-- Minimal Roblox surface for executing the Operation One source under stock Luau. -- Not a renderer: instances hold properties, signals hold callbacks, and the -- runner fires the stored RenderStepped callbacks once after load. local M = {} -- ---------------------------------------------------------------- signals local function new_signal() local s = {handlers = {}} function s:Connect(fn) local c = {fn = fn, connected = true} function c:Disconnect() if not self.connected then return end self.connected = false for i, h in ipairs(s.handlers) do if h == self then table.remove(s.handlers, i) break end end end table.insert(s.handlers, c) return c end function s:Once(fn) local c c = self:Connect(function(...) c:Disconnect() return fn(...) end) return c end function s:Wait() return nil end function s:Fire(...) for _, c in ipairs(s.handlers) do if c.connected then pcall(c.fn, ...) end end end return s end M.new_signal = new_signal -- ---------------------------------------------------------------- Vector2 local Vector2_mt = {} Vector2_mt.__index = function(self, k) if k == "Magnitude" then return math.sqrt(self.X * self.X + self.Y * self.Y) end if k == "Unit" then local m = math.sqrt(self.X * self.X + self.Y * self.Y) if m == 0 then return Vector2.new(0, 0) end return Vector2.new(self.X / m, self.Y / m) end return Vector2_mt[k] end Vector2_mt.__add = function(a, b) return Vector2.new(a.X + b.X, a.Y + b.Y) end Vector2_mt.__sub = function(a, b) return Vector2.new(a.X - b.X, a.Y - b.Y) end Vector2_mt.__mul = function(a, b) if type(a) == "number" then return Vector2.new(a * b.X, a * b.Y) end if type(b) == "number" then return Vector2.new(a.X * b, a.Y * b) end return Vector2.new(a.X * b.X, a.Y * b.Y) end Vector2_mt.__div = function(a, b) if type(b) == "number" then return Vector2.new(a.X / b, a.Y / b) end return Vector2.new(a.X / b.X, a.Y / b.Y) end Vector2_mt.__eq = function(a, b) return a.X == b.X and a.Y == b.Y end Vector2_mt.__tostring = function(a) return string.format("%s, %s", tostring(a.X), tostring(a.Y)) end Vector2 = {new = function(x, y) return setmetatable({X = x or 0, Y = y or 0}, Vector2_mt) end} Vector2.zero = Vector2.new(0, 0) Vector2.one = Vector2.new(1, 1) -- ---------------------------------------------------------------- Vector3 local Vector3_mt = {} Vector3_mt.__index = function(self, k) if k == "Magnitude" then return math.sqrt(self.X * self.X + self.Y * self.Y + self.Z * self.Z) end if k == "Unit" then local m = math.sqrt(self.X * self.X + self.Y * self.Y + self.Z * self.Z) if m == 0 then return Vector3.new(0, 0, 0) end return Vector3.new(self.X / m, self.Y / m, self.Z / m) end return Vector3_mt[k] end Vector3_mt.__add = function(a, b) return Vector3.new(a.X + b.X, a.Y + b.Y, a.Z + b.Z) end Vector3_mt.__sub = function(a, b) return Vector3.new(a.X - b.X, a.Y - b.Y, a.Z - b.Z) end Vector3_mt.__mul = function(a, b) if type(a) == "number" then return Vector3.new(a * b.X, a * b.Y, a * b.Z) end if type(b) == "number" then return Vector3.new(a.X * b, a.Y * b, a.Z * b) end return Vector3.new(a.X * b.X, a.Y * b.Y, a.Z * b.Z) end Vector3_mt.__div = function(a, b) if type(b) == "number" then return Vector3.new(a.X / b, a.Y / b, a.Z / b) end return Vector3.new(a.X / b.X, a.Y / b.Y, a.Z / b.Z) end Vector3_mt.__unm = function(a) return Vector3.new(-a.X, -a.Y, -a.Z) end Vector3_mt.__eq = function(a, b) return a.X == b.X and a.Y == b.Y and a.Z == b.Z end Vector3_mt.__tostring = function(a) return string.format("%s, %s, %s", tostring(a.X), tostring(a.Y), tostring(a.Z)) end Vector3_mt.Dot = function(self, b) return self.X * b.X + self.Y * b.Y + self.Z * b.Z end Vector3_mt.Cross = function(self, b) return Vector3.new(self.Y * b.Z - self.Z * b.Y, self.Z * b.X - self.X * b.Z, self.X * b.Y - self.Y * b.X) end Vector3_mt.Lerp = function(self, b, t) return Vector3.new(self.X + (b.X - self.X) * t, self.Y + (b.Y - self.Y) * t, self.Z + (b.Z - self.Z) * t) end Vector3_mt.Max = function(self, b) return Vector3.new(math.max(self.X, b.X), math.max(self.Y, b.Y), math.max(self.Z, b.Z)) end Vector3_mt.Min = function(self, b) return Vector3.new(math.min(self.X, b.X), math.min(self.Y, b.Y), math.min(self.Z, b.Z)) end Vector3 = {new = function(x, y, z) return setmetatable({X = x or 0, Y = y or 0, Z = z or 0}, Vector3_mt) end} Vector3.zero = Vector3.new(0, 0, 0) Vector3.one = Vector3.new(1, 1, 1) -- ---------------------------------------------------------------- CFrame local CFrame_mt = {} CFrame_mt.__index = function(self, k) if k == "Position" then return self.p end if k == "RightVector" then return Vector3.new(1, 0, 0) end if k == "UpVector" then return Vector3.new(0, 1, 0) end if k == "LookVector" then return Vector3.new(0, 0, -1) end return CFrame_mt[k] end CFrame_mt.__sub = function(a, b) return a.p - b.p end CFrame_mt.__add = function(a, b) return CFrame.new(a.p + b) end CFrame_mt.__mul = function(a, b) if getmetatable(b) == Vector3_mt then return a.p + b end return a end CFrame_mt.__tostring = function(a) return tostring(a.p) end CFrame = {} function CFrame.new(x, y, z) local p if getmetatable(x) == Vector3_mt then p = x else p = Vector3.new(x or 0, y or 0, z or 0) end return setmetatable({p = p}, CFrame_mt) end function CFrame.lookAt(from, to) return setmetatable({p = from, look = (to - from).Unit}, CFrame_mt) end function CFrame.Angles() return CFrame.new() end CFrame.identity = CFrame.new() -- ---------------------------------------------------------------- UDim/UDim2 local UDim_mt = {} UDim_mt.__index = UDim_mt local function udim_new(scale, offset) return setmetatable({Scale = scale or 0, Offset = offset or 0}, UDim_mt) end UDim = {new = udim_new} local UDim2_mt = {} UDim2_mt.__index = function(self, k) if k == "X" then return self.x end if k == "Y" then return self.y end return UDim2_mt[k] end UDim2_mt.__add = function(a, b) return UDim2.new(a.x.Scale + b.x.Scale, a.x.Offset + b.x.Offset, a.y.Scale + b.y.Scale, a.y.Offset + b.y.Offset) end UDim2_mt.__tostring = function(a) return "UDim2" end local function udim2(xs, xo, ys, yo) return setmetatable({x = UDim.new(xs or 0, xo or 0), y = UDim.new(ys or 0, yo or 0)}, UDim2_mt) end UDim2 = {new = udim2} function UDim2.fromScale(x, y) return udim2(x, 0, y, 0) end function UDim2.fromOffset(x, y) return udim2(0, x, 0, y) end UDim2.zero = udim2(0, 0, 0, 0) -- ---------------------------------------------------------------- Color3 local Color3_mt = {} Color3_mt.__index = function(self, k) if k == "R" then return self.r end if k == "G" then return self.g end if k == "B" then return self.b end if k == "ToHSV" then return function(c) local mx, mn = math.max(c.r, c.g, c.b), math.min(c.r, c.g, c.b) local d = mx - mn local h = 0 if d > 0 then if mx == c.r then h = ((c.g - c.b) / d) % 6 elseif mx == c.g then h = (c.b - c.r) / d + 2 else h = (c.r - c.g) / d + 4 end h = h / 6 end return h, (mx == 0 and 0 or d / mx), mx end end if k == "ToHex" then return function(c) return string.format("%02X%02X%02X", math.floor(c.r * 255 + 0.5), math.floor(c.g * 255 + 0.5), math.floor(c.b * 255 + 0.5)) end end return Color3_mt[k] end Color3_mt.__eq = function(a, b) return a.r == b.r and a.g == b.g and a.b == b.b end Color3_mt.__tostring = function(a) return string.format("%.3f, %.3f, %.3f", a.r, a.g, a.b) end local function color(r, g, b) return setmetatable({r = r, g = g, b = b}, Color3_mt) end Color3 = {} function Color3.new(r, g, b) return color(r or 0, g or 0, b or 0) end function Color3.fromRGB(r, g, b) return color((r or 0) / 255, (g or 0) / 255, (b or 0) / 255) end function Color3.fromHSV(h, s, v) h, s, v = h or 0, s or 0, v or 0 local i = math.floor(h * 6) local f = h * 6 - i local p, q, t = v * (1 - s), v * (1 - f * s), v * (1 - (1 - f) * s) local r, g, b i = i % 6 if i == 0 then r, g, b = v, t, p elseif i == 1 then r, g, b = q, v, p elseif i == 2 then r, g, b = p, v, t elseif i == 3 then r, g, b = p, q, v elseif i == 4 then r, g, b = t, p, v else r, g, b = v, p, q end return color(r, g, b) end function Color3.fromHex(hex) hex = tostring(hex or ""):gsub("#", "") local r = tonumber(hex:sub(1, 2), 16) or 0 local g = tonumber(hex:sub(3, 4), 16) or 0 local b = tonumber(hex:sub(5, 6), 16) or 0 return Color3.fromRGB(r, g, b) end Color3.white = Color3.fromRGB(255, 255, 255) Color3.black = Color3.fromRGB(0, 0, 0) ColorSequence = {new = function(c) return {Keypoints = {c}} end} ColorSequenceKeypoint = {new = function(t, c) return {Time = t or 0, Value = c} end} NumberSequence = {new = function(c) return {Keypoints = {c}} end} NumberSequenceKeypoint = {new = function(t, v) return {Time = t or 0, Value = v or 0} end} -- ---------------------------------------------------------------- Enum local enum_next = 1000 local function enum_namespace() local ns = {} setmetatable(ns, {__index = function(t, k) enum_next = enum_next + 1 local v = {Name = k, Value = enum_next} setmetatable(v, {__tostring = function(self) return self.Name end}) rawset(t, k, v) return v end}) return ns end Enum = setmetatable({}, {__index = function(t, k) local ns = enum_namespace() rawset(t, k, ns) return ns end}) -- ---------------------------------------------------------------- instances local InstanceMT = {} local instance_methods = {} local EVENT_NAMES = { Changed = true, ChildAdded = true, ChildRemoved = true, DescendantAdded = true, DescendantRemoving = true, AncestryChanged = true, Destroying = true, MouseButton1Down = true, MouseButton1Up = true, MouseButton1Click = true, MouseButton2Down = true, MouseButton2Up = true, MouseButton2Click = true, MouseEnter = true, MouseLeave = true, InputBegan = true, InputEnded = true, InputChanged = true, TouchTap = true, Activated = true, Completed = true, Touched = true, PropertyChangedSignal = true, RenderStepped = true, Heartbeat = true, Stepped = true, } local function is_instance(v) return type(v) == "table" and getmetatable(v) == InstanceMT end local function add_child(parent, child) if not is_instance(parent) or not is_instance(child) then return end for _, c in ipairs(parent._children) do if c == child then return end end table.insert(parent._children, child) end local function remove_child(parent, child) if not is_instance(parent) then return end for i, c in ipairs(parent._children) do if c == child then table.remove(parent._children, i) break end end end local PART_CLASSES = { Part = true, MeshPart = true, WedgePart = true, TrussPart = true, CornerWedgePart = true, Seat = true, VehicleSeat = true, SkinnedMeshPart = true, } local function is_part_class(class) return PART_CLASSES[class] == true end local A_CLASSES = { Part = {"BasePart", "PVInstance", "Instance"}, MeshPart = {"BasePart", "PVInstance", "Instance"}, Model = {"PVInstance", "Instance"}, Folder = {"Instance"}, ScreenGui = {"LayerCollector", "GuiBase2d", "Instance"}, Frame = {"GuiObject", "GuiBase2d", "Instance"}, TextLabel = {"GuiObject", "GuiBase2d", "Instance"}, TextButton = {"GuiButton", "GuiObject", "GuiBase2d", "Instance"}, ImageLabel = {"GuiObject", "GuiBase2d", "Instance"}, ImageButton = {"GuiButton", "GuiObject", "GuiBase2d", "Instance"}, TextBox = {"GuiObject", "GuiBase2d", "Instance"}, ScrollingFrame = {"GuiObject", "GuiBase2d", "Instance"}, UIStroke = {"Instance"}, UIGradient = {"Instance"}, UIListLayout = {"Instance"}, UIPadding = {"Instance"}, UIScale = {"Instance"}, UICorner = {"Instance"}, BillboardGui = {"LayerCollector", "Instance"}, Highlight = {"Instance"}, Weld = {"Instance"}, Humanoid = {"Instance"}, Attachment = {"Instance"}, SpecialMesh = {"DataModelMesh", "Instance"}, Camera = {"Instance"}, Player = {"Instance"}, DataModel = {"Instance"}, } local function isa(class, want) if class == want or want == "Instance" then return true end local list = A_CLASSES[class] if list then for _, name in ipairs(list) do if name == want then return true end end end return false end local function default_prop(class, key) if key == "ClassName" then return class end if key == "Name" then return class end if key == "Parent" then return nil end if key == "Position" then if is_part_class(class) or class == "Model" or class == "Camera" or class == "Attachment" then return Vector3.new(0, 0, 0) end return UDim2.new() end if key == "Size" then if is_part_class(class) then return Vector3.new(1, 1, 1) end return UDim2.new() end if key == "CFrame" then return CFrame.new() end if key == "WorldPosition" then return Vector3.new() end if key == "Velocity" then return Vector3.new() end if key == "ViewportSize" then return Vector2.new(1280, 720) end if key == "FieldOfView" then return 70 end if key == "AbsolutePosition" or key == "AbsoluteSize" or key == "MouseLocation" then return Vector2.new() end if key == "Text" or key == "Name" then return "" end if key == "Visible" then return false end if key == "Enabled" then return true end if key == "Transparency" or key == "TextTransparency" or key == "BackgroundTransparency" or key == "ImageTransparency" or key == "ScrollBarImageTransparency" then return 0 end if key == "Thickness" then return 1 end if key == "Value" then return 0 end if key == "TextSize" then return 14 end if key == "ZIndex" then return 1 end if key == "DisplayOrder" then return 0 end if key == "BorderSizePixel" then return 1 end if key == "Rotation" then return 0 end if key == "ViewportSize" then return Vector2.new(1280, 720) end return nil end InstanceMT.__index = function(self, key) local m = instance_methods[key] if m then return m end local props = rawget(self, "_props") local v = props[key] if v ~= nil then return v end if key == "Parent" then return rawget(self, "_parent") end if key == "ClassName" then return rawget(self, "_class") end if key == "Name" then return rawget(self, "_name") or rawget(self, "_class") end if EVENT_NAMES[key] then local events = rawget(self, "_events") local s = events[key] if not s then s = new_signal(); events[key] = s end return s end local d = default_prop(rawget(self, "_class"), key) if d ~= nil then return d end return nil end InstanceMT.__newindex = function(self, key, value) local __instkeys = {Parent=true, Adornee=true, PrimaryPart=true, Part0=true, Part1=true, Attachment0=true, Attachment1=true, Target=true} if __instkeys[key] and type(value) == "function" then print("BADPROP", rawget(self, "_class"), tostring(key), type(value), debug.info(value, "s"), tostring(value)) print(debug.traceback("BADTRACE", 2)) error("Instance expected, got function") end if key == "Parent" then local old = rawget(self, "_parent") if old then remove_child(old, self) end rawset(self, "_parent", value) if is_instance(value) then add_child(value, self) end return end if key == "Name" then rawset(self, "_name", value); rawget(self, "_props")["Name"] = value; return end rawget(self, "_props")[key] = value end InstanceMT.__tostring = function(self) return rawget(self, "_class") .. ":" .. tostring(rawget(self, "_name") or "") end instance_methods.FindFirstChild = function(self, name, recursive) for _, c in ipairs(rawget(self, "_children")) do local cn = rawget(c, "_name") if cn == name then return c end end if recursive then for _, c in ipairs(rawget(self, "_children")) do local found = instance_methods.FindFirstChild(c, name, true) if found then return found end end end return nil end instance_methods.FindFirstChildOfClass = function(self, class) for _, c in ipairs(rawget(self, "_children")) do if rawget(c, "_class") == class then return c end end return nil end instance_methods.FindFirstChildWhichIsA = function(self, class, recursive) for _, c in ipairs(rawget(self, "_children")) do if isa(rawget(c, "_class"), class) then return c end end if recursive then for _, c in ipairs(rawget(self, "_children")) do local found = instance_methods.FindFirstChildWhichIsA(c, class, true) if found then return found end end end return nil end instance_methods.GetChildren = function(self) local out = {} for i, c in ipairs(rawget(self, "_children")) do out[i] = c end return out end instance_methods.GetDescendants = function(self) local out = {} local function walk(node) for _, c in ipairs(rawget(node, "_children")) do table.insert(out, c) walk(c) end end walk(self) return out end instance_methods.IsA = function(self, class) return isa(rawget(self, "_class"), class) end instance_methods.Destroy = function(self) local p = rawget(self, "_parent") if p then remove_child(p, self) end rawset(self, "_parent", nil) end instance_methods.WaitForChild = function(self, name) local found = instance_methods.FindFirstChild(self, name) if found then return found end local cls = "Folder" if name == "PlayerGui" then cls = "ScreenGui" end local obj = Instance.new(cls) rawset(obj, "_name", name) rawget(obj, "_props")["Name"] = name obj.Parent = self return obj end instance_methods.GetPropertyChangedSignal = function(self, prop) local events = rawget(self, "_events") local key = "__prop_" .. tostring(prop) local s = events[key] if not s then s = new_signal(); events[key] = s end return s end instance_methods.GetAttribute = function() return nil end instance_methods.SetAttribute = function() end instance_methods.HasTag = function() return false end instance_methods.AddTag = function() end instance_methods.RemoveTag = function() end instance_methods.GetMouse = function(self) return {X = 640, Y = 360, Target = nil, Hit = CFrame.new(), UnitRay = {Origin = Vector3.new(), Direction = Vector3.new()}} end instance_methods.WorldToViewportPoint = function(self, world) return Vector3.new(640, 360, 10) end instance_methods.ViewportPointToRay = function(self) return {Origin = Vector3.new(), Direction = Vector3.new(0, 0, -1)} end instance_methods.BulkMoveTo = function() end instance_methods.Raycast = function() return nil end instance_methods.GetService = function(self, name) return M.service(name) end instance_methods.HttpGet = function(self, url) return __UIP100 or "-- mock http" end instance_methods.GenerateGUID = function() return "00000000-0000-0000-0000-000000000000" end instance_methods.JSONEncode = function(self, v) return "{}" end instance_methods.JSONDecode = function(self, s) return {} end instance_methods.Create = function(self, item, info, goal) local t = {Completed = new_signal()} function t:Play() end function t:Pause() end function t:Cancel() end function t:Destroy() end return t end instance_methods.GetPlayers = function() return {} end instance_methods.GetPlayerFromCharacter = function() return nil end instance_methods.GetTagged = function() return {} end instance_methods.GetInstanceAddedSignal = function() return new_signal() end instance_methods.GetInstanceRemovedSignal = function() return new_signal() end instance_methods.BindToRenderStep = function() end instance_methods.UnbindFromRenderStep = function() end instance_methods.GetMouseLocation = function() return Vector2.new(640, 360) end instance_methods.ChangeTheme = function() end instance_methods.SetOpen = function() end do local __skip = {Connect=true, Once=true, BindToRenderStep=true, Create=true} for __name, __fn in pairs(instance_methods) do if type(__fn) == "function" and not __skip[__name] then instance_methods[__name] = function(self, ...) local a, b, c = ... if __name == "BulkMoveTo" and (type(a) ~= "table" or type(b) ~= "table") then print("BADARGS", __name, type(a), type(b), type(c)) elseif __name == "Raycast" and type(c) == "function" then print("BADARGS", __name, type(a), type(b), type(c)) end return __fn(self, ...) end end end local __create = instance_methods.Create instance_methods.Create = function(self, item, info, goal) if type(item) ~= "table" then print("BADCREATE", tostring(rawget(self,"_class")), type(item), type(info), type(goal)) end return __create(self, item, info, goal) end end Instance = {} function Instance.new(class) local self = setmetatable({ _class = class, _name = class, _props = {}, _children = {}, _parent = nil, _events = {}, }, InstanceMT) return self end -- ---------------------------------------------------------------- services local services = {} local function service(name) if services[name] then return services[name] end local obj = Instance.new(name) rawset(obj, "_name", name) services[name] = obj return obj end M.service = service local workspace = service("Workspace") workspace = workspace -- exposed as the Roblox global local players = service("Players") local runservice = service("RunService") local collection = service("CollectionService") local tween = service("TweenService") local uis = service("UserInputService") local https = service("HttpService") local lighting = service("Lighting") local coregui = service("CoreGui") local replicated = service("ReplicatedStorage") local player = Instance.new("Player") player.Name = "MockPlayer" player.Parent = players players.LocalPlayer = player local playergui = Instance.new("ScreenGui") playergui.Name = "PlayerGui" playergui.Parent = player local camera = Instance.new("Camera") camera.Name = "Camera" camera.Parent = workspace workspace.CurrentCamera = camera workspace.Name = "Workspace" runservice.RenderStepped = new_signal() runservice.Heartbeat = new_signal() runservice.Stepped = new_signal() uis.InputBegan = new_signal() uis.InputEnded = new_signal() uis.InputChanged = new_signal() uis.TouchEnabled = false uis.MouseEnabled = true collection.GetTagged = function() return {} end collection.GetInstanceAddedSignal = function() return new_signal() end collection.GetInstanceRemovedSignal = function() return new_signal() end https.JSONEncode = function(self, v) return "{}" end https.JSONDecode = function(self, s) return {} end https.GenerateGUID = function() return "00000000-0000-0000-0000-000000000000" end tween.Create = function(self, item, info, goal) local t = {Completed = new_signal()} function t:Play() end function t:Pause() end function t:Cancel() end function t:Destroy() end return t end local game_obj = Instance.new("DataModel") game_obj.Name = "Game" game_obj.GetService = function(self, name) return service(name) end game_obj.FindFirstChild = function(self, name) if name == "CoreGui" then return coregui end return nil end game_obj.HttpGet = function(self, url) return __UIP100 or "-- mock http" end game_obj.CoreGui = coregui game = game_obj -- ---------------------------------------------------------------- executor local vfs = {} local genv = getfenv() genv.workspace = workspace getgenv = function() return genv end getrenv = function() return genv end gethui = function() return coregui end cloneref = function(v) return v end identifyexecutor = function() return "luau-mock", "1.0" end setfpscap = function() end isfolder = function(path) return true end makefolder = function() end isfile = function(path) return vfs[path] ~= nil end writefile = function(path, data) vfs[path] = tostring(data) end readfile = function(path) return vfs[path] or "{}" end delfile = function(path) vfs[path] = nil end listfiles = function(path) return {} end getcustomasset = function(path) return "rbxasset://" .. tostring(path) end Font = {new = function() return {} end} RaycastParams = {new = function() return {} end} TweenInfo = {new = function(time, style, dir) return {Time = time, Style = style, Direction = dir} end} Rect = {new = function(...) return {...} end} task = { spawn = function() end, defer = function() end, delay = function() end, wait = function() return 0 end, cancel = function() end, } wait = function() return 0 end spawn = function() end delay = function() end tick = function() return os.clock() end time = function() return os.clock() end warn = function(...) print("WARN", ...) end -- Keep the callback list so the runner can fire a frame. M.render_callbacks = {} local orig_connect = runservice.RenderStepped.Connect function runservice.RenderStepped:Connect(fn) local c = orig_connect(self, fn) table.insert(M.render_callbacks, c) return c end M.fire_render = function() for _, c in ipairs(M.render_callbacks) do if c.connected then local ok, err = pcall(c.fn) if not ok then print("RENDER_CB_ERR", tostring(err)) end end end end __UIP100=[[if getgenv().Library then getgenv().Library:Unload() end local Library do local Workspace = game:GetService("Workspace") local UserInputService = game:GetService("UserInputService") local Players = game:GetService("Players") local HttpService = game:GetService("HttpService") local RunService = game:GetService("RunService") local CoreGui = cloneref and cloneref(game:GetService("CoreGui")) or game:GetService("CoreGui") local TweenService = game:GetService("TweenService") local Lighting = game:GetService("Lighting") gethui = gethui or function() return CoreGui end local LocalPlayer = Players.LocalPlayer local Camera = Workspace.CurrentCamera local Mouse = LocalPlayer:GetMouse() local FromRGB = Color3.fromRGB local FromHSV = Color3.fromHSV local FromHex = Color3.fromHex local RGBSequence = ColorSequence.new local RGBSequenceKeypoint = ColorSequenceKeypoint.new local NumSequence = NumberSequence.new local NumSequenceKeypoint = NumberSequenceKeypoint.new local UDim2New = UDim2.new local UDimNew = UDim.new local UDim2FromScale = UDim2.fromScale local UDim2FromOffset = UDim2.fromOffset local Vector2New = Vector2.new local Vector3New = Vector3.new local MathClamp = math.clamp local MathFloor = math.floor local MathAbs = math.abs local MathSin = math.sin local TableInsert = table.insert local TableFind = table.find local TableRemove = table.remove local TableConcat = table.concat local TableClone = table.clone local TableUnpack = table.unpack local StringFormat = string.format local StringFind = string.find local StringGSub = string.gsub local StringLower = string.lower local StringLen = string.len local InstanceNew = Instance.new local CFrameNew = CFrame.new local CFrameAngles = CFrame.Angles local Vector3New = Vector3.new local MathRad = math.rad local MathMax = math.max local MathMin = math.min local RectNew = Rect.new local IsMobile = UserInputService.TouchEnabled or false Library = { Theme = {}, MenuKeybind = tostring(Enum.KeyCode.RightAlt), Flags = {}, Tween = { Time = 0.25, Style = Enum.EasingStyle.Quart, Direction = Enum.EasingDirection.Out, }, FadeSpeed = 0.2, Folders = { Directory = "uip100", Configs = "uip100/Configs", Assets = "uip100/Assets", }, -- Ignore below Pages = {}, Sections = {}, Connections = {}, Threads = {}, ThemeMap = {}, ThemeItems = {}, OpenFrames = {}, SetFlags = {}, UnnamedConnections = 0, UnnamedFlags = 0, Holder = nil, NotifHolder = nil, UnusedHolder = nil, KeyList = nil, Font = nil, CopiedColor = nil, } Library.__index = Library Library.Sections.__index = Library.Sections Library.Pages.__index = Library.Pages local Keys = { ["Unknown"] = "Unknown", ["Backspace"] = "Back", ["Tab"] = "Tab", ["Clear"] = "Clear", ["Return"] = "Return", ["Pause"] = "Pause", ["Escape"] = "Escape", ["Space"] = "Space", ["QuotedDouble"] = '"', ["Hash"] = "#", ["Dollar"] = "$", ["Percent"] = "%", ["Ampersand"] = "&", ["Quote"] = "'", ["LeftParenthesis"] = "(", ["RightParenthesis"] = " )", ["Asterisk"] = "*", ["Plus"] = "+", ["Comma"] = ",", ["Minus"] = "-", ["Period"] = ".", ["Slash"] = "`", ["Three"] = "3", ["Seven"] = "7", ["Eight"] = "8", ["Colon"] = ":", ["Semicolon"] = ";", ["LessThan"] = "<", ["GreaterThan"] = ">", ["Question"] = "?", ["Equals"] = "=", ["At"] = "@", ["LeftBracket"] = "LeftBracket", ["RightBracket"] = "RightBracked", ["BackSlash"] = "BackSlash", ["Caret"] = "^", ["Underscore"] = "_", ["Backquote"] = "`", ["LeftCurly"] = "{", ["Pipe"] = "|", ["RightCurly"] = "}", ["Tilde"] = "~", ["Delete"] = "Delete", ["End"] = "End", ["KeypadZero"] = "Keypad0", ["KeypadOne"] = "Keypad1", ["KeypadTwo"] = "Keypad2", ["KeypadThree"] = "Keypad3", ["KeypadFour"] = "Keypad4", ["KeypadFive"] = "Keypad5", ["KeypadSix"] = "Keypad6", ["KeypadSeven"] = "Keypad7", ["KeypadEight"] = "Keypad8", ["KeypadNine"] = "Keypad9", ["KeypadPeriod"] = "KeypadP", ["KeypadDivide"] = "KeypadD", ["KeypadMultiply"] = "KeypadM", ["KeypadMinus"] = "KeypadM", ["KeypadPlus"] = "KeypadP", ["KeypadEnter"] = "KeypadE", ["KeypadEquals"] = "KeypadE", ["Insert"] = "Insert", ["Home"] = "Home", ["PageUp"] = "PageUp", ["PageDown"] = "PageDown", ["RightShift"] = "RightShift", ["LeftShift"] = "LeftShift", ["RightControl"] = "RightControl", ["LeftControl"] = "LeftControl", ["LeftAlt"] = "LeftAlt", ["RightAlt"] = "RightAlt", } local Themes = { ["Preset"] = { ["Window Outline"] = FromRGB(0, 34, 37), ["Accent"] = FromRGB(0, 213, 213), ["Background 1"] = FromRGB(17, 21, 27), ["Text"] = FromRGB(255, 255, 255), ["Inline"] = FromRGB(19, 25, 31), ["Element"] = FromRGB(32, 38, 48), ["Inactive Text"] = FromRGB(185, 185, 185), ["Border"] = FromRGB(46, 52, 61), ["Background 2"] = FromRGB(24, 28, 36) } } Library.Theme = TableClone(Themes["Preset"]) -- Tweening local Tween = {} do Tween.__index = Tween Tween.Create = function(self, Item, Info, Goal, IsRawItem) Item = IsRawItem and Item or Item.Instance Info = Info or TweenInfo.new(Library.Tween.Time, Library.Tween.Style, Library.Tween.Direction) local NewTween = { Tween = TweenService:Create(Item, Info, Goal), Info = Info, Goal = Goal, Item = Item, } NewTween.Tween:Play() setmetatable(NewTween, Tween) return NewTween end Tween.GetProperty = function(self, Item) Item = Item or self.Item if Item:IsA("Frame") then return { "BackgroundTransparency" } elseif Item:IsA("TextLabel") or Item:IsA("TextButton") then return { "TextTransparency", "BackgroundTransparency" } elseif Item:IsA("ImageLabel") or Item:IsA("ImageButton") then return { "BackgroundTransparency", "ImageTransparency" } elseif Item:IsA("ScrollingFrame") then return { "BackgroundTransparency", "ScrollBarImageTransparency" } elseif Item:IsA("TextBox") then return { "TextTransparency", "BackgroundTransparency" } elseif Item:IsA("UIStroke") then return { "Transparency" } end end Tween.FadeItem = function(self, Item, Property, Visibility, Speed) local Item = Item or self.Item local OldTransparency = Item[Property] Item[Property] = Visibility and 1 or OldTransparency local NewTween = Tween:Create( Item, TweenInfo.new(Speed or Library.Tween.Time, Library.Tween.Style, Library.Tween.Direction), { [Property] = Visibility and OldTransparency or 1, }, true ) Library:Connect(NewTween.Tween.Completed, function() if not Visibility then task.wait() Item[Property] = OldTransparency end end) return NewTween end Tween.Get = function(self) if not self.Tween then return end return self.Tween, self.Info, self.Goal end Tween.Pause = function(self) if not self.Tween then return end self.Tween:Pause() end Tween.Play = function(self) if not self.Tween then return end self.Tween:Play() end Tween.Clean = function(self) if not self.Tween then return end Tween:Pause() self = nil end end -- Instances local Instances = {} do Instances.