		boolean: <boolean> The ability of this GEO to be a killzone (if no boolean is specified, the current killzone boolean is returned).
		delay: <int> The time (in seconds) the GEO should wait to kill a player after they enter.
		kill_message: <string> The message a player will receive when they are killed by this GEO.
		func: <function> A special function that MUST return true or false and MUST pass the GEO, then player as its first two arguments.
		args...: <data> Additional arguments to be passed into the function.
	
		Example:

			-- Kill a player immediately for entering a sphere
			local killsphere = GEO.newSphere("Sphere", 10, 0, 0, 0)
			killsphere:killzone(true)
			
			function isredwednesday(geo, player, day)
			
				if getteam(player) == 0 then
					if day == "Wednesday" then
						return true
					end
				end
				
				return false
			end
			
			-- Kill a player after being in a cube for 5 seconds if they're on the Red Team and today is Wednesday.
			local killcube = GEO.newRectPrism("Cube", 5, 5, 5, 10, -10, 5)
			killcube:killzone(true, 5, "Since you're on the red team and were in this cube for five seconds and today is a Wednesday, you shall now die.", isredwednesday, os.date("%A"))

		Notes:
	
			Toggles the ability for a GEO to be a killzone. If a function is specified, the function header's first two arguments MUST be the geo, then the player (such as in the example above) and returns true if the player should be killed and false if the player should not be. If a GEO is a killzone and no delay is specified or the delay = 0, any player to enter the GEO will automatically die. If a delay is specified, the player will be killed after the amount of seconds specified by delay. If a kill_message is specified, the player will receive that message when they die. Otherwise, no message will be sent.
	
	GEO:damagezone([boolean], [damage], [delay], [damage_message], [func], [args...])
	
		boolean: <boolean> Indicates whether or not this GEO is a damagezone (if no boolean is specified, the current damagezone boolean is returned).
		damage: <float> Amount of damage per second this GEO does to a player within it.
		delay: <int> The time (in seconds) the GEO should wait to damage a player after they enter.
		damage_message: <string> The message a player will receive when they are initially damaged by this GEO.
		func: <function> A special function that MUST return true or false and MUST pass the GEO, then player as its first two arguments.
		args...: <data> Additional arguments to be passed into the function.
			
		Example:

			-- Damage a player as soon as they enter this sphere.
			local damagesphere = GEO.newSphere("Sphere", 10, 0, 0, 0)
			damagesphere:damagezone(true, 10)
			
			-- Damage a player after 10 seconds if they are named Nuggets and there is a GEO called "Sphere".
			function isnuggetssphere(geo, player, sphere_exists)
			
				if getname(player) == "Nuggets" then
					if sphere_exists then
						return true
					end
				end
				
				return false
			end
			
			local damagecylinder = GEO.newCylinder("Cylinder", 5, 10, 0, 0, 5)
			damagecylinder:damagezone(true, 50, 10, "Your name is Nuggets and there is a sphere somewhere around here.", isnuggetssphere, GEO.get("Sphere"))

		Notes:
			
			Toggles the ability for a GEO to be a damagezone. If a GEO is a damagezone, the player will be damaaged at the rate you specify.

	GEO:face(orientation, direction)
	
		orientation: <string> The axis on which the face will be created ("x", "y", or "z").
		direction: <string> The specification of the "top" or "bottom" face in the specified orientation ("+" or "-").
	
		Example:

			local cylinder = GEO.newCylinder("Cylinder", 5, 10, 0, 0, 5)
			local topcircle = cylinder:face("z", "+")
			local bottomcircle = cylinder:face("z", "-")

		Notes:
	
			Cuts the face of the specified three-dimensional GEO off to create a two-dimensional GEO given the orientation ("x", "y", or "z") and direction ("+" or "-"). For example, if the orientation is "z" and the direction is "+", and you're passing a rectangular prism, you will end up with the a rectangle with the same position and size as the top face of your rectangular prism. Note you can only use this for rectangular prisms and cylinders. Also note that for cylinders, you may only use the "z" orientation. Returns the new two-dimensional GEO as an object. 
	
	GEO:extend(orientation, direction, amount)
	
		orientation: <string> The axis on which the face will be extended ("x", "y", or "z").
		direction: <string> The specification of the "top" or "bottom" face in the specified orientation ("+" or "-").
		amount: <float> Distance the specified face will be extended.
	
		Example:

			local cylinder = GEO.newCylinder("Cylinder", 5, 10, 0, 0, 5)
			cylinder:extend("z", "+", 10)

		Notes:
	
			Extends the specified face by the specified amount (see the function face for how to specify orientation and direction). Note that this may only be used on rectangular prisms, rectangles, and cylinders. Also note that extending a face does not change the object's center. If you use GEO:surface() after using GEO:extend(), you will not see the changes GEO:extend() has made. 
			
	GEO:antigeo([boolean, geos...])
	
		boolean: <boolean> Toggles whether or not this is an AntiGEO.
		geos...: <data> Defines for which GEOs this is an AntiGEO (infinite number of argumnets).
		
		Example:
			
			-- Battle Creek Blue Base Roof
			blue_base_roof = GEO.newRectPrism("blue_roof", 9.5, 7.8, 1.3, 1.95, 13.9, 1.85)
			blue_roof_anti = GEO.newRectPrism("blue_roof_anti", 10, 10, 2, 28.75, 14, 1.5)
			-- Cut out the section of the blue_base_roof GEO that is inside of the room where the CTF flag is
			blue_roof_anti:antigeo(true, blue_base_roof)
			
		Notes:
		
			This function works like object subtraction in CAD programs. If you are unfamiliar with this, this link should help describe it: http://codevisually.com/wp-content/uploads/2011/12/cvdec1_06.jpg (look at the a.subtract(b) picture). If you are within a GEO and enter one of its AntiGEOs, it will count as exiting the first GEO. Keep in mind that AntiGEOs are also GEOs and may have their own AntiGEOs. If no boolean or GEOs are specified, this returns a boolean (true or false) describing if this GEO is an AntiGEO. When using GEO:surface() or GEO:perimeter on a GEO, all of that GEO's AntiGEOs will be shown as well with Overshield powerups.
	
	GEO:copy([name])
	
		name: <string> Name given to the copy of the specified GEO (if no name is specified, a default name is given).
		
		Example:

			local sphere = GEO.newSphere("Sphere", 5, 0, 0, 0)
			local sphere2 = sphere:copy()

		Notes:
		
			Returns a copy of the specified GEO with the specified name. If no name is specified, a default name will be given.
	
	GEO:monitor(objId)
	
		objId: <object id> The object this GEO should monitor for entering/exiting.
	
		Example:

			local rectprism = GEO.newRectPrism("RectPrism", math.inf, math.inf, 100, 0, 0, -50)

			function OnObjectCreation(objId)
			
				local m_object = getobject(objId)
				local mapId = readdword(m_object)
				local _, tagtype = gettaginfo(mapId)
				
				if tagtype == "vehi" then
					rectprism:monitor()  -- Monitor all vehicles
				end
			end
		
		Notes:
	
			Tells the specified GEO to monitor when objId enters and exits it. Note that this must be used in order for OnGeoEnter and OnGeoExit to work for the specified GEO and objId. This is for the sake of the script not having to check the coordinates of every single object and comparing them to the volumes of every single GEO every 1/100 of a second. Also note that as of GEO 2.2, it is not necessary to use this function on players; GEOs will automatically monitor players.

	GEO:coords()
	
		Example:

			local sphere = GEO.newSphere("Sphere", 10, 0, 0, 0)
			local x, y, z = sphere:coords()

		Notes:
	
			Returns the x, y, and z coordinates of the center of the specified GEO. 
	

	GEO:high(orientation)
	
		orientation: <string> Axis of which you're attempting to find the highest point ("x", "y", or "z").
		
		Example:

			local sphere = GEO.newSphere("Sphere", 10, 0, 0, 0)
			local zhigh = sphere:high("z")

		Notes:
	
			Returns the highest coordinate in the specified orientation (i.e. geo:high("z") would return the highest z coordinate still considered to be inside of the GEO). 

	GEO:low(orientation)
	
		orientation: <string> Axis of which you're attempting to find the lowest point ("x", "y", or "z")
	
		Example:

			local sphere = GEO.newSphere("Sphere", 10, 0, 0, 0)
			local zlow = sphere:low("z")

		Notes:
	
			Returns the lowest coordinate in the specified orientation (i.e. geo:low("z") would return the lowest z coordinate still considered to be inside of the GEO). 

	GEO:randomcoords()
	
		Example:

			local cylinder = GEO.newCylinder("Cylinder", 5, 10, 0, 0, 0)
			local x, y, z = cylinder:randomcoords()

		Notes:
	
			Returns random x, y, and z coordinates within the specified GEO. 

	GEO:type()
	
		Example:

			local cylinder = GEO.newCylinder("Cylinder", 5, 10, 0, 0, 0)
			local type = cylinder:type()
			
		Notes:
	
			Returns the type of the specified GEO as a string. 

	GEO:orientation()
	
		Example:

			local cylinder = GEO.newCylinder("Cylinder", 5, 10, 0, 0, 0)
			local orientation = cylinder:orientation()
			
		Notes:
	
			Returns the orientation of a 2-dimensional GEO or Cylinder. Note that this cannot be used on Spheres or RectPrisms.

	GEO:name()
	
		Example:

			local sphere = GEO.newSphere("Sphere", 5, 0, 0, 0)
			local name = sphere:name()

		Notes:
	
			Returns the name of the specified GEO. 


