worldeditadditions.vector = {} function worldeditadditions.vector.tostring(v) if not v then return "(nil)" end return "(" .. v.x ..", " .. v.y ..", " .. v.z ..")" end --- Calculates the length squared of the given vector. -- @param v Vector The vector to operate on -- @return number The length of the given vector squared function worldeditadditions.vector.lengthsquared(v) if not v.y then return v.x*v.x + v.z*v.z end return v.x*v.x + v.y*v.y + v.z*v.z end --- Normalises the given vector such that its length is 1. -- Also known as calculating the unit vector. -- This method does *not* mutate. -- @param v Vector The vector to calculate from. -- @return Vector A new normalised vector. function worldeditadditions.vector.normalize(v) local length = math.sqrt(worldeditadditions.vector.lengthsquared(v)) if not v.y then return { x = v.x / length, z = v.z / length } end return { x = v.x / length, y = v.y / length, z = v.z / length } end --- Rounds the values in a vector down. -- Warning: This MUTATES the given vector! -- @param v Vector The vector to operate on function worldeditadditions.vector.floor(v) if v.x then v.x = math.floor(v.x) end -- Some vectors are 2d, but on the x / z axes if v.y then v.y = math.floor(v.y) end -- Some vectors are 2d if v.z then v.z = math.floor(v.z) end end --- Rounds the values in a vector up. -- Warning: This MUTATES the given vector! -- @param v Vector The vector to operate on function worldeditadditions.vector.ceil(v) if v.x then v.x = math.ceil(v.x) end -- Some vectors are 2d, but on the x / z axes if v.y then v.y = math.ceil(v.y) end -- Some vectors are 2d if v.z then v.z = math.ceil(v.z) end end --- Sets the values in a vector to their absolute values. -- Warning: This MUTATES the given vector! -- @param v Vector The vector to operate on function worldeditadditions.vector.abs(v) if v.x then v.x = math.abs(v.x) end -- Some vectors are 2d, but on the x / z axes if v.y then v.y = math.abs(v.y) end -- Some vectors are 2d if v.z then v.z = math.abs(v.z) end end --- Determines if the target point is contained within the defined worldedit region. -- @param pos1 Vector pos1 of the defined region. -- @param pos2 Vector pos2 of the defined region. -- @param target Vector The target vector to check. -- @return boolean Whether the given target is contained within the defined worldedit region. function worldeditadditions.vector.is_contained(pos1, pos2, target) local pos1, pos2 = worldedit.sort_pos(pos1, pos2) return pos1.x >= target.x and pos1.y >= target.y and pos1.z >= target.z and pos2.x <= target.x and pos2.y <= target.y and pos2.z <= target.z end --- Expands the defined region to include the given point. -- @param pos1 Vector pos1 of the defined region. -- @param pos2 Vector pos2 of the defined region. -- @param target Vector The target vector to include. function worldeditadditions.vector.expand_region(pos1, pos2, target) local pos1, pos2 = worldedit.sort_pos(pos1, pos2) if target.x < pos1.x then pos1.x = target.x end if target.y < pos1.y then pos1.y = target.y end if target.z < pos1.z then pos1.z = target.z end if target.x > pos2.x then pos2.x = target.x end if target.y > pos2.y then pos2.y = target.y end if target.z > pos2.z then pos2.z = target.z end return pos1, pos2 end --- Returns the mean (average) of 2 positions to give you the centre. -- @param pos1 Vector pos1 of the defined region. -- @param pos2 Vector pos2 of the defined region. -- @param target Vector Centre coordinates. function worldeditadditions.vector.mean(pos1, pos2) return vector.new((pos1.x + pos2.x)/2, (pos1.y + pos2.y)/2, (pos1.z + pos2.z)/2) end --- Returns a vector of the min values of 2 positions. -- @param pos1 Vector pos1 of the defined region. -- @param pos2 Vector pos2 of the defined region. -- @return Vector Min values from input vectors. function worldeditadditions.vector.min(pos1, pos2) return vector.new(math.min(pos1.x, pos2.x), math.min(pos1.y, pos2.y), math.min(pos1.z, pos2.z)) end --- Returns a vector of the max values of 2 positions. -- @param pos1 Vector pos1 of the defined region. -- @param pos2 Vector pos2 of the defined region. -- @return Vector Max values from input vectors. function worldeditadditions.vector.max(pos1, pos2) return vector.new(math.max(pos1.x, pos2.x), math.max(pos1.y, pos2.y), math.max(pos1.z, pos2.z)) end