__index = Instances Instances.Create = function(self, Class, Properties) local NewItem = { Instance = InstanceNew(Class), Properties = Properties, Class = Class, } setmetatable(NewItem, Instances) for Property, Value in NewItem.Properties do NewItem.Instance[Property] = Value end return NewItem end Instances.FadeItem = function(self, Visibility, Speed) local Item = self.Instance if Visibility == true then Item.Visible = true end local Descendants = Item:GetDescendants() TableInsert(Descendants, Item) local NewTween for Index, Value in Descendants do local TransparencyProperty = Tween:GetProperty(Value) if not TransparencyProperty then continue end if type(TransparencyProperty) == "table" then for _, Property in TransparencyProperty do NewTween = Tween:FadeItem(Value, Property, not Visibility, Speed) end else NewTween = Tween:FadeItem(Value, TransparencyProperty, not Visibility, Speed) end end end Instances.AddToTheme = function(self, Properties) if not self.Instance then return end if not Library then return end Library:AddToTheme(self, Properties) end Instances.ChangeItemTheme = function(self, Properties) if not self.Instance then return end if not Library then return end Library:ChangeItemTheme(self, Properties) end Instances.Connect = function(self, Event, Callback, Name) if not self.Instance then return end if not self.Instance[Event] then return end if Event == "MouseButton1Down" or Event == "MouseButton1Click" then if IsMobile then Event = "TouchTap" end elseif Event == "MouseButton2Down" or Event == "MouseButton2Click" then if IsMobile then Event = "TouchLongPress" end end if not Library then return end return Library:Connect(self.Instance[Event], Callback, Name) end Instances.Tween = function(self, Info, Goal) if not self.Instance then return end if not Library then return end return Tween:Create(self, Info, Goal) end Instances.Disconnect = function(self, Name) if not self.Instance then return end if not Library then return end return Library:Disconnect(Name) end Instances.Clean = function(self) if not self.Instance then return end self.Instance:Destroy() self = nil end Instances.MakeDraggable = function(self) if not self.Instance then return end local Gui = self.Instance local Dragging = false local DragStart local StartPosition local Set = function(Input) local DragDelta = Input.Position - DragStart local newOffsetX = StartPosition.X.Offset + DragDelta.X local newOffsetY = StartPosition.Y.Offset + DragDelta.Y local screenSize = workspace.CurrentCamera.ViewportSize local guiSize = Gui.AbsoluteSize local anchor = Gui.AnchorPoint local absoluteCenterX = (screenSize.X * StartPosition.X.Scale) + newOffsetX local absoluteCenterY = (screenSize.Y * StartPosition.Y.Scale) + newOffsetY local minX = guiSize.X * anchor.X local maxX = screenSize.X - (guiSize.X * (1 - anchor.X)) local minY = guiSize.Y * anchor.Y local maxY = screenSize.Y - (guiSize.Y * (1 - anchor.Y)) absoluteCenterX = math.clamp(absoluteCenterX, minX, maxX) absoluteCenterY = math.clamp(absoluteCenterY, minY, maxY) newOffsetX = absoluteCenterX - (screenSize.X * StartPosition.X.Scale) newOffsetY = absoluteCenterY - (screenSize.Y * StartPosition.Y.Scale) self:Tween( TweenInfo.new(0.35, Enum.EasingStyle.Quart, Enum.EasingDirection.Out), { Position = UDim2New(StartPosition.X.Scale, newOffsetX, StartPosition.Y.Scale, newOffsetY) } ) end local InputChanged self:Connect("InputBegan", function(Input) if Input.UserInputType == Enum.UserInputType.MouseButton1 or Input.UserInputType == Enum.UserInputType.Touch then Dragging = true DragStart = Input.Position StartPosition = Gui.Position if InputChanged then return end InputChanged = Input.Changed:Connect(function() if Input.UserInputState == Enum.UserInputState.End then Dragging = false InputChanged:Disconnect() InputChanged = nil end end) end end) Library:Connect(UserInputService.InputChanged, function(Input) if Input.UserInputType == Enum.UserInputType.MouseMovement or Input.UserInputType == Enum.UserInputType.Touch then if Dragging then Set(Input) end end end) return Dragging end Instances.MakeResizeable = function(self, Minimum, Maximum) if not self.Instance then return end local Gui = self.Instance local Resizing = false local CurrentSide = nil local StartMouse = nil local StartPosition = nil local StartSize = nil local EdgeThickness = 2 local MakeEdge = function(Name, Position, Size) local Button = Instances:Create("TextButton", { Name = "\0", Size = Size, Position = Position, BackgroundColor3 = FromRGB(166, 147, 243), BackgroundTransparency = 1, Text = "", BorderSizePixel = 0, AutoButtonColor = false, Parent = Gui, ZIndex = 99999, }) Button:AddToTheme({ BackgroundColor3 = "Accent" }) return Button end local Edges = { { Button = MakeEdge("Left", UDim2New(0, 0, 0, 0), UDim2New(0, EdgeThickness, 1, 0)), Side = "L", }, { Button = MakeEdge("Right", UDim2New(1, -EdgeThickness, 0, 0), UDim2New(0, EdgeThickness, 1, 0)), Side = "R", }, { Button = MakeEdge("Top", UDim2New(0, 0, 0, 0), UDim2New(1, 0, 0, EdgeThickness)), Side = "T", }, { Button = MakeEdge("Bottom", UDim2New(0, 0, 1, -EdgeThickness), UDim2New(1, 0, 0, EdgeThickness)), Side = "B", }, } local BeginResizing = function(Side) if not Library.Flags["UI Expand"] then return end Resizing = true CurrentSide = Side StartMouse = UserInputService:GetMouseLocation() -- store offsets, not absolute screen pos StartPosition = Vector2New(Gui.Position.X.Offset, Gui.Position.Y.Offset) StartSize = Vector2New(Gui.Size.X.Offset, Gui.Size.Y.Offset) for Index, Value in Edges do Value.Button.Instance.BackgroundTransparency = (Value.Side == Side) and 0 or 1 end end local EndResizing = function() Resizing = false CurrentSide = nil for Index, Value in Edges do Value.Button.Instance.BackgroundTransparency = 1 end end for Index, Value in Edges do Value.Button:Connect("InputBegan", function(Input) if Input.UserInputType == Enum.UserInputType.MouseButton1 or Input.UserInputType == Enum.UserInputType.Touch then BeginResizing(Value.Side) end end) end Library:Connect(UserInputService.InputEnded, function(Input) if Input.UserInputType == Enum.UserInputType.MouseButton1 then if Resizing then EndResizing() end end end) Library:Connect(RunService.RenderStepped, function() if not Resizing or not CurrentSide then return end local MouseLocation = UserInputService:GetMouseLocation() local dx = MouseLocation.X - StartMouse.X local dy = MouseLocation.Y - StartMouse.Y local x, y = StartPosition.X, StartPosition.Y local w, h = StartSize.X, StartSize.Y if CurrentSide == "L" then x = StartPosition.X + dx w = StartSize.X - dx elseif CurrentSide == "R" then w = StartSize.X + dx elseif CurrentSide == "T" then y = StartPosition.Y + dy h = StartSize.Y - dy elseif CurrentSide == "B" then h = StartSize.Y + dy end if w < Minimum.X then if CurrentSide == "L" then x = x - (Minimum.X - w) end w = Minimum.X end if h < Minimum.Y then if CurrentSide == "T" then y = y - (Minimum.Y - h) end h = Minimum.Y end self:Tween( TweenInfo.new(0.35, Enum.EasingStyle.Quart, Enum.EasingDirection.Out), { Position = UDim2FromOffset(x, y) } ) self:Tween( TweenInfo.new(0.35, Enum.EasingStyle.Quart, Enum.EasingDirection.Out), { Size = UDim2FromOffset(w, h) } ) end) end Instances.OnHover = function(self, Function) if not self.Instance then return end return Library:Connect(self.Instance.MouseEnter, Function) end Instances.OnHoverLeave = function(self, Function) if not self.Instance then return end return Library:Connect(self.Instance.MouseLeave, Function) end end -- Custom font local CustomFont = {} do function CustomFont:New(Name, Weight, Style, Data) if isfile(Library.Folders.Assets .. "/" .. Name .. ".json") then return Font.new(getcustomasset(Library.Folders.Assets .. "/" .. Name .. ".json")) end if not isfile(Library.Folders.Assets .. "/" .. Name .. ".ttf") then writefile(Library.Folders.Assets .. "/" .. Name .. ".ttf", game:HttpGet(Data.Url)) end local FontData = { name = Name, faces = { { name = "Regular", weight = Weight, style = Style, assetId = getcustomasset(Library.Folders.Assets .. "/" .. Name .. ".ttf"), }, }, } writefile(Library.Folders.Assets .. "/" .. Name .. ".json", HttpService:JSONEncode(FontData)) return Font.new(getcustomasset(Library.Folders.Assets .. "/" .. Name .. ".json")) end function CustomFont:Get(Name) if isfile(Library.Folders.Assets .. "/" .. Name .. ".json") then return Font.new(getcustomasset(Library.Folders.Assets .. "/" .. Name .. ".json")) end end end Library.Holder = Instances:Create("ScreenGui", { Parent = gethui(), Name = "\0", ZIndexBehavior = Enum.ZIndexBehavior.Global, DisplayOrder = 2, IgnoreGuiInset = true, ResetOnSpawn = false, }) Library.UnusedHolder = Instances:Create("ScreenGui", { Parent = gethui(), Name = "\0", ZIndexBehavior = Enum.ZIndexBehavior.Global, Enabled = false, ResetOnSpawn = false, }) Library.NotifHolder = Instances:Create("Frame", { Parent = Library.Holder.Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), AnchorPoint = Vector2New(1, 0), BackgroundTransparency = 1, Position = UDim2New(1, 0, 0, 0), Size = UDim2New(0, 0, 1, 0), BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.X, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIListLayout", { Parent = Library.NotifHolder.Instance, Name = "\0", SortOrder = Enum.SortOrder.LayoutOrder, HorizontalAlignment = Enum.HorizontalAlignment.Right, Padding = UDimNew(0, 8), }) Instances:Create("UIPadding", { Parent = Library.NotifHolder.Instance, Name = "\0", PaddingTop = UDimNew(0, 15), PaddingBottom = UDimNew(0, 15), PaddingRight = UDimNew(0, 15), PaddingLeft = UDimNew(0, 15), }) Library.Unload = function(self) for Index, Value in self.Connections do Value.Connection:Disconnect() end for Index, Value in self.Threads do coroutine.close(Value) end if self.Holder then self.Holder:Clean() end Library = nil getgenv().Library = nil end Library.GetImage = function(self, Image) local ImageData = self.Images[Image] if not ImageData then return end return getcustomasset(self.Folders.Assets .. "/" .. ImageData[1]) end Library.Round = function(self, Number, Float) local Multiplier = 1 / (Float or 1) return MathFloor(Number * Multiplier) / Multiplier end Library.Thread = function(self, Function) local NewThread = coroutine.create(Function) coroutine.wrap(function() coroutine.resume(NewThread) end)() TableInsert(self.Threads, NewThread) return NewThread end Library.SafeCall = function(self, Function, ...) local Arguements = { ... } local Success, Result = pcall(Function, TableUnpack(Arguements)) if not Success then --warn(Result) return false end return Success end Library.Connect = function(self, Event, Callback, Name) Name = Name or StringFormat("connection_number_%s_%s", self.UnnamedConnections + 1, HttpService:GenerateGUID(false)) local NewConnection = { Event = Event, Callback = Callback, Name = Name, Connection = nil, } Library:Thread(function() NewConnection.Connection = Event:Connect(Callback) end) TableInsert(self.Connections, NewConnection) return NewConnection end Library.Disconnect = function(self, Name) for _, Connection in self.Connections do if Connection.Name == Name then Connection.Connection:Disconnect() break end end end Library.EscapePattern = function(self, String) local ShouldEscape = false if string.match(String, "[%(%)%.