	GEO:perimeter([density], [mapId])
	
		density: <int> Amount of objects that should spawn around the perimeter of the GEO.
		mapId: <tag id> The tag of the objects that should spawn around the GEO's perimeter (default = Full-Spectrum Vision)
	
		Example:

			local sphere = GEO.newSphere("sphere", 5, 0, 0, 0.5)
			sphere:perimeter(20)
			local rectprism = GEO.newRectPrism("rectprism", 3, 4, 5, 0, 0, 0.5)
			rectprism:perimeter(7, gettagid("weap", "weapons\\flag\\flag"))
			
		Notes:
	
			Spawns the specified object (given via mapId) with the specified density (default 10) about the perimeter of the Z-center of the specified GEO. For spheres and cylinders, the amount of objects spawned will be equal to the density. For rectangular prisms, the density specifies the amount of objects spawned per edge (so a density of 10 will spawn a total of 40 objects). You may want to make sure the GEO's center is slightly above the ground so the objects don't spawn under the map. Also be careful when this function is used, as it does create a lot of objects. If you aren't careful, you'll reach Halo's object limit.
			
	GEO:surface([density], [mapId])
	
		density: <int> Amount of objects that should spawn to create a 3D representation of the GEO.
		mapId: <tag id> The tag of the objects that should spawn to create the 3D representation of the GEO (default = Full-Spectrum Vision)
		
		Example:
			
			local sphere = GEO.newSphere("sphere", 5, 0, 0, 1)
			sphere:surface()
			local cylinder = GEO.newCylinder("cylinder", 4, 7, 0, 0, 1, "x")
			cylinder:surface(20, gettagid("weap", "weapons\\plasma grenade\\plasma grenade"))
			
		Notes:
		
			Spawns the specified object (given via mapId) with the specified density (default 12) to create a 3D representation of the specified GEO. Cannot be used on Circles or Rectangles. The density of these approximate an appropriate amount of objects to be made in order to get a good idea of where a GEO is. It is highly suggested that you use this function only as a means to aid in visualization during testing. This function creates a lot of objects and it is very easy to hit the object limit using it.


	OnGeoEnter and OnGeoExit Event Functions:

	OnGeoEnter(geo, player, objId)
		
		geo: <GEO object> The GEO the player or object is entering.
		player: <player memory id> The player entering the GEO.
		objId: <object id> The objId entering the GEO.
	
		Example:

			sphere = GEO.newSphere("sphere", 5, 0, 0, 0)

			function OnGeoEnter(geo, player, objId)

				if geo == sphere then
					privatesay(player, "You may not enter this GEO.")
					return false
				end
				
				return true
			end
		
		Notes:
	
			Called when an object that is being monitored by a GEO enters that GEO. Return 1 to allow objects to enter, return 0 to disallow this. 

	OnGeoExit(geo, player, objId)
	
		geo: <GEO object> The GEO the player or object is exiting.
		player: <player memory id> The player exiting the GEO.
		objId: <object id> The objId exiting the GEO.
	
		Example:

			sphere = GEO.newSphere("sphere", 5, 0, 0, 0)
			
			function OnGeoExit(geo, player, objId)

				if geo == sphere then
					privatesay(player, "You may not exit this GEO.")
					return false
				end
				
				return true
			end

		Notes:
	
			Called when an object that is being monitored by a GEO exits that GEO. Return 1 to allow objects to exit, return 0 to disallow this. 


	Miscellaneous GEO functions:

	GEO.get(name)
	
		name: <string> Name of the GEO you're trying to access.
	
		Example:

			function OnPlayerSpawn(player)
			
				local m_player = getplayer(player)
				local objId = readdword(m_player, 0x34)
				local sphere = GEO.newSphere("Sphere" .. objId, 5, 0, 0, 0)
				sphere:follow(objId)
			end

			function OnPlayerKill(killer, victim, mode)

				local m_victim = getplayer(victim)
				local v_objectId = readdword(m_victim, 0x34)
				local victim_sphere = GEO.get("Sphere" .. v_objectId)
				victim_sphere:unfollow()
			end

		Notes:
	
			Returns a GEO given the specified name. 

	GEO.followedBy(objId)
	
		objId: <object id> Object being followed by GEOs.
	
		Example:

			function OnPlayerKill(killer, victim, mode)

				local geos = GEO.followedBy(victim)
				for k,v in ipairs(geos) do
					v:unfollow()
				end
			end

		Notes:
	
			Returns a list of GEOs following the specified objId. 
	
	GEO.cleanup(player)
	
		player: <player memory id> Player whose following of GEOs you want to delete.
	
		Example:

			-- Note that this is here only for the sake of example; this is not necessary, as the GEOTimer takes care of this automatically.
			function OnPlayerKill(killer, victim, mode)

				GEO.cleanup(victim)
			end

		Notes:
	
			Deletes all of the GEOs currently following the specified player.
			
	GEO.clear()
	
		Example:
		
			function OnNewGame(map)
			
				-- Global variable for map name
				cur_map = map
			end
			
			function OnServerChat(player, message, type)
				
				if message == "reset" then
					svcmd("sv_map_reset")
					GEO.clear()
					OnNewGame(cur_map)
				end
			end
			
		Notes:
		
			Deletes all GEOs currently active on the map.

	
	If you have any questions about how GEOs work, PM me (Nuggets) at phasor.proboards.com.
--]]

-- GEO --

-- Create Metatable
GEO = {}
GEO.__index = GEO
 
-- Set random seed and define infinity
math.randomseed(os.time())
math.inf = 1 / 0
 
function inSphere(objId, x, y, z, r)
 
    local ox, oy, oz = getobjectcoords(objId)
    if ox then
        -- Pythagorean
        local dist = math.sqrt((x - ox) ^ 2 + (y - oy) ^ 2 + (z - oz) ^ 2)
        if dist <= r then
            return true
        end
    end
       
    return false
end
 
function inCircle(objId, x, y, z, r, orientation)
 
    local ox, oy, oz = getobjectcoords(objId)
    if ox then
        -- Default orientation to "z"
        orientation = orientation or "z"
        -- Pythagorean based on circle's orientation
        if orientation == "z" then
            local dist = math.sqrt((x - ox) ^ 2 + (y - oy) ^ 2)
            if dist <= r and oz == z then
                return true
            end
        elseif orientation == "y" then
            local dist = math.sqrt((x - ox) ^ 2 + (z - oz) ^ 2)
            if dist <= r and oy == y then
                return true
            end
        elseif orientation == "x" then
            local dist = math.sqrt((y - oy) ^ 2 + (z - oz) ^ 2)
            if dist <= r and ox == x then
                return true
            end
        end
    end
       
    return false
end
 
function inCylinder(objId, x, y, z, hlow, hhigh, r, orientation)
 
    local ox, oy, oz = getobjectcoords(objId)
    if ox then
        if orientation == "z" then
            -- Pythagorean to see if object is within radius of circle
            local dist = math.sqrt((x - ox) ^ 2 + (y - oy) ^ 2)
            -- Make sure the object is also within the height of the cylinder
            if dist <= r and oz >= hlow and oz <= hhigh then
                return true
            end
        elseif orientation == "x" then
            local dist = math.sqrt((y - oy) ^ 2 + (z - oz) ^ 2)
            if dist <= r and ox >= hlow and ox <= hhigh then
                return true
            end
        elseif orientation == "y" then
            local dist = math.sqrt((z - oz) ^ 2 + (x - ox) ^ 2)
            if dist <= r and oy >= hlow and oy <= hhigh then
                return true
            end
        end
    end
       
    return false
end
 
function inRectangle(objId, xlow, xhigh, ylow, yhigh, zlow, zhigh)
 
    -- These functions are essentially the same
    return inRectPrism(objId, xlow, xhigh, ylow, yhigh, zlow, zhigh)
end
 
function inRectPrism(objId, xlow, xhigh, ylow, yhigh, zlow, zhigh)
 
    local x, y, z = getobjectcoords(objId)
    if x then
        -- Make sure the coordinates are inside of each extreme of the rectangular prism
        if x <= xhigh and x >= xlow and y <= yhigh and y >= ylow and z <= zhigh and z >= zlow then
            return true
        end
    end
       
    return false
end
 
function randomInSphere(x, y, z, r)
 
    -- Increase precision
    x = math.floor(x * 100)
    y = math.floor(y * 100)
    z = math.floor(z * 100)
    r = math.floor(r * 100)
       
    -- Find random values inside of the sphere.
    return math.random(x - r, x + r + 1) / 100, math.random(y - r, y + r + 1) / 100, math.random(z - r, z + r + 1) / 100
end
 
function randomInCircle(x, y, z, r, orientation)
 
    -- Increase precision
    r = math.floor(r * 100)
       
    -- Possible values depend on circle's orientation.
    if orientation == "z" then
        x = math.floor(x * 100)
        y = math.floor(y * 100)
        return math.random(x - r, x + r + 1) / 100, math.random(y - r, y + r + 1) / 100, z     
    elseif orientation == "x" then
        y = math.floor(y * 100)
        z = math.floor(z * 100)
        return x, math.random(y - r, y + r + 1) / 100, math.random(z - r, z + r + 1) / 100
    elseif orientation == "y" then
        x = math.floor(x * 100)
        z = math.floor(z * 100)
        return math.random(x - r, x + r + 1) / 100, y, math.random(z - r, z + r + 1) / 100
    end
end
 
function randomInCylinder(x, y, z, hlow, hhigh, r, orientation)
 
    -- Increase precision
    x = math.floor(x * 100)
    y = math.floor(y * 100)
    z = math.floor(z * 100)
    hlow = math.floor(hlow * 100)
    hhigh = math.floor(hhigh * 100)
    r = math.floor(r * 100)
       
    -- Find random values inside of the cylinder depending on its orientation.
    if orientation == "z" then
        return math.random(x - r, x + r + 1) / 100, math.random(y - r, y + r + 1) / 100, math.random(hlow, hhigh + 1) / 100
    elseif orientation == "y" then
        return math.random(x - r, x + r + 1) / 100, math.random(hlow, hhigh + 1) / 100, math.random(z - r, z + r + 1) / 100
    elseif orientation == "x" then
        return math.random(hlow, hhigh + 1) / 100, math.random(y - r, r + r + 1) / 100, math.random(z - r, z + r + 1) / 100
    end
end
 
function randomInRectPrism(xlow, xhigh, ylow, yhigh, zlow, zhigh)
 
    -- Increase precision
    xlow = math.floor(xlow * 100)
    xhigh = math.floor(xhigh * 100)
    ylow = math.floor(ylow * 100)
    yhigh = math.floor(yhigh * 100)
    zlow = math.floor(zlow * 100)
    zhigh = math.floor(zhigh * 100)
       
    -- Find random values inside of the rectangular prism.
    return math.random(xlow, xhigh + 1) / 100, math.random(ylow, yhigh + 1) / 100, math.random(zlow, zhigh)
end

function sphereintersect(sphere, pointA, pointB)

	local points = {}

	local a = (pointA.x - pointB.x) ^ 2 + (pointA.y - pointB.y) ^ 2 + (pointA.z - pointB.z) ^ 2
	local c = (pointA.x - sphere.x) ^ 2 + (pointA.y - sphere.y) ^ 2 + (pointA.z - sphere.z) ^ 2 - sphere.r ^ 2
	local b = (pointB.x - sphere.x) ^ 2 + (pointB.y - sphere.y) ^ 2 + (pointB.z - sphere.z) ^ 2 - c - a - sphere.r ^ 2

	-- Make sure square root is not imaginary.
	local q = b ^ 2 - 4 * a * c

	if q > 0 then
		
		-- Quadratic Formula:
		local t1 = (-b + math.sqrt(q)) / (2 * a)
		local t2 = (-b - math.sqrt(q)) / (2 * a)

		local xt1 = pointA.x * (1 - t1) + t1 * pointB.x
		local yt1 = pointA.y * (1 - t1) + t1 * pointB.y
		local zt1 = pointA.z * (1 - t1) + t1 * pointB.z

		local xt2 = pointA.x * (1 - t2) + t2 * pointB.x
		local yt2 = pointA.y * (1 - t2) + t2 * pointB.y
		local zt2 = pointA.z * (1 - t2) + t2 * pointB.z

		-- Make sure the intersection is on this line.
		local ipoint1, ipoint2
		if t1 >= 0 and t1 <= 1 then
			table.insert(points, {x = xt1, y = yt1, z = zt1})
		end

		-- Make sure the intersection is on this line.
		if t2 >= 0 and t2 <= 1 then
			table.insert(points, {x = xt2, y = yt2, z = zt2})
		end
	end

	return points
end

function cylinderintersect(cylinder, pointA, pointB)

	-- Change x, y and z depending on orientation.
	local x, y, z

	if cylinder.o == "z" then
		x, y, z = "x", "y", "z"
	elseif cylinder.o == "x" then
		x, y, z = "z", "y", "x"
	elseif cylinder.o == "y" then
		x, y, z = "x", "z", "y"
	end

	local points = {}

	-- Determine if line intersects cylinder's edges.
	local a = (pointA[x] - pointB[x]) ^ 2 + (pointA[y] - pointB[y]) ^ 2
	local c = (pointA[x] - cylinder[x]) ^ 2 + (pointA[y] - cylinder[y]) ^ 2 - cylinder.r ^ 2
	local b = (pointB[x] - cylinder[x]) ^ 2 + (pointB[y] - cylinder[y]) ^ 2 - a - c - cylinder.r ^ 2

	local q = b ^ 2 - 4 * a * c

	if q > 0 then

		local t1 = (-b + math.sqrt(q)) / (2 * a)
		local t2 = (-b - math.sqrt(q)) / (2 * a)

		local xt1 = pointA[x] * (1 - t1) + t1 * pointB[x]
		local yt1 = pointA[y] * (1 - t1) + t1 * pointB[y]
		local zt1 = pointA[z] * (1 - t1) + t1 * pointB[z]

		local xt2 = pointA[x] * (1 - t2) + t2 * pointB[x]
		local yt2 = pointA[y] * (1 - t2) + t2 * pointB[y]
		local zt2 = pointA[z] * (1 - t2) + t2 * pointB[z]

		-- Make sure the intersection is on this line and within the cylinder's height.
		if t1 >= 0 and t1 <= 1 and zt1 >= cylinder.hlow and zt1 <= cylinder.hhigh then
			table.insert(points, {[x] = xt1, [y] = yt1, [z] = zt1})
		end

		-- Make sure the intersection is on this line and within the cylinder's height.
		if t2 >= 0 and t2 <= 1 and zt2 >= cylinder.hlow and zt2 <= cylinder.hhigh then
			table.insert(points, {[x] = xt2, [y] = yt2, [z] = zt2})
		end

		-- Check end caps
		-- If either point on the line is lower than or equal to the lowest point on the cylinder...
		if pointA[z] <= cylinder.hlow or pointB[z] <= cylinder.hlow then
			local tzlow = (cylinder.hlow - pointA[z]) / (pointA[z] + pointB[z])

			local xtlow = pointA[x] * (1 - tzlow) + tzlow * pointB[x]
			local ytlow = pointA[y] * (1 - tzlow) + tzlow * pointB[y]

			local dist = math.sqrt((cylinder[x] - xtlow) ^ 2 + (cylinder[y] - ytlow) ^ 2)

			if dist < cylinder.r then
				table.insert(points, {[x] = xtlow, [y] = ytlow, [z] = cylinder.hlow})
			end
		end

		-- If either point on the line is higher than or equal to the lowest point on the cylinder...
		if pointA[z] >= cylinder.hhigh or pointB[z] >= cylinder.hhigh then
			local tzhigh = (cylinder.hhigh - pointA[z]) / (pointA[z] + pointB[z])

			local xthigh = pointA[x] * (1 - tzhigh) + tzhigh * pointB[x]
			local ythigh = pointA[y] * (1 - tzhigh) + tzhigh * pointB[y]

			local dist = math.sqrt((cylinder[x] - xthigh) ^ 2 + (cylinder[y] - ythigh) ^ 2)

			if dist < cylinder.r then
				table.insert(points, {[x] = xthigh, [y] = ythigh, [z] = cylinder.hhigh})
			end
		end
	end

	return points
end

function rectprismintersect(rectprism, pointA, pointB)

	local points = {}

	-- Get the time "t" on the line where intersection with each coordinate's extreme occurs.
	local txlow = (rectprism.xlow - pointA.x) / (pointA.x + pointB.x)
	local txhigh = (rectprism.xhigh - pointA.x) / (pointA.x + pointB.x)
	local tylow = (rectprism.ylow - pointA.y) / (pointA.y + pointB.y)
	local tyhigh = (rectprism.yhigh - pointA.y) / (pointA.y + pointB.y)
	local tzlow = (rectprism.zlow - pointA.z) / (pointA.z + pointB.z)
	local tzhigh = (rectprism.zhigh - pointA.z) / (pointA.z + pointB.z)

	-- Find other coordinates given t.
	local xlowy = pointA.y * (1 - txlow) + txlow * pointB.y
	local xlowz = pointA.z * (1 - txlow) + txlow * pointB.z

	-- Ensure that this intersection is within the bounds of the rectangular prism.
	if xlowy <= rectprism.yhigh and xlowy >= rectprism.ylow and xlowz <= rectprism.zhigh and xlowz >= rectprism.zlow then
		table.insert(points, {x = rectprism.xlow, y = xlowy, z = xlowz})
	end

	-- Find other coordinates given t.
	local xhighy = pointA.y * (1 - txhigh) + txhigh * pointB.y
	local xhighz = pointA.z * (1 - txhigh) + txhigh * pointB.z

	-- Ensure that this intersection is within the bounds of the rectangular prism.
	if xhighy <= rectprism.yhigh and xhighy >= rectprism.ylow and xhighz <= rectprism.zhigh and xhighz >= rectprism.zlow then
		table.insert(points, {x = rectprism.xhigh, y = xhighy, z = xhighz})
	end

	-- Find other coordinates given t.
	local ylowx = pointA.x * (1 - tylow) + tylow * pointB.x
	local ylowz = pointA.z * (1 - tylow) + tylow * pointB.z

	-- Ensure that this intersection is within the bounds of the rectangular prism.
	if ylowx <= rectprism.xhigh and ylowx >= rectprism.xlow and ylowz <= rectprism.zhigh and ylowz >= rectprism.zlow then
		table.insert(points, {x = ylowx, y = rectprism.ylow, z = ylowz})
	end

	-- Find other coordinates given t.
	local yhighx = pointA.x * (1 - tyhigh) + tyhigh * pointB.x
	local yhighz = pointA.z * (1 - tyhigh) + tyhigh * pointB.z

	-- Ensure that this intersection is within the bounds of the rectangular prism.
	if yhighx <= rectprism.xhigh and yhighx >= rectprism.xlow and yhighz <= rectprism.zhigh and yhighz >= rectprism.zlow then
		table.insert(points, {x = yhighx, y = rectprism.yhigh, z = yhighz})
	end

	-- Find other coordinates given t.
	local zlowx = pointA.x * (1 - tzlow) + tzlow * pointB.x
	local zlowy = pointA.y * (1 - tzlow) + tzlow * pointB.y

	-- Ensure that this intersection is within the bounds of the rectangular prism.
	if zlowx <= rectprism.xhigh and zlowx >= rectprism.xlow and zlowy <= rectprism.yhigh and zlowy >= rectprism.ylow then
		table.insert(points, {x = zlowx, y = zlowy, z = rectprism.zlow})
	end

	-- Find other coordinates given t.
	local zhighx = pointA.x * (1 - tzhigh) + tzhigh * pointB.x
	local zhighy = pointA.y * (1 - tzhigh) + tzhigh * pointB.y

	-- Ensure that this intersection is within the bounds of the rectangular prism.
	if zhighx <= rectprism.xhigh and zhighx >= rectprism.xlow and zhighy <= rectprism.yhigh and zhighy >= rectprism.ylow then
		table.insert(points, {x = zhighx, y = zhighy, z = rectprism.zhigh})
	end