%%%+%-%*%?%[%]%^%$]") then ShouldEscape = true end if ShouldEscape then return StringGSub(String, "[%(%)%.%%%+%-%*%?%[%]%^%$]", "%%%1") end return String end Library.NextFlag = function(self) local FlagNumber = self.UnnamedFlags + 1 return StringFormat("flag_number_%s_%s", FlagNumber, HttpService:GenerateGUID(false)) end Library.AddToTheme = function(self, Item, Properties) Item = Item.Instance or Item local ThemeData = { Item = Item, Properties = Properties, } for Property, Value in ThemeData.Properties do if type(Value) == "string" then Item[Property] = self.Theme[Value] else Item[Property] = Value() end end TableInsert(self.ThemeItems, ThemeData) self.ThemeMap[Item] = ThemeData end Library.GetConfig = function(self) local Config = {} local Success, Result = Library:SafeCall(function() for Index, Value in Library.Flags do if type(Value) == "table" and Value.Key then Config[Index] = { Key = tostring(Value.Key), Mode = Value.Mode, Toggled = Value.Toggled } elseif type(Value) == "table" and Value.Color then Config[Index] = { Color = "#" .. Value.HexValue, Alpha = Value.Alpha } else Config[Index] = Value end end end) return HttpService:JSONEncode(Config) end Library.LoadConfig = function(self, Config) local Decoded = HttpService:JSONDecode(Config) local Success, Result = Library:SafeCall(function() for Index, Value in Decoded do local SetFunction = Library.SetFlags[Index] if not SetFunction then continue end if type(Value) == "table" and Value.Key then SetFunction(Value) elseif type(Value) == "table" and Value.Color then SetFunction(Value.Color, Value.Alpha) else SetFunction(Value) end end end) return Success, Result end Library.DeleteConfig = function(self, Config) if isfile(Library.Folders.Configs .. "/" .. Config) then delfile(Library.Folders.Configs .. "/" .. Config) end end Library.RefreshConfigsList = function(self, Element) local List = {} local ReturnList = {} List = listfiles(Library.Folders.Configs) for Index = 1, #List do local File = List[Index] if File:sub(-5) == ".json" then local Position = File:find(".json", 1, true) local StartPosition = Position local Character = File:sub(Position, Position) while Character ~= "/" and Character ~= "\\" and Character ~= "" do Position = Position - 1 Character = File:sub(Position, Position) end if Character == "/" or Character == "\\" then TableInsert(ReturnList, File:sub(Position + 1, StartPosition - 1)) end end end Element:Refresh(ReturnList) end Library.ChangeItemTheme = function(self, Item, Properties) Item = Item.Instance or Item if not self.ThemeMap[Item] then return end self.ThemeMap[Item].Properties = Properties self.ThemeMap[Item] = self.ThemeMap[Item] end Library.ChangeTheme = function(self, Theme, Color) self.Theme[Theme] = Color for _, Item in self.ThemeItems do for Property, Value in Item.Properties do if type(Value) == "string" and Value == Theme then Item.Item[Property] = Color elseif type(Value) == "function" then Item.Item[Property] = Value() end end end end Library.IsMouseOverFrame = function(self, Frame) Frame = Frame.Instance local MousePosition = Vector2New(Mouse.X, Mouse.Y) return MousePosition.X >= Frame.AbsolutePosition.X and MousePosition.X <= Frame.AbsolutePosition.X + Frame.AbsoluteSize.X and MousePosition.Y >= Frame.AbsolutePosition.Y and MousePosition.Y <= Frame.AbsolutePosition.Y + Frame.AbsoluteSize.Y end Library.GetLighterColor = function(self, Color, Increment) local Hue, Saturation, Value = Color:ToHSV() return FromHSV(Hue, Saturation, Value * Increment) end do Library.CreateColorpicker = function(self, Data) local Colorpicker = { Hue = 0, Saturation = 0, Value = 0, Alpha = 0, IsOpen = false, IsOpen2 = false, Color = FromRGB(0, 0, 0), HexValue = "000000", Flag = Data.Flag, } local Items = {} do Items["ColorpickerButton"] = Instances:Create("TextButton", { Parent = Data.Parent.Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, Size = UDim2New(0, 15, 0, 15), BorderSizePixel = 0, TextSize = 14, BackgroundColor3 = FromRGB(140, 255, 213), }) Instances:Create("UIStroke", { Parent = Items["ColorpickerButton"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Instances:Create("UIGradient", { Parent = Items["ColorpickerButton"].Instance, Name = "\0", Rotation = 90, Color = RGBSequence({ RGBSequenceKeypoint(0, FromRGB(255, 255, 255)), RGBSequenceKeypoint(1, FromRGB(152, 152, 152)), }), }) Items["ColorpickerWindow2"] = Instances:Create("Frame", { Parent = Library.UnusedHolder.Instance, Name = "\0", Visible = false, Position = UDim2New(0, 1032, 0, 123), BorderColor3 = FromRGB(0, 34, 37), Size = UDim2New(0, 232, 0, 265), BorderSizePixel = 2, BackgroundColor3 = FromRGB(17, 21, 27), }) if IsMobile then Instances:Create("UIScale", { Parent = Items["ColorpickerWindow2"].Instance, Scale = 0.65, }) end Items["ColorpickerWindow"] = Instances:Create("Frame", { Parent = Library.UnusedHolder.Instance, Name = "\0", Visible = false, Position = UDim2New(0, 1032, 0, 123), BorderColor3 = FromRGB(0, 34, 37), Size = UDim2New(0, 232, 0, 265), BorderSizePixel = 2, BackgroundColor3 = FromRGB(17, 21, 27), }) if IsMobile then Instances:Create("UIScale", { Parent = Items["ColorpickerWindow"].Instance, Scale = 0.65, }) end Items["Glow"] = Instances:Create("ImageLabel", { Parent = Items["ColorpickerWindow"].Instance, Name = "\0", ImageColor3 = FromRGB(94, 213, 213), ScaleType = Enum.ScaleType.Slice, ImageTransparency = 0.699999988079071, BorderColor3 = FromRGB(0, 0, 0), BackgroundColor3 = FromRGB(255, 255, 255), Size = UDim2New(1, 25, 1, 25), AnchorPoint = Vector2New(0.5, 0.5), Image = "http://www.roblox.com/asset/?id=18245826428", BackgroundTransparency = 1, Position = UDim2New(0.5, 0, 0.5, 0), ZIndex = -1, BorderSizePixel = 0, SliceCenter = RectNew(Vector2New(21, 21), Vector2New(79, 79)), }) Items["Glow"]:AddToTheme({ ImageColor3 = "Accent" }) Instances:Create("UIGradient", { Parent = Items["Glow"].Instance, Name = "\0", Rotation = 90, Transparency = NumSequence({ NumSequenceKeypoint(0, 0), NumSequenceKeypoint(1, 1) }), }) Instances:Create("UIStroke", { Parent = Items["ColorpickerWindow"].Instance, Name = "\0", Color = FromRGB(94, 213, 213), LineJoinMode = Enum.LineJoinMode.Miter, }):AddToTheme({ Color = "Accent" }) Items["Alpha"] = Instances:Create("TextButton", { Parent = Items["ColorpickerWindow"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, AnchorPoint = Vector2New(0, 1), BorderSizePixel = 0, Position = UDim2New(0, 8, 1, -35), Size = UDim2New(1, -16, 0, 10), ZIndex = 2, TextSize = 14, BackgroundColor3 = FromRGB(140, 255, 213), }) Items["Checkers"] = Instances:Create("ImageLabel", { Parent = Items["Alpha"].Instance, Name = "\0", ScaleType = Enum.ScaleType.Tile, BorderColor3 = FromRGB(0, 0, 0), TileSize = UDim2New(0, 6, 0, 6), Image = "http://www.roblox.com/asset/?id=18274452449", BackgroundTransparency = 1, Size = UDim2New(1, 0, 1, 0), ZIndex = 2, BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIGradient", { Parent = Items["Checkers"].Instance, Name = "\0", Transparency = NumSequence({ NumSequenceKeypoint(0, 1), NumSequenceKeypoint(0.37, 0.5), NumSequenceKeypoint(1, 0), }), }) Items["AlphaDragger"] = Instances:Create("Frame", { Parent = Items["Alpha"].Instance, Name = "\0", Size = UDim2New(0, 2, 1, 0), Position = UDim2New(0, 8, 0, 0), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 2, BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIStroke", { Parent = Items["AlphaDragger"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["Hue"] = Instances:Create("TextButton", { Parent = Items["ColorpickerWindow"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, AnchorPoint = Vector2New(1, 0), BorderSizePixel = 0, Position = UDim2New(1, -7, 0, 8), Size = UDim2New(0, 10, 1, -59), ZIndex = 2, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["HueInline"] = Instances:Create("TextButton", { Parent = Items["Hue"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, BorderSizePixel = 0, Size = UDim2New(1, 0, 1, 0), ZIndex = 2, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIGradient", { Parent = Items["HueInline"].Instance, Name = "\0", Rotation = 90, Color = RGBSequence({ RGBSequenceKeypoint(0, FromRGB(255, 0, 0)), RGBSequenceKeypoint(0.17, FromRGB(255, 255, 0)), RGBSequenceKeypoint(0.33, FromRGB(0, 255, 0)), RGBSequenceKeypoint(0.5, FromRGB(0, 255, 255)), RGBSequenceKeypoint(0.67, FromRGB(0, 0, 255)), RGBSequenceKeypoint(0.83, FromRGB(255, 0, 255)), RGBSequenceKeypoint(1, FromRGB(255, 0, 0)), }), }) Instances:Create("UIStroke", { Parent = Items["Hue"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["HueDragger"] = Instances:Create("Frame", { Parent = Items["Hue"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), BackgroundTransparency = -0.009999999776482582, Position = UDim2New(0, 0, 0, 8), Size = UDim2New(1, 0, 0, 2), ZIndex = 3, BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIStroke", { Parent = Items["HueDragger"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["Palette"] = Instances:Create("TextButton", { Parent = Items["ColorpickerWindow"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, BorderSizePixel = 0, Position = UDim2New(0, 8, 0, 8), Size = UDim2New(1, -31, 1, -59), ZIndex = 2, TextSize = 14, BackgroundColor3 = FromRGB(140, 255, 213), }) Instances:Create("UIStroke", { Parent = Items["Palette"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["Saturation"] = Instances:Create("Frame", { Parent = Items["Palette"].Instance, Name = "\0", Size = UDim2New(1, 0, 1, 0), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 2, BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIGradient", { Parent = Items["Saturation"].Instance, Name = "\0", Transparency = NumSequence({ NumSequenceKeypoint(0, 1), NumSequenceKeypoint(1, 0) }), }) Items["Value"] = Instances:Create("Frame", { Parent = Items["Palette"].Instance, Name = "\0", Size = UDim2New(1, 0, 1, 0), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 2, BorderSizePixel = 0, BackgroundColor3 = FromRGB(0, 0, 0), }) Instances:Create("UIGradient", { Parent = Items["Value"].Instance, Name = "\0", Rotation = 90, Transparency = NumSequence({ NumSequenceKeypoint(0, 1), NumSequenceKeypoint(1, 0) }), }) Items["PaletteDragger"] = Instances:Create("Frame", { Parent = Items["Palette"].Instance, Name = "\0", Size = UDim2New(0, 2, 0, 2), Position = UDim2New(0, 8, 0, 8), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 2, BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIStroke", { Parent = Items["PaletteDragger"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["HexInput"] = Instances:Create("TextBox", { Parent = Items["ColorpickerWindow"].Instance, Name = "\0", FontFace = Library.Font, ClearTextOnFocus = false, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = "", AnchorPoint = Vector2New(0, 1), Size = UDim2New(1, -16, 0, 20), PlaceholderColor3 = FromRGB(255, 255, 255), Position = UDim2New(0, 8, 1, -7), BorderSizePixel = 0, TextSize = 14, BackgroundColor3 = FromRGB(32, 38, 48), }) Items["HexInput"]:AddToTheme({ TextColor3 = "Text", BackgroundColor3 = "Element" }) Instances:Create("UIStroke", { Parent = Items["HexInput"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["ColorpickerWindow2"] = Instances:Create("Frame", { Parent = Library.UnusedHolder.Instance, Name = "\0", Position = UDim2New(0, 0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(0, 50, 0, 20), BorderSizePixel = 0, BackgroundColor3 = FromRGB(32, 38, 48), AutomaticSize = Enum.AutomaticSize.Y, }) Items["ColorpickerWindow2"]:AddToTheme({ BackgroundColor3 = "Element" }) Instances:Create("UIStroke", { Parent = Items["ColorpickerWindow2"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Instances:Create("UIListLayout", { Parent = Items["ColorpickerWindow2"].Instance, Name = "\0", Padding = UDimNew(0, 2), SortOrder = Enum.SortOrder.LayoutOrder, }) end local AddButton = function(Name, Callback) local NewButton = Instances:Create("TextButton", { Parent = Items["ColorpickerWindow2"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = Name, AutoButtonColor = false, BackgroundTransparency = 1, Size = UDim2New(1, 0, 0, 20), BorderSizePixel = 0, TextSize = 14, BackgroundColor3 = FromRGB(32, 38, 48), }) NewButton:AddToTheme({ TextColor3 = "Text" }) NewButton:Connect("MouseButton1Down", function() Callback() Colorpicker:SetOpen2(false) end) return NewButton end AddButton("Copy", function() local Red = MathFloor(Colorpicker.Color.R * 255) local Green = MathFloor(Colorpicker.Color.G * 255) local Blue = MathFloor(Colorpicker.Color.B * 255) setclipboard(Red .. ", " .. Green .. ", " .. Blue) Library.CopiedColor = Red .. ", " .. Green .. ", " .. Blue end) AddButton("Paste", function() if Library.CopiedColor then local Red, Green, Blue = Library.CopiedColor:match("(%d+),%s*(%d+),%s*(%d+)") Red, Green, Blue = tonumber(Red), tonumber(Green), tonumber(Blue) Colorpicker:Set({ Red, Green, Blue }, Colorpicker.Alpha) end end) local SlidingPalette = false local SlidingHue = false local SlidingAlpha = false local Debounce = false local RenderStepped local RenderStepped2 function Colorpicker:Get() return Colorpicker.Color, Colorpicker.Alpha end function Colorpicker:SetOpen(Bool) if Debounce then return end Colorpicker.IsOpen = Bool Debounce = true if Colorpicker.IsOpen then Items["ColorpickerWindow"].Instance.Visible = true Items["ColorpickerWindow"].Instance.Parent = Library.Holder.Instance RenderStepped = Library:Connect(RunService.RenderStepped, function() if IsMobile then Items["ColorpickerWindow"].Instance.Position = UDim2New(0.5, 0, 0.5, 0) Items["ColorpickerWindow"].Instance.AnchorPoint = Vector2New(0.5, 0.5) else Items["ColorpickerWindow"].Instance.Position = UDim2New( 0, Items["ColorpickerButton"].Instance.AbsolutePosition.X, 0, Items["ColorpickerButton"].Instance.AbsolutePosition.Y + Items["ColorpickerButton"].Instance.AbsoluteSize.Y + 65 ) end end) for Index, Value in Library.OpenFrames do if Value ~= Colorpicker then Value:SetOpen(false) end end Library.OpenFrames[Colorpicker] = Colorpicker else if Library.OpenFrames[Colorpicker] then Library.OpenFrames[Colorpicker] = nil end if RenderStepped then Library:Disconnect(RenderStepped.Name) RenderStepped = nil end end local Descendants = Items["ColorpickerWindow"].Instance:GetDescendants() TableInsert(Descendants, Items["ColorpickerWindow"].Instance) local NewTween for Index, Value in Descendants do local TransparencyProperty = Tween:GetProperty(Value) if not TransparencyProperty then continue end if not Value.ClassName:find("UI") then Value.ZIndex = Colorpicker.IsOpen and 104 or 1 Items["Glow"].Instance.ZIndex = Colorpicker.IsOpen and 103 or 1 end if type(TransparencyProperty) == "table" then for _, Property in TransparencyProperty do NewTween = Tween:FadeItem(Value, Property, Bool, Library.FadeSpeed) end else NewTween = Tween:FadeItem(Value, TransparencyProperty, Bool, Library.FadeSpeed) end end NewTween.Tween.Completed:Connect(function() Debounce = false Items["ColorpickerWindow"].Instance.Visible = Colorpicker.IsOpen task.wait(0.2) Items["ColorpickerWindow"].Instance.Parent = not Colorpicker.IsOpen and Library.UnusedHolder.Instance or Library.Holder.Instance end) end function Colorpicker:SetOpen2(Bool) Colorpicker.IsOpen2 = Bool if Bool then Items["ColorpickerWindow2"].Instance.Visible = true Items["ColorpickerWindow2"].Instance.Parent = Library.Holder.Instance RenderStepped2 = Library:Connect(RunService.RenderStepped, function() if IsMobile then Items["ColorpickerWindow2"].Instance.Position = UDim2New(0.5, 0, 0.5, 0) Items["ColorpickerWindow2"].Instance.AnchorPoint = Vector2New(0.5, 0.5) else Items["ColorpickerWindow2"].Instance.Position = UDim2New( 0, Items["ColorpickerButton"].Instance.AbsolutePosition.X + Items["ColorpickerButton"].Instance.AbsoluteSize.X, 0, Items["ColorpickerButton"].Instance.AbsolutePosition.Y + Items["ColorpickerButton"].Instance.AbsoluteSize.Y + 65 ) end end) else if RenderStepped2 then Library:Disconnect(RenderStepped2.Name) RenderStepped2 = nil end Items["ColorpickerWindow2"].Instance.Visible = false Items["ColorpickerWindow2"].Instance.Parent = Library.UnusedHolder.Instance end end function Colorpicker:SlidePalette(Input) if not Input or not SlidingPalette then return end local ValueX = MathClamp( 1 - (Input.Position.X - Items["Palette"].Instance.AbsolutePosition.X) / Items["Palette"].Instance.AbsoluteSize.X, 0, 1 ) local ValueY = MathClamp( 1 - (Input.Position.Y - Items["Palette"].Instance.AbsolutePosition.Y) / Items["Palette"].Instance.AbsoluteSize.Y, 0, 1 ) Colorpicker.Saturation = ValueX Colorpicker.Value = ValueY local SlideX = MathClamp( (Input.Position.X - Items["Palette"].Instance.AbsolutePosition.X) / Items["Palette"].Instance.AbsoluteSize.X, 0, 0.99 ) local SlideY = MathClamp( (Input.Position.Y - Items["Palette"].Instance.AbsolutePosition.Y) / Items["Palette"].Instance.AbsoluteSize.Y, 0, 0.99 ) Items["PaletteDragger"]:Tween( TweenInfo.new(Library.Tween.Time, Enum.EasingStyle.Quart, Enum.EasingDirection.Out), { Position = UDim2New(SlideX, 0, SlideY, 0) } ) Colorpicker:Update() end function Colorpicker:SlideHue(Input) if not Input or not SlidingHue then return end local ValueY = MathClamp( (Input.Position.Y - Items["Hue"].Instance.AbsolutePosition.Y) / Items["Hue"].Instance.AbsoluteSize.Y, 0, 1 ) Colorpicker.Hue = ValueY local SlideY = MathClamp( (Input.Position.Y - Items["Hue"].Instance.AbsolutePosition.Y) / Items["Hue"].Instance.AbsoluteSize.Y, 0, 0.99 ) Items["HueDragger"]:Tween( TweenInfo.new(Library.Tween.Time, Enum.EasingStyle.Quart, Enum.EasingDirection.Out), { Position = UDim2New(0, 0, SlideY, 0) } ) Colorpicker:Update() end function Colorpicker:SlideAlpha(Input) if not Input or not SlidingAlpha then return end local ValueX = MathClamp( (Input.Position.X - Items["Alpha"].Instance.AbsolutePosition.X) / Items["Alpha"].Instance.AbsoluteSize.X, 0, 1 ) Colorpicker.Alpha = ValueX local SlideX = MathClamp( (Input.Position.X - Items["Alpha"].Instance.AbsolutePosition.X) / Items["Alpha"].Instance.AbsoluteSize.X, 0, 0.99 ) Items["AlphaDragger"]:Tween( TweenInfo.new(Library.Tween.Time, Enum.EasingStyle.Quart, Enum.EasingDirection.Out), { Position = UDim2New(SlideX, 0, 0, 0) } ) Colorpicker:Update(true) end function Colorpicker:Update(IsFromAlpha) local Hue, Saturation, Value = Colorpicker.Hue, Colorpicker.Saturation, Colorpicker.Value Colorpicker.Color = FromHSV(Hue, Saturation, Value) Colorpicker.HexValue = Colorpicker.Color:ToHex() Library.Flags[Colorpicker.Flag] = { Alpha = Colorpicker.Alpha, Color = Colorpicker.Color, HexValue = Colorpicker.HexValue, } Items["ColorpickerButton"]:Tween(nil, { BackgroundColor3 = Colorpicker.Color }) Items["Palette"]:Tween(nil, { BackgroundColor3 = FromHSV(Hue, 1, 1) }) Items["HexInput"].Instance.Text = "#" .. Colorpicker.HexValue if not IsFromAlpha then Items["Alpha"]:Tween(nil, { BackgroundColor3 = Colorpicker.Color }) end if Data.Callback then Library:SafeCall(Data.Callback, Colorpicker.Color, Colorpicker.Alpha) end end function Colorpicker:Set(Color, Alpha) if type(Color) == "table" then Color = FromRGB(Color[1], Color[2], Color[3]) elseif type(Color) == "string" then Color = FromHex(Color) end Colorpicker.Hue, Colorpicker.Saturation, Colorpicker.Value = Color:ToHSV() Colorpicker.Alpha = Alpha or 0 local PaletteValueX = MathClamp(1 - Colorpicker.Saturation, 0, 0.99) local PaletteValueY = MathClamp(1 - Colorpicker.Value, 0, 0.99) local AlphaPositionX = MathClamp(Colorpicker.Alpha, 0, 0.99) local HuePositionY = MathClamp(Colorpicker.Hue, 0, 0.99) Items["PaletteDragger"]:Tween( TweenInfo.new(Library.Tween.Time, Enum.EasingStyle.Quart, Enum.EasingDirection.Out), { Position = UDim2New(PaletteValueX, 0, PaletteValueY, 0) } ) Items["HueDragger"]:Tween( TweenInfo.new(Library.Tween.Time, Enum.EasingStyle.Quart, Enum.EasingDirection.Out), { Position = UDim2New(0, 0, HuePositionY, 0) } ) Items["AlphaDragger"]:Tween( TweenInfo.new(Library.Tween.Time, Enum.EasingStyle.Quart, Enum.EasingDirection.Out), { Position = UDim2New(AlphaPositionX, 0, 0, 0) } ) Colorpicker:Update(false) end local PaletteChanged Items["Palette"]:Connect("InputBegan", function(Input) if Input.UserInputType == Enum.UserInputType.MouseButton1 or Input.UserInputType == Enum.UserInputType.Touch then SlidingPalette = true Colorpicker:SlidePalette(Input) if PaletteChanged then return end PaletteChanged = Input.Changed:Connect(function() if Input.UserInputState == Enum.UserInputState.End then SlidingPalette = false