	-- Corner and edge check
	if #points > 2 then
		-- Remove entries from the table while we loop through it.
		local i = 0
		while i <= #points do
			-- There can be a total of three copies of the same coordinates (if the intersection happens at a corner).
			local rem1, rem2
			for k,v in ipairs(points) do
				if points[i].x == v.x and points[i].y == v.y and points[i].z == v.z then
					if rem1 then
						rem2 = i - 1  -- Subtract 1 from the key since rem1 will be removed first and this key will be lowered by 1 when that happens.
					else
						rem1 = i
					end
				end
			end

			-- Remove the two keys.
			if rem1 or rem2 then
				if rem1 then
					table.remove(points, rem1)
				elseif rem2 then
					table.remove(points, rem2)
				end
			else
				i = i + 1  -- Increment i only if an entry has not been deleted.
			end
		end
	end

	return points
end

function circleintersect(circle, pointA, pointB)

	-- Change x, y and z depending on orientation.
	local x, y, z

	if circle.o == "z" then
		x, y, z = "x", "y", "z"
	elseif circle.o == "x" then
		x, y, z = "z", "y", "x"
	elseif circle.o == "y" then
		x, y, z = "x", "z", "y"
	end

	local points = {}

	-- Find the time "t" when the line intersects the plane at which the circle is oriented.
	local tz = (circle[z] - pointA[z]) / (pointA[z] + pointB[z])
	local xtz = pointA[x] * (1 - tz) + tz * pointB[x]
	local ytz = pointA[y] * (1 - tz) + tz * pointB[y]

	-- Find the distance from this intersection point to the center of the circle and compare it against the radius.
	local dist = math.sqrt((xtz - circle[x]) ^ 2 + (ytz - circle[y]) ^ 2)
	if dist <= circle.r then
		table.insert(points, {[x] = xtz, [y] = ytz, [z] = circle[z]})
	end

	return points
end

function rectangleintersect(rectangle, pointA, pointB)

	-- Change x, y and z depending on orientation.
	local x, y, z

	if rectangle.o == "z" then
		x, y, z = "x", "y", "z"
	elseif rectangle.o == "x" then
		x, y, z = "z", "y", "x"
	elseif rectangle.o == "y" then
		x, y, z = "x", "z", "y"
	end

	local points = {}
	
	-- Find the time "t" when the line intersects the plane at which the rectangle is oriented.
	local tz = (rectangle[z] - pointA[z]) / (pointA[z] + pointB[z])
	local xtz = pointA[x] * (1 - tz) + tz * pointB[x]
	local ytz = pointA[y] * (1 - tz) + tz * pointB[y]

	-- Find if the intersection point is within the bounds of the rectangle.
	if xtz >= rectangle[x .. "low"] and xtz <= rectangle[x .. "high"] and ytz >= rectangle[y .. "low"] and ytz <= rectangle[y .. "high"] then
		table.insert(points, {[x] = xtz, [y] = ytz, [z] = rectangle[z]})
	end

	return points
end
 
-- Object Creation Comments (refer to this function for questions on how the other ones work)
function GEO.newSphere(name, r, x, y, z)
 
    -- Check to see if there is already a GEO with this name.
    if not GEO[name] then
        -- Create new table
        GEO[name] = {}
        GEO[name].t = "sphere"  -- type
        GEO[name].n = name  -- name
        GEO[name].r = r or 1  -- radius (default value of 1)
        GEO[name].x = x or 0  -- x coordinate of center (default value of 0)
        GEO[name].y = y or 0  -- y coordinate of center (default value of 0)
        GEO[name].z = z or 0  -- z coordinate of center (default value of 0)
           
        -- Initialize monitor and contain tables
        GEO[name].m = {}
        GEO[name].c = {}
           
        -- Initialize list of antigeos
        GEO[name].anti = {}
           
        -- Notify the console that a sphere has been created.
        hprintf("Sphere \"" .. name .. "\" created.")
        setmetatable(GEO[name], GEO)  -- Add this object to the GEO metatable to allow GEO-editing functions to work on it.
        return GEO[name]  -- Return the object
    end
       
    -- If no object was returned, the name was invalid; notify the console.
    hprintf("Invalid name: \"" .. name .. "\"")
end
 
function GEO.newCircle(name, r, x, y, z, orientation)
 
    if not GEO[name] then
        GEO[name] = {}
        GEO[name].t = "circle"
        GEO[name].n = name
        GEO[name].o = orientation or "z"  -- orientation
        GEO[name].r = r or 0
        GEO[name].x = x or 0
        GEO[name].y = y or 0
        GEO[name].z = z or 0
           
        -- Initialize monitor and contain tables
        GEO[name].m = {}
        GEO[name].c = {}
           
        -- Initialize list of antigeos
        GEO[name].anti = {}
           
        hprintf("Circle \"" .. name .. "\" created.")
        setmetatable(GEO[name], GEO)
        return GEO[name]
    end
       
    hprintf("Invalid name: \"" .. name .. "\"")
end
 
function GEO.newCylinder(name, r, h, x, y, z, orientation)
 
    if not GEO[name] then
        GEO[name] = {}
        GEO[name].t = "cylinder"
        GEO[name].n = name
        x = x or 0
        y = y or 0
        z = z or 0
        r = r or 1
        h = h or 1
        orientation = orientation or "z"
        GEO[name].x = x
        GEO[name].y = y
        GEO[name].z = z
        GEO[name].r = r
        GEO[name].h = h  -- height
        GEO[name].o = orientation  -- orientation "x", "y", or "z"
        GEO[name].hlow = GEO[name][orientation] - h / 2  -- lowest orientation coordinate still within the cylinder
        GEO[name].hhigh = GEO[name][orientation] + h / 2  -- highest orientation coordinate still within the cylinder
           
        -- Initialize monitor and contain tables
        GEO[name].m = {}
        GEO[name].c = {}
           
        -- Initialize list of antigeos
        GEO[name].anti = {}
           
        hprintf("Cylinder \"" .. name .. "\" created.")
        setmetatable(GEO[name], GEO)
        return GEO[name]
    end
end
 
function GEO.newRectPrism(name, lx, ly, lz, x, y, z)
 
    if not GEO[name] then
        GEO[name] = {}
        GEO[name].t = "rectprism"
        GEO[name].n = name
        lx = lx or 1
        ly = ly or 1
        lz = lz or 1
        x = x or 0
        y = y or 0
        z = z or 0
        GEO[name].lx = lx  -- x length
        GEO[name].ly = ly  -- y length
        GEO[name].lz = lz  -- z length
        GEO[name].x = x
        GEO[name].y = y
        GEO[name].z = z
        GEO[name].xlow = x - lx / 2  -- lowest x-coordinate still within the rectangular prism
        GEO[name].xhigh = lx / 2 + x  -- highest x-coordinate still within in the rectangular prism
        GEO[name].ylow = y - ly / 2  -- lowest y-coordinate still within the rectangular prism
        GEO[name].yhigh = ly / 2 + y  -- highest y-coordinate still within the rectangular prism
        GEO[name].zlow = z - lz / 2  -- lowest z-coordinate still within the rectangular prism
        GEO[name].zhigh = lz / 2 + z  -- highest z-coordinate still within the rectangular prism
           
        -- Initialize monitor and contain tables
        GEO[name].m = {}
        GEO[name].c = {}
           
        -- Initialize list of antigeos
        GEO[name].anti = {}
           
        hprintf("Rectangular Prism \"" .. name .. "\" created.")
        setmetatable(GEO[name], GEO)
        return GEO[name]
    end
       
    hprintf("Invalid name: \"" .. name .. "\"")
end
 
function GEO.newRect(name, width, height, x, y, z, orientation)
 
    if not GEO[name] then
        GEO[name] = {}
        GEO[name].t = "rectangle"
        GEO[name].n = name
        width = width or 1
        height = height or 1
        x = x or 0
        y = y or 0
        z = z or 0
        orientation = orientation or "z"
        GEO[name].width = width
        GEO[name].height = height
        GEO[name].x = x
        GEO[name].y = y
        GEO[name].z = z
        GEO[name].o = orientation
           
        -- Coordinates' highs and lows depend on orientation
        if orientation == "z" then
            GEO[name].xlow = x - width / 2
            GEO[name].xhigh = x + width / 2
            GEO[name].ylow = y - height / 2
            GEO[name].yhigh = y + height / 2
            GEO[name].zlow = z
            GEO[name].zhigh = z
        elseif orientation == "x" then
            GEO[name].xlow = x
            GEO[name].xhigh = x
            GEO[name].ylow = y - width / 2
            GEO[name].yhigh = y + width / 2
            GEO[name].zlow = z - height / 2
            GEO[name].zhigh = z + height / 2
        elseif orientation == "y" then
            GEO[name].xlow = x - width / 2
            GEO[name].xhigh = x + width / 2
            GEO[name].ylow = y
            GEO[name].yhigh = y
            GEO[name].zlow = z - height / 2
            GEO[name].zhigh = z + height / 2
        end
           
        -- Initialize monitor and contain tables
        GEO[name].m = {}
        GEO[name].c = {}
           
        -- Initialize list of antigeos
        GEO[name].anti = {}
           
        hprintf("Rectangle \"" .. name .. "\" created.")
        setmetatable(GEO[name], GEO)
        return GEO[name]
    end
       
    hprintf("Invalid name: \""  .. name .. "\"")
end
 
function GEO.get(name)
 
    return GEO[name]
end
 
function GEO.clear()
 
    for k,v in pairs(GEO) do
        if type(v) == "table" and k ~= "__index" then  -- make sure we're actually getting a GEO object
            v:delete()  -- Delete every GEO
        end
    end
end
 
function GEO:delete()
 
    -- Get rid of perimeter and surface objects
    self:hide()
       
    -- Make sure any GEO that this is an AntiGEO of is aware that this GEO no longer exists
    for k,v in pairs(GEO) do
        if type(v) == "table" and k ~= "__index" then
            for name,bool in pairs(v.anti) do
                if name == self.n then
                    GEO[v.n].anti[name] = nil
                    break
                end
            end
        end
    end
       
    -- Nullify GEO
    GEO[self.n] = nil
    hprintf("Geo \"" .. self.n .. "\" deleted.")
end
 
function GEO:move(x, y, z)
 
    -- Move the center of the object
    -- Default to GEO's current coordinates
    GEO[self.n].x = x or GEO[self.n].x
    GEO[self.n].y = y or GEO[self.n].y
    GEO[self.n].z = z or GEO[self.n].z
       
    -- If this is a rectangular prism...
    if self.t == "rectprism" then
        -- Change the x, y, and z lows and highs accordingly to adjust to the new center
        GEO[self.n].xlow = x - GEO[self.n].lx / 2  
        GEO[self.n].xhigh = GEO[self.n].lx / 2 + x
        GEO[self.n].ylow = y - GEO[self.n].ly / 2
        GEO[self.n].yhigh = GEO[self.n].ly / 2 + y
        GEO[self.n].zlow = z - GEO[self.n].lz / 2
        GEO[self.n].zhigh = GEO[self.n].lz / 2 + z
       
    -- If this is a rectangle...
    elseif self.t == "rectangle" then
        -- Change the x, y, and z lows and highs accordingly to adjust to the new center (depends on orientation)
        if self.o == "z" then
            GEO[self.n].xlow = self.x - self.width / 2
            GEO[self.n].xhigh = self.x + self.width / 2
            GEO[self.n].ylow = self.y - self.height / 2
            GEO[self.n].yhigh = self.y + self.height / 2
            GEO[self.n].zlow = self.z
            GEO[self.n].zhigh = self.z
        elseif self.o == "x" then
            GEO[self.n].xlow = self.x
            GEO[self.n].xhigh = self.x
            GEO[self.n].ylow = self.y - self.width / 2
            GEO[self.n].yhigh = self.y + self.width / 2
            GEO[self.n].zlow = self.z - self.height / 2
            GEO[self.n].zhigh = self.z + self.height / 2
        elseif self.o == "y" then
            GEO[self.n].xlow = self.x - self.width / 2
            GEO[self.n].xhigh = self.x + self.width / 2
            GEO[self.n].ylow = self.y
            GEO[self.n].yhigh = self.y
            GEO[self.n].zlow = self.z - self.height / 2
            GEO[self.n].zhigh = self.z + self.height / 2
        end
       
    -- If this is a cylinder...
    elseif self.t == "cylinder" then
        GEO[self.n].hlow = self[self.o] - self.h / 2
        GEO[self.n].hhigh = self[self.o] + self.h / 2
    end
end
 
function GEO:radius(new)
 
    if self.t == "sphere" or self.t == "circle" or self.t == "cylinder" then
        if new then  -- If "new" is defined...
            GEO[self.n].r = new  -- Change the radius to its value.
        else  -- If not...
            return GEO[self.n].r  -- Return its current radius.
        end
    end
end
 
function GEO:size(x, y, z)
 
    -- If this is a rectangular prism...
    if self.t == "rectprism" then
        if x or y or z then  -- If any of these variables have been defined...
            -- Adjust lengths and x, y, and z highs and lows accordingly.
            GEO[self.n].lx = x or GEO[self.n].lx
            GEO[self.n].ly = y or GEO[self.n].ly
            GEO[self.n].lz = z or GEO[self.n].lz
            GEO[self.n].xlow = GEO[self.n].x - x / 2
            GEO[self.n].xhigh = x / 2 + GEO[self.n].x
            GEO[self.n].ylow = GEO[self.n].y - y / 2
            GEO[self.n].yhigh = y / 2 + GEO[self.n].y
            GEO[self.n].zlow = GEO[self.n].z - z / 2
            GEO[self.n].zhigh = z / 2 + GEO[self.n].z
        else  -- Otherwise...
            return GEO[self.n].lx, GEO[self.n].ly, GEO[self.n].lz  -- Return the x, y, and z lengths.
        end
       
    -- If this is a rectangle...
    elseif self.t == "rectangle" then
        if x or y or z then  -- If any of these variables are defined...
            -- Adjust width, height, and x, y, and z highs and lows accordingly (depends on orientation).
            if self.o == "z" then
                GEO[self.n].width = x
                GEO[self.n].height = y
                GEO[self.n].xlow = self.x - self.width / 2
                GEO[self.n].xhigh = self.x + self.width / 2
                GEO[self.n].ylow = self.y - self.height / 2
                GEO[self.n].yhigh = self.y + self.height / 2
                GEO[self.n].zlow = self.z
                GEO[self.n].zhigh = self.z
            elseif self.o == "x" then
                GEO[self.n].width = y
                GEO[self.n].height = z
                GEO[self.n].xlow = self.x
                GEO[self.n].xhigh = self.x
                GEO[self.n].ylow = self.y - self.width / 2
                GEO[self.n].yhigh = self.y + self.width / 2
                GEO[self.n].zlow = self.z - self.height / 2
                GEO[self.n].zhigh = self.z + self.height / 2
            elseif self.o == "y" then
                GEO[self.n].width = x
                GEO[self.n].height = z
                GEO[self.n].xlow = self.x - self.width / 2
                GEO[self.n].xhigh = self.x + self.width / 2
                GEO[self.n].ylow = self.y
                GEO[self.n].yhigh = self.y
                GEO[self.n].zlow = self.z - self.height / 2
                GEO[self.n].zhigh = self.z + self.height / 2
            end
        else  -- Otherwise...
            return GEO[self.n].width, GEO[self.n].height  -- Return the width and height of the rectangle.
        end
       
    -- If this is a cylinder...
    elseif self.t == "cylinder" then
        local h = x or y or z  -- Whichever variable is defined, it is taken as the height.
        if h then  -- If a height is specified...
            -- Adjust height and z high and low accordingly.
            GEO[self.n].h = h
            GEO[self.n].hlow = self[self.o] - h / 2
            GEO[self.n].hhigh = self[self.o] + h / 2
        else  -- Otherwise...
            return GEO[self.n].h  -- Return the height.
        end
    end
end
 
function GEO:extend(orientation, direction, amount)
 
    -- Change the direction from "+" or "-" to "high" or "low".
    local dir
    dir = string.gsub(direction, "-", "low")
    dir = string.gsub(direction, "+", "high")
       
    -- Get the face we're trying to extend (i.e. "xhigh")
    local face = string.lower(orientation) .. direction
       
    -- If this is a rectangular prism or a rectangle...
    if self.t == "rectprism" or self.t == "rectangle" then
        -- Make sure "face" is actually a valid face (and not something like "cheesederp")
        if self[face] then
            -- Use "GEO[self.n]" when you want to actually permanently change the value of something within the object; use "self" for reading information from the object.
            -- Change the length of the GEO in the orientation specified.
            GEO[self.n]["l" .. string.lower(orientation)] = self["l" .. string.lower(orientation)] + amount
               
            -- Figure out if the positive or negative face is being extended.
            if direction == "+" then
                GEO[self.n][face] = self[face] + amount
                GEO[self.n][string.lower(orientation)] = self[string.lower(orientation)] + amount / 2
            else
                GEO[self.n][face] = self[face] - amount
                GEO[self.n][string.lower(orientation)] = self[string.lower(orientation)] - amount / 2
            end
        end
       
    -- If this is a cylinder...
    elseif self.t == "cylinder" then
        -- The orientation must be the orientation of the cylinder
        if orientation == self.o then
            if self[face] then
                GEO[self.n].h = self.h + amount
                   
                -- Figure out if the top or bottom face is being extended.
                if direction == "+" then
                    GEO[self.n].hhigh = self.hhigh + amount
                    GEO[self.n][self.o] = self[self.o] + amount / 2
                else
                    GEO[self.n].hhigh = self.hhigh - amount
                    GEO[self.n][self.o] = self[self.o] - amount / 2
                end
            end
        end
    end
end
 
function GEO:antigeo(boolean, ...)
 
    GEO[self.n].geolist = GEO[self.n].geolist or {}
 
    -- Get all GEOs from args.
    local geos = {...}
       
    if boolean == true then
        for _,geo in ipairs(geos) do
            local name = geo:name()
            -- Insert AntiGEO into the specified GEOs' AntiGEO table.
            GEO[name].anti[self.n] = true
            -- Insert GEO into list of AntiGEO's GEOs.
            GEO[self.n].geolist[name] = true
        end
    elseif boolean == false then
        for _,geo in ipairs(geos) do
            local name = geo:name()
            -- Remove AntiGEO from table.
            GEO[name].anti[self.n] = false
            -- Remove GEO from AntiGEO table.
            GEO[self.n].geolist[name] = false
        end
    elseif boolean == nil then
        if GEO[self.n].a == true then
            return true
        else
            return false
        end
    end
       
    local count = 0
    for k,v in pairs(GEO[self.n].geolist) do
        count = count + 1
    end
       
    if count > 0 then
        GEO[self.n].a = true
    else
        GEO[self.n].a = false
    end
end
 
function GEO:coords()
 
    return self.x, self.y, self.z
end
 
function GEO:high(orientation)
 
    if self.t == "sphere" or self.t == "circle" then
        return self[orientation] + self.r
    elseif self.t == "rectprism" or self.t == "rectangle" then
        return self[orientation .. "high"]
    elseif self.t == "cylinder" then
        if orientation == self.o then
            return self.hhigh
        else
            return self[orientation] + self.r
        end
    end        
end
 
function GEO:low(orientation)
 
    if self.t == "sphere" or self.t == "circle" then
        return self[orientation] - self.r
    elseif self.t == "rectprism" or self.t == "rectangle" then
        return self[orientation .. "low"]
    elseif self.t == "cylinder" then
        if orientation == self.o then
            return self.hlow
        else
            return self[orientation] - self.r
        end
    end        
end
 
function GEO:randomcoords()
 
    if self.t == "sphere" then
        return randomInSphere(self.x, self.y, self.z, self.r)
    elseif self.t == "circle" then
        return randomInCircle(self.x, self.y, self.z, self.r, self.o)
    elseif self.t == "cylinder" then
        return randomInCylinder(self.x, self.y, self.z, self.hlow, self.hhigh, self.r, self.o)
    elseif self.t == "rectprism" or self.t == "rectangle" then
        return randomInRectPrism(self.xlow, self.xhigh, self.ylow, self.yhigh, self.zlow, self.zhigh)
    end
end
 
function GEO:type()
 
    return self.t
end
 
function GEO:orientation()
 
    return self.o
end
 
function GEO:name()
 
    return self.n
end
 
function GEO:perimeter(density, mapId)
       