PaletteChanged:Disconnect() PaletteChanged = nil end end) end end) local HueChanged Items["HueInline"]:Connect("InputBegan", function(Input) if Input.UserInputType == Enum.UserInputType.MouseButton1 or Input.UserInputType == Enum.UserInputType.Touch then SlidingHue = true Colorpicker:SlideHue(Input) if HueChanged then return end HueChanged = Input.Changed:Connect(function() if Input.UserInputState == Enum.UserInputState.End then SlidingHue = false HueChanged:Disconnect() HueChanged = nil end end) end end) local AlphaChanged Items["Alpha"]:Connect("InputBegan", function(Input) if Input.UserInputType == Enum.UserInputType.MouseButton1 or Input.UserInputType == Enum.UserInputType.Touch then SlidingAlpha = true Colorpicker:SlideAlpha(Input) if AlphaChanged then return end AlphaChanged = Input.Changed:Connect(function() if Input.UserInputState == Enum.UserInputState.End then SlidingAlpha = false AlphaChanged:Disconnect() AlphaChanged = nil end end) end end) Items["HexInput"]:Connect("FocusLost", function() Colorpicker:Set(tostring(Items["HexInput"].Instance.Text), Colorpicker.Alpha) end) local CompareVectors = function(PointA, PointB) return (PointA.X < PointB.X) or (PointA.Y < PointB.Y) end local IsClipped = function(Object, Column) local Parent = Column local BoundryTop = Parent.AbsolutePosition local BoundryBottom = BoundryTop + Parent.AbsoluteSize local Top = Object.AbsolutePosition local Bottom = Top + Object.AbsoluteSize return CompareVectors(Top, BoundryTop) or CompareVectors(BoundryBottom, Bottom) end Items["ColorpickerButton"]:Connect("Changed", function(Property) if Property == "AbsolutePosition" and Colorpicker.IsOpen then Colorpicker.IsOpen = not IsClipped( Items["ColorpickerWindow"].Instance, Data.Section.Items["Section"].Instance.Parent ) Items["ColorpickerWindow"].Instance.Visible = Colorpicker.IsOpen end end) Library:Connect(UserInputService.InputChanged, function(Input) if Input.UserInputType == Enum.UserInputType.MouseMovement or Input.UserInputType == Enum.UserInputType.Touch then if SlidingPalette then Colorpicker:SlidePalette(Input) elseif SlidingHue then Colorpicker:SlideHue(Input) elseif SlidingAlpha then Colorpicker:SlideAlpha(Input) end end end) Library:Connect(UserInputService.InputBegan, function(Input) if Input.UserInputType == Enum.UserInputType.MouseButton1 or Input.UserInputType == Enum.UserInputType.Touch then if not Colorpicker.IsOpen then return end if Library:IsMouseOverFrame(Items["ColorpickerWindow"]) or Library:IsMouseOverFrame(Items["ColorpickerWindow2"]) then return end Colorpicker:SetOpen(false) Colorpicker:SetOpen2(false) end end) Items["ColorpickerButton"]:Connect("MouseButton1Down", function() Colorpicker:SetOpen(not Colorpicker.IsOpen) end) Items["ColorpickerButton"]:Connect("MouseButton2Down", function() Colorpicker:SetOpen2(not Colorpicker.IsOpen2) end) if Data.Default then Colorpicker:Set(Data.Default, Data.Alpha) end Library.SetFlags[Colorpicker.Flag] = function(Color, Alpha) Colorpicker:Set(Color, Alpha) end return Colorpicker, Items end Library.CreateKeybind = function(self, Data) local Keybind = { IsOpen = false, Key = "", Toggled = false, Mode = "", Flag = Data.Flag, Picking = false, Value = "", } local KeyListItem if Library.KeyList then KeyListItem = Library.KeyList:Add("", "") end local Items = {} do Items["KeyButton"] = Instances:Create("TextButton", { Parent = Data.Parent.Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), TextTransparency = 0.5, Text = "Unbound", AutoButtonColor = false, Size = UDim2New(0, 0, 0, 15), BorderSizePixel = 0, BorderColor3 = FromRGB(0, 0, 0), AutomaticSize = Enum.AutomaticSize.X, TextSize = 14, BackgroundColor3 = FromRGB(32, 38, 48), }) Items["KeyButton"]:AddToTheme({ TextColor3 = "Text", BackgroundColor3 = "Element" }) Instances:Create("UIPadding", { Parent = Items["KeyButton"].Instance, Name = "\0", PaddingRight = UDimNew(0, 8), PaddingLeft = UDimNew(0, 8), }) Instances:Create("UIStroke", { Parent = Items["KeyButton"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["KeybindWindow"] = Instances:Create("Frame", { Parent = Library.UnusedHolder.Instance, Name = "\0", Visible = false, Position = UDim2New(0, 114, 0, 35), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 5, Size = UDim2New(0, 78, 0, 66), BorderSizePixel = 0, BackgroundColor3 = FromRGB(32, 38, 48), }) Items["KeybindWindow"]:AddToTheme({ BackgroundColor3 = "Element" }) Items["Toggle"] = Instances:Create("TextButton", { Parent = Items["KeybindWindow"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, BorderSizePixel = 0, Position = UDim2New(0, 2, 0, 2), Size = UDim2New(1, -4, 0, 20), ZIndex = 5, TextSize = 14, BackgroundColor3 = FromRGB(32, 38, 48), }) Items["Toggle"]:AddToTheme({ BackgroundColor3 = "Element" }) Instances:Create("UIGradient", { Parent = Items["Toggle"].Instance, Name = "\0", Rotation = -90, Color = RGBSequence({ RGBSequenceKeypoint(0, FromRGB(255, 255, 255)), RGBSequenceKeypoint(1, FromRGB(200, 200, 200)), }), }) Items["ToggleStroke"] = Instances:Create("UIStroke", { Parent = Items["Toggle"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }) Items["ToggleStroke"]:AddToTheme({ Color = "Border" }) Items["ToggleLiner"] = Instances:Create("Frame", { Parent = Items["Toggle"].Instance, Name = "\0", Size = UDim2New(0, 1, 1, 0), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 5, BorderSizePixel = 0, BackgroundColor3 = FromRGB(94, 213, 213), }) Items["ToggleLiner"]:AddToTheme({ BackgroundColor3 = "Accent" }) Items["ToggleText"] = Instances:Create("TextLabel", { Parent = Items["Toggle"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = "Toggle", AutomaticSize = Enum.AutomaticSize.X, AnchorPoint = Vector2New(0, 0.5), Size = UDim2New(0, 0, 0, 15), BackgroundTransparency = 1, Position = UDim2New(0, 7, 0.5, 0), BorderSizePixel = 0, ZIndex = 5, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["ToggleText"]:AddToTheme({ TextColor3 = "Text" }) Items["Hold"] = Instances:Create("TextButton", { Parent = Items["KeybindWindow"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, BorderSizePixel = 0, BackgroundTransparency = 1, Position = UDim2New(0, 2, 0, 22), Size = UDim2New(1, -4, 0, 20), ZIndex = 5, TextSize = 14, BackgroundColor3 = FromRGB(32, 38, 48), }) Items["Hold"]:AddToTheme({ BackgroundColor3 = "Element" }) Instances:Create("UIGradient", { Parent = Items["Hold"].Instance, Name = "\0", Rotation = -90, Color = RGBSequence({ RGBSequenceKeypoint(0, FromRGB(255, 255, 255)), RGBSequenceKeypoint(1, FromRGB(200, 200, 200)), }), }) Items["HoldStroke"] = Instances:Create("UIStroke", { Parent = Items["Hold"].Instance, Name = "\0", ApplyStrokeMode = Enum.ApplyStrokeMode.Border, Transparency = 1, Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, }) Items["HoldStroke"]:AddToTheme({ Color = "Border" }) Items["HoldLiner"] = Instances:Create("Frame", { Parent = Items["Hold"].Instance, Name = "\0", BackgroundTransparency = 1, Size = UDim2New(0, 1, 1, 0), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 5, BorderSizePixel = 0, BackgroundColor3 = FromRGB(94, 213, 213), }) Items["HoldLiner"]:AddToTheme({ BackgroundColor3 = "Accent" }) Items["HoldText"] = Instances:Create("TextLabel", { Parent = Items["Hold"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), TextTransparency = 0.4000000059604645, Text = "Hold", AutomaticSize = Enum.AutomaticSize.X, Size = UDim2New(0, 0, 0, 15), AnchorPoint = Vector2New(0, 0.5), BorderSizePixel = 0, BackgroundTransparency = 1, Position = UDim2New(0, 10, 0.5, 0), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 5, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["HoldText"]:AddToTheme({ TextColor3 = "Text" }) Items["AlwaysOn"] = Instances:Create("TextButton", { Parent = Items["KeybindWindow"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, BorderSizePixel = 0, BackgroundTransparency = 1, Position = UDim2New(0, 2, 0, 44), Size = UDim2New(1, -4, 0, 20), ZIndex = 5, TextSize = 14, BackgroundColor3 = FromRGB(32, 38, 48), }) Instances:Create("UIGradient", { Parent = Items["AlwaysOn"].Instance, Name = "\0", Rotation = -90, Color = RGBSequence({ RGBSequenceKeypoint(0, FromRGB(255, 255, 255)), RGBSequenceKeypoint(1, FromRGB(200, 200, 200)), }), }) Items["AlwaysOnStroke"] = Instances:Create("UIStroke", { Parent = Items["AlwaysOn"].Instance, Name = "\0", ApplyStrokeMode = Enum.ApplyStrokeMode.Border, Transparency = 1, Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, }) Items["AlwaysOnStroke"]:AddToTheme({ Color = "Border" }) Items["AlwaysOnLiner"] = Instances:Create("Frame", { Parent = Items["AlwaysOn"].Instance, Name = "\0", BackgroundTransparency = 1, Size = UDim2New(0, 1, 1, 0), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 5, BorderSizePixel = 0, BackgroundColor3 = FromRGB(94, 213, 213), }) Items["AlwaysOnLiner"]:AddToTheme({ BackgroundColor3 = "Accent" }) Items["AlwaysOnText"] = Instances:Create("TextLabel", { Parent = Items["AlwaysOn"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), TextTransparency = 0.4000000059604645, Text = "Always On", AutomaticSize = Enum.AutomaticSize.X, Size = UDim2New(0, 0, 0, 15), AnchorPoint = Vector2New(0, 0.5), BorderSizePixel = 0, BackgroundTransparency = 1, Position = UDim2New(0, 10, 0.5, 0), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 5, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["AlwaysOnText"]:AddToTheme({ TextColor3 = "Text" }) Items["KeyButton"]:OnHover(function() Items["KeyButton"]:Tween( nil, { BackgroundColor3 = Library:GetLighterColor(Library.Theme.Element, 1.35) } ) end) Items["KeyButton"]:OnHoverLeave(function() Items["KeyButton"]:Tween(nil, { BackgroundColor3 = Library.Theme.Element }) end) end local Update = function() if KeyListItem then KeyListItem:SetText(Data.Name, Keybind.Value) if Keybind.ForceHide then KeyListItem:SetStatus(false) else KeyListItem:SetStatus(Keybind.Toggled) end end end local Modes = { ["Toggle"] = { Items["Toggle"], Items["ToggleText"], Items["ToggleStroke"], Items["ToggleLiner"] }, ["Hold"] = { Items["Hold"], Items["HoldText"], Items["HoldStroke"], Items["HoldLiner"] }, ["Always On"] = { Items["AlwaysOn"], Items["AlwaysOnText"], Items["AlwaysOnStroke"], Items["AlwaysOnLiner"], }, } function Keybind:Get() return Keybind.Mode, Keybind.Key, Keybind.Toggled end local Debounce = false local RenderStepped function Keybind:SetOpen(Bool) if Debounce then return end Keybind.IsOpen = Bool