    -- Default density to 10
    density = density or 10
       
    -- Default tagtype and tagname to Full-Spectrum Visions
    mapId = mapId or gettagid("eqip", "powerups\\full-spectrum vision")
       
    tagname, tagtype = gettaginfo(mapId)
       
    -- Store all of the perimeter objects in a table
    GEO[self.n].p = GEO[self.n].p or {}
       
    -- Find the change in angle per point from 0 - 2pi (0° - 360°)
    local angle_increment = 2 * math.pi / density
    if self.t == "sphere" then
        for i = 1,density do
            -- Use trigonometry to find the outer edge of the circle (for a sphere, this will be at the z-center -- the widest part of the sphere).
            local x = self.r * math.cos(angle_increment * i)
            local y = self.r * math.sin(angle_increment * i)
            local z = self.z
            local objId = createobject(mapId, 0, nil, false, self.x + x, self.y + y, self.z)
            GEO[self.n].p[objId] = {self.x + x, self.y + y, self.z}
        end
    elseif self.t == "circle" or self.t == "cylinder" then
        if self.o == "z" then
            for i = 1,density do
                -- Use trigonometry to find the outer edge of the circle.
                local x = self.r * math.cos(angle_increment * i)
                local y = self.r * math.sin(angle_increment * i)
                local z = self.z
                local objId = createobject(mapId, 0, nil, false, self.x + x, self.y + y, self.z)
                GEO[self.n].p[objId] = {self.x + x, self.y + y, self.z}
            end
        elseif self.o == "x" then
            for i = 1,density do
                -- Use trigonometry to find the outer edge of the circle.
                local x = self.x
                local y = self.r * math.cos(angle_increment * i)
                local z = self.r * math.sin(angle_increment * i)
                local objId = createobject(mapId, 0, nil, false, self.x, self.y + y, self.z + z)
                GEO[self.n].p[objId] = {self.x, self.y + y, self.z}
            end
        elseif self.o == "y" then
            for i = 1,density do
                -- Use trigonometry to find the outer edge of the circle.
                local x = self.r * math.cos(angle_increment * i)
                local y = self.y
                local z = self.r * math.sin(angle_increment * i)
                hprintf("x: " .. (self.x + x) .. " y: " .. (self.y) .. " z: " .. (self.z + z))
                local objId = createobject(mapId, 0, nil, false, self.x + x, self.y, self.z + z)
                GEO[self.n].p[objId] = {self.x + x, self.y, self.z + z}
            end
        end
    elseif self.t == "rectprism" or self.t == "rectangle" then
        if self.t == "rectangle" then
            if self.o ~= "z" then return end
        end
        -- Create points at four corners of the rectangle
        local o1 = createobject(mapId, 0, nil, false, self.xhigh, self.yhigh, self.z)
        local o2 = createobject(mapId, 0, nil, false, self.xhigh, self.ylow, self.z)
        local o3 = createobject(mapId, 0, nil, false, self.xlow, self.yhigh, self.z)
        local o4 = createobject(mapId, 0, nil, false, self.xlow, self.ylow, self.z)
        GEO[self.n].p[o1] = {self.xhigh, self.yhigh, self.z}
        GEO[self.n].p[o2] = {self.xhigh, self.yhigh, self.z}
        GEO[self.n].p[o3] = {self.xhigh, self.yhigh, self.z}
        GEO[self.n].p[o4] = {self.xhigh, self.yhigh, self.z}
           
        for i = 1,density do
            local herp = createobject(mapId, 0, nil, false, self.xhigh - (i * self.lx / density), self.yhigh, self.z)
            local derp = createobject(mapId, 0, nil, false, self.xhigh, self.yhigh - (i * self.ly / density), self.z)
            local weee = createobject(mapId, 0, nil, false, self.xhigh - (i * self.lx / density), self.ylow, self.z)
            local cheese = createobject(mapId, 0, nil, false, self.xlow, self.ylow + (i * self.ly / density), self.z)
            GEO[self.n].p[herp] = {self.xhigh - (i * self.lx / density), self.yhigh, self.z}
            GEO[self.n].p[derp] = {self.xhigh, self.yhigh - (i * self.ly / density), self.z}
            GEO[self.n].p[weee] = {self.xhigh - (i * self.lx / density), self.ylow, self.z}
            GEO[self.n].p[cheese] = {self.xlow, self.ylow + (i * self.ly / density), self.z}
        end
    end
       
    for objId,_ in pairs(GEO[self.n].p) do
        writebit(getobject(objId) + 0x10, 5, true)  -- Ignore pyhsics
    end
       
    -- Also show the surface or perimeter of AntiGEOs with Overshield powerups
    for name,bool in pairs(GEO[self.n].anti) do
        if bool then
            local geo = GEO.get(name)
            if geo:type() == "sphere" or geo:type() == "cylinder" or geo:type() == "rectprism" then
                geo:surface(density, gettagid("eqip", "powerups\\over shield"))
            else
                geo:perimeter(density, gettagid("eqip", "powerups\\over shield"))
            end
        end
    end
end
 
function GEO:surface(density, mapId)

	-- Default density to 12
	density = density or 12
	
	-- Default tagtype and tagname to Full-Spectrum Visions
	mapId = mapId or gettagid("eqip", "powerups\\full-spectrum vision")

	-- Store all perimeter objects in a table
	GEO[self.n].p = GEO[self.n].p or {}
	
	-- Store all of the objects we will create
	local objects = {}
	
	if self.t == "sphere" then
		
		-- Use concentric rings based on the density given to simulate a sphere
		local laterals = density
		local latdist = self.r * 2 / laterals
		local curz = self.z + self.r
		local r = 0
		for i = 1, laterals do
			if i <= math.floor(laterals / 2) then
				local d = i / math.floor(laterals / 2) * density
				-- Find the change in angle per point from 0 - 2pi (0° - 360°)
				local angle_increment = 2 * math.pi / density
				for j = 1, density do
					-- Use trigonometry to find the outer edge of the circle (for a sphere, this will be at the z-center -- the widest part of the sphere).
					local x = r * math.cos((angle_increment) * j)
					local y = r * math.sin((angle_increment) * j)
					local z = curz
					table.insert(objects, {self.x + x, self.y + y, z})
				end
				
			elseif i >= math.ceil(laterals / 2) then
				local d = math.floor(laterals / 2) / i * density
				-- Find the change in angle per point from 0 - 2pi (0° - 360°)
				local angle_increment = 2 * math.pi / density		
				for j = 1, density do
					-- Use trigonometry to find the outer edge of the circle (for a sphere, this will be at the z-center -- the widest part of the sphere).
					local x = r * math.cos((angle_increment) * j)
					local y = r * math.sin((angle_increment) * j)
					local z = curz
					table.insert(objects, {self.x + x, self.y + y, z})
				end
			end
			
			-- Lower the lateral
			curz = curz - latdist
			local diff = curz - self.z
			local angle = math.acos(math.abs(diff) / self.r)
			
			-- Get the new radius at this sphere cap
			r = math.sin(angle) * self.r
		end
		
	elseif self.t == "cylinder" then
	
		-- Use multiple rings based on density given to simulate cylinder
		local laterals = math.ceil(density / 2)
		local latdist = self.h / laterals
		local curh = self[self.o] + (self.h / 2)
		
		for i = 0, laterals do
			if i == 0 or i == laterals then
				local rings = density / 2
				local inc = self.r / rings
				local radius = self.r - inc
				for x = 1, rings - 1 do
					for j = 1, density do
						if self.o == "z" then
							local angle_increment = 2 * math.pi / density
							local x = radius * math.cos(angle_increment * j)
							local y = radius * math.sin(angle_increment * j)
							table.insert(objects, {self.x + x, self.y + y, curh})
						elseif self.o == "x" then
							local y = radius * math.cos(angle_increment * j)
							local z = radius * math.sin(angle_increment * j)
							table.insert(objects, {curh, self.y + y, self.z + z})
						elseif self.o == "y" then
							local x = radius * math.cos(angle_increment * j)
							local z = radius * math.sin(angle_increment * j)
							table.insert(objects, {self.x + x, curh, self.z + z})
						end
					end
					
					radius = radius - inc
				end
			end
			
			for j = 1, density do
				-- Find the change in angle per point from 0 - 2pi (0° - 360°)
				local angle_increment = 2 * math.pi / density
				-- Use trigonometry to find the outer edge of the circle.
				local x, y, z
				if self.o == "z" then
					x = self.r * math.cos(angle_increment * j)
					y = self.r * math.sin(angle_increment * j)
					table.insert(objects, {self.x + x, self.y + y, curh})
				elseif self.o == "x" then
					y = self.r * math.cos(angle_increment * j)
					z = self.r * math.sin(angle_increment * j)
					table.insert(objects, {curh, self.y + y, self.z + z})
				elseif self.o == "y" then
					x = self.r * math.cos(angle_increment * j)
					z = self.r * math.sin(angle_increment * j)
					table.insert(objects, {self.x + x, curh, self.z + z})
				end
			end
			
			-- Lower the lateral
			curh = curh - latdist
		end
	
	elseif self.t == "rectprism" then
	
		local d = density / 2
		local x_inc = self.lx / d
		local y_inc = self.ly / d
		local z_inc = self.lz / d
		
		for z = 0, d do
			if z == 0 or z == d then
				for y = 0, d do
					for x = 0, d do
						local x_coord = self.xlow + (x * x_inc)
						local y_coord = self.ylow + (y * y_inc)
						local z_coord = self.zlow + (z * z_inc)
						table.insert(objects, {x_coord, y_coord, z_coord})
					end
				end
			else			
				for y = 0, d do
					if y == 0 or y == d then
						for x = 0, d do
							local x_coord = self.xlow + (x * x_inc)
							local y_coord = self.ylow + (y * y_inc)
							local z_coord = self.zlow + (z * z_inc)
							table.insert(objects, {x_coord, y_coord, z_coord})
						end
					else
						local y_coord = self.ylow + (y * y_inc)
						local z_coord = self.zlow + (z * z_inc)
						table.insert(objects, {self.xlow, y_coord, z_coord})
						table.insert(objects, {self.xhigh, y_coord, z_coord})
					end
				end
			end
		end
	end
	
	local antiobjs = {}
	-- Also show the surface or perimeter of AntiGEOs with Overshield powerups
	for name,bool in pairs(GEO[self.n].anti) do
		if bool then
			local geo = GEO.get(name)
			if geo:type() == "sphere" or geo:type() == "cylinder" or geo:type() == "rectprism" then
				local a = geo:surface(density / 2, gettagid("eqip", "powerups\\over shield"))
				for k,v in ipairs(a) do
					table.insert(antiobjs, v)
				end
			else
				geo:perimeter(density / 2, gettagid("eqip", "powerups\\over shield"))
			end
		end
	end
	
	local objs = {}
	
	for k,v in ipairs(objects) do
		local objId = createobject(mapId, 0, nil, false, v[1], v[2], v[3])
		GEO[self.n].p[objId] = {v[1], v[2], v[3]}
		writebit(getobject(objId) + 0x10, 5, true)  -- Ignore pyhsics
		table.insert(objs, objId)
	end
	
	return objs, antiobjs
end
 
function GEO:hide()
 
    if self.p then
        for k,v in pairs(GEO[self.n].p) do
            if getobject(k) then
                destroyobject(k)
                GEO[self.n].p[k] = nil
            end
        end
    end
end
 
function GEO:contains(objId)

	for k,v in pairs(GEO[self.n].anti) do
		if GEO[k]:contains(objId) then
			return false
		end
	end
 
    if self.t == "sphere" then
        return inSphere(objId, self.x, self.y, self.z, self.r)
    elseif self.t == "rectprism" or self.t == "rectangle" then
        return inRectPrism(objId, self.xlow, self.xhigh, self.ylow, self.yhigh, self.zlow, self.zhigh)
    elseif self.t == "circle" then
        return inCircle(objId, self.x, self.y, self.z, self.r, self.o)
    elseif self.t == "cylinder" then
        return inCylinder(objId, self.x, self.y, self.z, self.hlow, self.hhigh, self.r, self.o)
    end
end

function GEO:containspoint(point)

	local bool
	if GEO[self.n]:vectorintersect(point, point) then
		bool = true
	else
		bool = false
	end
	
	for k,v in pairs(GEO[self.n].anti) do
		if GEO[k]:containspoint(point) then
			bool = false
		end
	end
	
	return bool
end

function GEO:vectorintersect(pointA, pointB)

	local tempA = {x = pointA[1], y = pointA[2], z = pointA[3]}
	local tempB = {x = pointB[1], y = pointB[2], z = pointB[3]}
	
	pointA, pointB = tempA, tempB

	local points
	-- Call the appropriate function depending on the type of GEO.
	if self.t == "sphere" then
		points = sphereintersect(self, pointA, pointB)
	elseif self.t == "cylinder" then
		points = cylinderintersect(self, pointA, pointB)
	elseif self.t == "rectprism" then
		points = rectprismintersect(self, pointA, pointB)
	elseif self.t == "circle" then
		points = circleintersect(self, pointA, pointB)
	elseif self.t == "rect" then
		points = rectangleintersect(self, pointA, pointB)
	end
	
	-- Return points as 2 variables where point = {x, y, z}.
	local point1, point2
	if points[1] then
		point1 = {points[1].x, points[1].y, points[1].z}
	end
	
	if points[2] then
		point2 = {points[2].x, points[2].y, points[2].z}
	end
	
	-- Check if the points of intersection are within AntiGEOs.
	for k,v in pairs(GEO[self.n].anti) do
		if GEO[k]:containspoint(point1) then
			point1 = nil
			point2 = point1
		end
		
		if GEO[k]:containspoint(point2) then
			point2 = nil
		end
	end
	
	return point1, point2
end

function GEO:randcoord()

	if self.t == "sphere" then
		return randomInSphere(self.x, self.y, self.z, self.r)
	elseif self.t == "circle" then
		return randomInCircle(self.x, self.y, self.z, self.r, self.o)
	elseif self.t == "cylinder" then
		return randomInCylinder(self.x, self.y, self.z, self.hlow, self.hhigh, self.r, self.o)
	elseif self.t == "rectprism" or self.t == "rect" then
		return randomInRectPrism(self.xlow, self.xhigh, self.ylow, self.yhigh, self.zlow, self.zhigh)
	end
end
 
function GEO:follow(objId)
 
    -- If the objId exists...
    if getobject(objId) then
        GEO[self.n].f = objId  -- Save it (the GEOTimer will access it)
        -- Check to see if the object is a player
        if objectidtoplayer(objId) then
            GEO[self.n].player = true
        end
    end
end
 
function GEO:unfollow()
 
    -- Nullify the saved objId from GEO:follow()
    GEO[self.n].f = nil
end
 
function GEO.followedBy(objId)
 
    -- Initialize table
    local geos = {}
       
    -- Loop through the GEO table
    for k,v in pairs(GEO) do
        if type(v) == "table" and k ~= "__index" then  -- make sure we're actually getting a GEO object
            if v.f == objId then
                -- If this GEO has this objId saved, insert it into the geos table.
                table.insert(geos, v)
            end
        end
    end
       
    -- Return the GEOs following objId in a table.
    return geos
end
 
function GEO.cleanup(player)
 
    local m_player = getplayer(player)
    local objId = readdword(m_player, 0x34)
    local geos = GEO.followedBy(objId)
    for k,v in ipairs(geos) do
        v:delete()
    end
end
 
function GEO:velocity(x, y, z)
 
    GEO[self.n].vx = x or GEO[self.n].vx
    GEO[self.n].vy = y or GEO[self.n].vy
    GEO[self.n].vz = z or GEO[self.n].vz
end
 
function GEO:killzone(bool, delay, kill_message, func, ...)

	if bool == true then
		GEO[self.n].kz = true
	elseif bool == false then
		GEO[self.n].kz = false
	elseif bool == nil then
		return GEO[self.n].kz or false
	end
	
	GEO[self.n].kzdelay = delay
	GEO[self.n].kzmessage = kill_message
	GEO[self.n].kztime = {}
	GEO[self.n].kzfunc = func
	GEO[self.n].kzargs = {...}
end

function GEO:damagezone(bool, damage, delay, damage_message, func, ...)

	if bool == true then
		GEO[self.n].damage = damage or 1  -- Amount of damage applied per second.
	elseif bool == false then
		GEO[self.n].damage = nil
	elseif bool == nil then  -- If nothing is passed, return true if this GEO is a damagezone, false if not.
		if GEO[self.n].damage then
			return true
		else
			return false
		end
	end
	
	GEO[self.n].dmgdelay = delay
	GEO[self.n].dmgmessage = damage_message
	GEO[self.n].dmgmsgsent = {}
	GEO[self.n].dmgtime = {}
	GEO[self.n].dmgfunc = func
	GEO[self.n].dmgargs = {...}
end
 
function GEO:face(orientation, direction)
 
    -- If this is a rectangular prism...
    if self.t == "rectprism" then
        orientation = orientation or "z"
        direction = direction or "+"
        if orientation == "z" then
            local width = self.lx
            local height = self.ly
            local highlow
            if direction == "+" then
                highlow = self.zhigh
            else
                highlow = self.zlow
            end
               
            -- Create a new rectangle which overlays the specified face and return that rectangle.
            return GEO.newRect(self.n .. "ZFace" .. os.time(), width, height, self.x, self.y, highlow, orientation)
               
        elseif orientation == "x" then
            local width = self.ly
            local height = self.lz
            local highlow
            if direction == "+" then
                highlow = self.xhigh
            else
                highlow = self.xlow
            end
               
            return GEO.newRect(self.n .. "XFace" .. os.time(), width, height, highlow, self.y, self.z, orientation)
           
        elseif orientation == "y" then
            local width = self.lx
            local height = self.lz
            local highlow
            if direction == "+" then
                highlow = self.yhigh
            else
                highlow = self.ylow
            end
               
            return GEO.newRect(self.n .. "YFace" .. os.time(), width, height, self.x, highlow, self.z, orientation)
        end
       
    -- If this is a cylinder...
    elseif self.t == "cylinder" then
        if orientation == self.o then
            local highlow
            if direction == "+" then
                highlow = self.hhigh
            else
                highlow = self.hlow
            end
               
            -- Return a new circle which overlays the specified face and return that circle.
            if orientation == "z" then
                return GEO.newCircle(self.n .. "ZFace" .. os.time(), self.r, self.x, self.y, highlow, self.o)
            elseif orientation == "x" then
                return GEO.newCircle(self.n .. "XFace" .. os.time(), self.r, highlow, self.y, self.z, self.o)
            elseif orientation == "y" then
                return GEO.newCircle(self.n .. "YFace" .. os.time(), self.r, self.x, highlow, self.z, self.o)
            end
        else
            hprintf("You may only retrieve the orientation face of a cylinder.")
        end
    end
end
 
function GEO:copy(name)
 
    name = name or self.n .. "Copy" .. os.time()
    if not GEO[name] then
        GEO[name] = self
        return GEO[name]
    end
end
 
function GEO:monitor(objId)
 
    if getobject(objId) then
        GEO[self.n].m[objId] = true
        monitored[objId] = true
    end
end
 
registertimer(10, "GEOTimer")

pcoords = pcoords or {}  -- Keeps track of previous coordinates of objects being monitored
monitored = monitored or {}  -- Keeps track of non-player objects being monitored
 
function GEOTimer(id, count)
       
    -- Loop through the GEO table
    for k,v in pairs(GEO) do
        if type(v) == "table" and k ~= "__index" then
            -- If this GEO is following an object...
            if v.f then
                -- Get the coordinates of the object
                local x, y, z = getobjectcoords(v.f)
                if x then  -- If this object exists...
                    if v.player then
                        local player = objectidtoplayer(v.f)
                        if player then
                            local m_player = getplayer(player)  -- See if the player is still here
                            if m_player then  -- If they are...
                                local time_until_respawn = readdword(m_player, 0x2C)  -- Check to see if they're dead
                                if time_until_respawn == 0 then  -- If they're not...
                                    if v.p then  -- If this GEO has perimeter objects...
                                        for objId, coords in pairs(v.p) do
                                            if getobject(objId) then
                                                local ox, oy, oz = table.unpack(coords)
                                                local x_diff = x - v.x
                                                local y_diff = y - v.y
                                                local z_diff = z - v.z
                                                local m_object = getobject(objId)
                                                movobjectcoords(objId, ox + x_diff, oy + y_diff, oz + z_diff)  -- Move them with the GEO.
                                                GEO[v.n].p[objId] = {ox + x_diff, oy + y_diff, oz + z_diff}
                                            end
                                        end
                                    end
                                    v:move(x, y, z)  -- Move the GEO to the player's coordinates
                                else  -- Otherwise...
                                    v:delete()  -- Delete the GEO.
                                end
                            else  -- Otherwise...
                                v:delete()  -- Delete the GEO.
                            end
                        else  -- Otherwise...
                            v:delete()  -- Delete the GEO.
                        end
                    else  -- Otherwise...
                        if v.p then  -- If this GEO has perimeter objects...
                            for objId, coords in pairs(v.p) do
                                if getobject(objId) then
                                    local ox, oy, oz = table.unpack(coords)
                                    local x_diff = x - v.x
                                    local y_diff = y - v.y
                                    local z_diff = z - v.z
                                    local m_object = getobject(objId)
                                    movobjectcoords(objId, ox + x_diff, oy + y_diff, oz + z_diff)  -- Move them with the GEO.
                                    GEO[v.n].p[objId] = {ox + x_diff, oy + y_diff, oz + z_diff}
                                end
                            end
                        end
                           
                        v:move(x, y, z)  -- Don't worry about all of that player nonsense and just move the damn GEO.
                    end
                else  -- Otherwise...
                    v:delete()  -- Delete the GEO.
                end
            end
               
            -- If after all of that following nonsense, we still have a GEO...
            if v then
                -- If this GEO is a killzone...
				if v.kz then
					-- Check if anyone is inside of it.
					for i = 0,15 do
						local m_player = getplayer(i)
						if m_player then
							local objId = readdword(m_player, 0x34)
							if getobject(objId) then
								if v:contains(objId) then
									local allow = true
									-- If this killzone has a function...
									if v.kzfunc then
										-- If this function returns false...
										if not v.kzfunc(v, i, table.unpack(v.kzargs)) then
											allow = false
										end
									end
									-- If the function allows this player to be killed by this GEO...
									if allow then
										-- If this killzone kills on a delay...
										if v.kzdelay then
											GEO[k].kztime[i] = (v.kztime[i] or 0) + (os.time() - (lasttime or os.time()))
											if GEO[k].kztime[i] >= GEO[k].kzdelay then
												kill(i)  -- Time's up.
												if GEO[k].kzmessage then
													privatesay(i, v.kzmessage)
												end
												
												GEO[k].kztime[i] = 0
											end
										else
											kill(i)  -- Kill that ho.
											GEO[k].kztime[i] = 0
										end
									end
								end
							else
								GEO[k].kztime[i] = 0
							end
						end
					end
				end
				
				-- If this GEO is a damagezone...
				if v.damage then
					-- Check if anyone is inside of it.
					for i = 0,15 do
						local m_player = getplayer(i)
						if m_player then
							local objId = readdword(m_player, 0x34)
							if getobject(objId) then
								if v:contains(objId) then
									local allow = true
									-- If this damagezone has a function...
									if v.dmgfunc then
										-- If this function returns false...
										if not v.dmgfunc(v,  i, table.unpack(v.dmgargs)) then
											allow = false
										end
									end
									-- If the function allows this player to be damaged by this GEO...
									if allow then
										-- If this damagezone is on a delay...
										if v.dmgdelay then											
											GEO[k].dmgtime[i] = (v.dmgtime[i] or 0) + (os.time() - (lasttime or os.time()))
											if GEO[k].dmgtime[i] >= GEO[k].dmgdelay then
												applydmg(objId, v.damage / 100)  -- Apply damage
												-- Check to see if the player has already received the message
												if not GEO[k].dmgmsgsent[i] then
													privatesay(i, v.dmgmessage)
													GEO[k].dmgmsgsent[i] = true
												end
											end
										else
											applydmg(objId, v.damage / 100)  -- Apply damage
										end
									end
								else
									GEO[k].dmgtime[i] = 0
									GEO[k].dmgmsgsent[i] = nil
								end
							end
						end
					end
				end
                   
                -- If this GEO is monitoring for objects entering and exiting it...
                if v.m then
                    -- Loop through the table of objects this GEO is monitoring for.
                    for objId,_ in pairs(v.m) do
                        -- If this object still exists...
                        if getobject(objId) then
                            -- If this object is inside of the GEO...
                            if v:contains(objId) then
                                local player = objectidtoplayer(objId)
                                -- If the GEO didn't know this object was inside of it 1/100 of a second ago...
                                if not v.c[objId] then
									-- Call OnGeoEnter.
									local allow = OnGeoEnter(v, player, objId)
									if allow == 0 or allow == false then
										if pcoords[objId] then
											movobjectcoords(objId, table.unpack(pcoords[objId]))
										end
									else
										GEO[k].c[objId] = true
									end
                                end
                            else  -- Otherwise...
                                -- If the GEO thought this object was inside of it 1/100 of a second ago...
                                if v.c[objId] then
                                    local player = objectidtoplayer(objId)
                                    -- Call OnGeoExit.
                                    local allow = OnGeoExit(v, player, objId)
                                    if allow == 0 or allow == false then
                                        if pcoords[objId] then
                                            movobjectcoords(objId, table.unpack(pcoords[objId]))
                                        end
                                    else
                                        GEO[k].c[objId] = nil
                                    end
                                end
                            end
                        else  -- Otherwise...
                            GEO[k].m[objId] = nil  -- Stop monitoring for this object.
                        end
                    end
                end
                   
                -- Automatically monitor for players
                -- Loop through every player to check if they are in this GEO.
                for i = 0, 15 do
                    local m_player = getplayer(i)
                    -- If this player exists...
                    if m_player then
                        local objId = readdword(m_player, 0x34)
                        -- If this player is alive...
                        if getobject(objId) then
                            -- If this object is inside of the GEO...
                            if v:contains(objId) then
                                local player = objectidtoplayer(objId)
                                -- If the GEO didn't know this object was inside of it 1/100 of a second ago...
                                if not v.c[objId] then
									-- Call OnGeoEnter.
									local allow = OnGeoEnter(v, player, objId)
									if allow == 0 or allow == false then
										if pcoords[objId] then
											movobjectcoords(objId, table.unpack(pcoords[objId]))
										end
									else
										GEO[k].c[objId] = true
									end
                                end
                            else  -- Otherwise...
                                -- If the GEO thought this object was inside of it 1/100 of a second ago...
                                if v.c[objId] then
                                    -- Call OnGeoExit.
                                    local allow = OnGeoExit(v, i, objId)
                                    if allow == 0 or allow == false then
                                        if pcoords[objId] then
                                            movobjectcoords(objId, table.unpack(pcoords[objId]))
                                        end
                                    else
                                        GEO[k].c[objId] = nil
                                    end
                                end
                            end
                        end
                    end
                end
                   
                -- If this GEO has a velocity...
                if v.vx or v.vy or v.vz then
                    if v.p then  -- If this GEO has perimeter objects...
                        for objId, coords in pairs(v.p) do
                            if getobject(objId) then
                                local ox, oy, oz = table.unpack(coords)
                                local m_object = getobject(objId)
                                movobjectcoords(objId, ox + (v.vx or 0), oy + (v.vy or 0), oz + (v.vz or 0))  -- Move them with the GEO.
                                GEO[v.n].p[objId] = {ox + (v.vx or 0), oy + (v.vy or 0), oz + (v.vz or 0)}
                            end
                        end
                    end
                    -- Move that ho.
                    v:move(v.x + (v.vx or 0) / 100, v.y + (v.vy or 0) / 100, v.z + (v.vz or 0) / 100)
                end
            end
        end
    end
       
    -- Update coordinates at a slight delay for blocking GEO entry/exit (if there is no delay, players in mid-air could end up dying since they'll just be teleported in mid-air perpetually)
    if count % 25 == 0 then
        -- Each player
        for i = 0,15 do
            local m_player = getplayer(i)
            if m_player then
                local objId = readdword(m_player, 0x34)
                if getobject(objId) then
                    pcoords[objId] = {getobjectcoords(objId)}
                else
                    pcoords[objId] = nil
                end
            end
        end
           
        -- Each object being monitored
        for objId,_ in pairs(monitored) do
            if getobject(objId) then
                pcoords[objId] = {getobjectcoords(objId)}
            else
                pcoords[objId] = nil
                monitored[objId] = nil
            end
        end
    end
       
    lasttime = os.time()  -- Keeps track of the os time the GEOTimer last executed
       
    return true
end