Debounce = true if Keybind.IsOpen then Items["KeybindWindow"].Instance.Visible = true Items["KeybindWindow"].Instance.Parent = Library.Holder.Instance RenderStepped = Library:Connect(RunService.RenderStepped, function() Items["KeybindWindow"].Instance.Position = UDim2New( 0, Items["KeyButton"].Instance.AbsolutePosition.X, 0, Items["KeyButton"].Instance.AbsolutePosition.Y + Items["KeyButton"].Instance.AbsoluteSize.Y + 65 ) end) if not Debounce then for Index, Value in Library.OpenFrames do if Value ~= Keybind then Value:SetOpen(false) end end Library.OpenFrames[Keybind] = Keybind end else if not Debounce then if Library.OpenFrames[Keybind] then Library.OpenFrames[Keybind] = nil end end if RenderStepped then Library:Disconnect(RenderStepped.Name) RenderStepped = nil end end local Descendants = Items["KeybindWindow"].Instance:GetDescendants() TableInsert(Descendants, Items["KeybindWindow"].Instance) local NewTween for Index, Value in Descendants do local TransparencyProperty = Tween:GetProperty(Value) if not TransparencyProperty then continue end if type(TransparencyProperty) == "table" then for _, Property in TransparencyProperty do NewTween = Tween:FadeItem(Value, Property, Bool, Library.FadeSpeed) end else NewTween = Tween:FadeItem(Value, TransparencyProperty, Bool, Library.FadeSpeed) end end NewTween.Tween.Completed:Connect(function() Debounce = false Items["KeybindWindow"].Instance.Visible = Keybind.IsOpen task.wait(0.2) Items["KeybindWindow"].Instance.Parent = not Keybind.IsOpen and Library.UnusedHolder.Instance or Library.Holder.Instance end) end function Keybind:Set(Key) local KStr = tostring(type(Key) == "table" and Key.Key or Key) if StringFind(KStr, "Backspace") or KStr == "None" then Keybind.Key = "None" Keybind.Value = "None" Items["KeyButton"].Instance.Text = "None" -- Set mode from table or keep existing, default to Toggle local IncomingMode = (type(Key) == "table" and Key.Mode) or Keybind.Mode if IncomingMode == nil or IncomingMode == "" then IncomingMode = Data.Mode or "Toggle" end Keybind.Mode = IncomingMode Keybind:SetMode(IncomingMode) Library.Flags[Keybind.Flag] = { Mode = Keybind.Mode, Key = Keybind.Key, Toggled = Keybind.Toggled, } Update() Keybind.Picking = false return end if StringFind(tostring(Key), "Enum") then Keybind.Key = tostring(Key) Keybind.Picking = false -- Ensure mode is set; default to Toggle if empty if Keybind.Mode == nil or Keybind.Mode == "" then Keybind.Mode = Data.Mode or "Toggle" Keybind:SetMode(Keybind.Mode) end Key = Key.Name local KeyString = Keys[Keybind.Key] or StringGSub(Key, "Enum.", "") or "None" local TextToDisplay = StringGSub(StringGSub(KeyString, "KeyCode.", ""), "UserInputType.", "") or "None" Keybind.Value = TextToDisplay Items["KeyButton"].Instance.Text = TextToDisplay Library.Flags[Keybind.Flag] = { Mode = Keybind.Mode, Key = Keybind.Key, Toggled = Keybind.Toggled, } if Data.Callback then Library:SafeCall(Data.Callback, Keybind.Toggled) end Update() elseif type(Key) == "table" then local RealKey = Key.Key == "Backspace" and "None" or Key.Key Keybind.Key = tostring(Key.Key) if Key.Mode then Keybind.Mode = Key.Mode Keybind:SetMode(Key.Mode) else Keybind.Mode = "Toggle" Keybind:SetMode("Toggle") end local KeyString = Keys[Keybind.Key] or StringGSub(tostring(RealKey), "Enum.", "") or RealKey local TextToDisplay = KeyString and StringGSub(StringGSub(KeyString, "KeyCode.", ""), "UserInputType.", "") or "None" TextToDisplay = StringGSub(StringGSub(KeyString, "KeyCode.", ""), "UserInputType.", "") Keybind.Value = TextToDisplay Items["KeyButton"].Instance.Text = TextToDisplay if Key.Toggled then Keybind:Press(Key.Toggled, true) end if Data.Callback then Library:SafeCall(Data.Callback, Keybind.Toggled) end Update() elseif TableFind({ "Toggle", "Hold", "Always" }, Key) then Keybind.Mode = Key Keybind:SetMode(Keybind.Mode) if Data.Callback then Library:SafeCall(Data.Callback, Keybind.Toggled) end Update() elseif type(Key) == "boolean" then Keybind:Press(Key) end Keybind.Picking = false end function Keybind:Press(Bool) if Keybind.Mode == "Toggle" then Keybind.Toggled = not Keybind.Toggled elseif Keybind.Mode == "Hold" then Keybind.Toggled = Bool elseif Keybind.Mode == "Always" then Keybind.Toggled = true end Library.Flags[Keybind.Flag] = { Mode = Keybind.Mode, Key = Keybind.Key, Toggled = Keybind.Toggled, } if Data.Callback then Library:SafeCall(Data.Callback, Keybind.Toggled) end Update() end function Keybind:SetVisibleInList(Bool) Keybind.ForceHide = not Bool Update() end function Keybind:SetMode(Mode) for Index, Value in Modes do if Index == Mode then Value[1]:Tween(nil, { BackgroundTransparency = 0 }) Value[4]:Tween(nil, { BackgroundTransparency = 0 }) Value[2]:Tween(nil, { TextTransparency = 0 }) Value[3]:Tween(nil, { Transparency = 0 }) else Value[1]:Tween(nil, { BackgroundTransparency = 1 }) Value[4]:Tween(nil, { BackgroundTransparency = 1 }) Value[2]:Tween(nil, { TextTransparency = 0.4 }) Value[3]:Tween(nil, { Transparency = 1 }) end end Library.Flags[Keybind.Flag] = { Mode = Keybind.Mode, Key = Keybind.Key, Toggled = Keybind.Toggled, } if Data.Callback then Library:SafeCall(Data.Callback, Keybind.Toggled) end Update() end local CompareVectors = function(PointA, PointB) return (PointA.X < PointB.X) or (PointA.Y < PointB.Y) end local IsClipped = function(Object, Column) local Parent = Column local BoundryTop = Parent.AbsolutePosition local BoundryBottom = BoundryTop + Parent.AbsoluteSize local Top = Object.AbsolutePosition local Bottom = Top + Object.AbsoluteSize return CompareVectors(Top, BoundryTop) or CompareVectors(BoundryBottom, Bottom) end Items["KeyButton"]:Connect("Changed", function(Property) if Property == "AbsolutePosition" and Keybind.IsOpen then Keybind.IsOpen = not IsClipped(Items["KeybindWindow"].Instance, Data.Section.Items["Section"].Instance.Parent) Items["KeybindWindow"].Instance.Visible = Keybind.IsOpen end end) Items["KeyButton"]:Connect("MouseButton1Click", function() Keybind.Picking = true Items["KeyButton"].Instance.Text = "." Library:Thread(function() local Count = 1 while true do if not Keybind.Picking then break end if Count == 4 then Count = 1 end if Keybind.Picking then Items["KeyButton"].Instance.Text = Count == 1 and "." or Count == 2 and ".." or Count == 3 and "..." end Count += 1 task.wait(0.4) end end) local InputBegan InputBegan = UserInputService.InputBegan:Connect(function(Input) if Input.UserInputType == Enum.UserInputType.Touch then return end if Input.UserInputType == Enum.UserInputType.Keyboard then Keybind:Set(Input.KeyCode) else Keybind:Set(Input.UserInputType) end InputBegan:Disconnect() InputBegan = nil end) end) Items["KeyButton"]:Connect("MouseButton2Down", function() Keybind:SetOpen(not Keybind.IsOpen) end) Library:Connect(UserInputService.InputBegan, function(Input) if Keybind.Value == "None" then return end if tostring(Input.KeyCode) == Keybind.Key then if Keybind.Mode == "Toggle" then Keybind:Press() elseif Keybind.Mode == "Hold" then Keybind:Press(true) elseif Keybind.Mode == "Always" then Keybind:Press(true) end elseif tostring(Input.UserInputType) == Keybind.Key then if Keybind.Mode == "Toggle" then Keybind:Press() elseif Keybind.Mode == "Hold" then Keybind:Press(true) elseif Keybind.Mode == "Always" then Keybind:Press(true) end end if Input.UserInputType == Enum.UserInputType.MouseButton1 then if not Keybind.IsOpen then return end if Library:IsMouseOverFrame(Items["KeybindWindow"]) then return end Keybind:SetOpen(false) end end) Library:Connect(UserInputService.InputEnded, function(Input) if Keybind.Value == "None" then return end if tostring(Input.KeyCode) == Keybind.Key then if Keybind.Mode == "Hold" then Keybind:Press(false) elseif Keybind.Mode == "Always" then Keybind:Press(true) end elseif tostring(Input.UserInputType) == Keybind.Key then if Keybind.Mode == "Hold" then Keybind:Press(false) elseif Keybind.Mode == "Always" then Keybind:Press(true) end end end) Items["Toggle"]:Connect("MouseButton1Down", function() Keybind.Mode = "Toggle" Keybind:SetMode("Toggle") end) Items["Hold"]:Connect("MouseButton1Down", function() Keybind.Mode = "Hold" Keybind:SetMode("Hold") end) Items["AlwaysOn"]:Connect("MouseButton1Down", function() Keybind.Mode = "Always" Keybind:SetMode("Always On") end) if Data.Default then Keybind:Set({ Key = Data.Default, Mode = Data.Mode or "Toggle", Toggled = Data.Toggled }) end Library.SetFlags[Keybind.Flag] = function(Value) Keybind:Set(Value) end return Keybind, Items end Library.Watermark = function(self, Name) local Watermark = {} local Items = {} do Items["Watermark"] = Instances:Create("Frame", { Parent = Library.Holder.Instance, Name = "\0", AnchorPoint = Vector2New(0.5, 0), Position = UDim2New(0.5, 0, 0, 25), BorderColor3 = FromRGB(0, 34, 37), Size = UDim2New(0, 180, 0, 30), BorderSizePixel = 2, BackgroundColor3 = FromRGB(17, 21, 27), ZIndex = 5, }) Items["Watermark"]:AddToTheme({ BackgroundColor3 = "Background 1" }) Items["UIStroke"] = Instances:Create("UIStroke", { Parent = Items["Watermark"].Instance, Name = "\0", Color = FromRGB(94, 213, 213), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }) Items["UIStroke"]:AddToTheme({ Color = "Accent" }) Instances:Create("UIGradient", { Parent = Items["UIStroke"].Instance, Name = "\0", Rotation = 90, Transparency = NumSequence({ NumSequenceKeypoint(0, 0), NumSequenceKeypoint(0.696, 0.2749999761581421), NumSequenceKeypoint(0.84, 0.574999988079071), NumSequenceKeypoint(1, 1), }), }) Items["Glow"] = Instances:Create("ImageLabel", { Parent = Items["Watermark"].Instance, Name = "\0", ImageColor3 = FromRGB(94, 213, 213), ScaleType = Enum.ScaleType.Slice, ImageTransparency = 0.5, BorderColor3 = FromRGB(0, 0, 0), BackgroundColor3 = FromRGB(255, 255, 255), Size = UDim2New(1, 25, 1, 25), AnchorPoint = Vector2New(0.5, 0.5), Image = "rbxassetid://18245826428", BackgroundTransparency = 1, Position = UDim2New(0.5, 0, 0.5, 0), ZIndex = 4, BorderSizePixel = 0, SliceCenter = RectNew(Vector2New(21, 21), Vector2New(79, 79)), }) Items["Glow"]:AddToTheme({ ImageColor3 = "Accent" }) Instances:Create("UIGradient", { Parent = Items["Glow"].Instance, Name = "\0", Rotation = 90, Transparency = NumSequence({ NumSequenceKeypoint(0, 0), NumSequenceKeypoint(1, 1) }), }) Items["Text"] = Instances:Create("TextLabel", { Parent = Items["Watermark"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = Name, AnchorPoint = Vector2New(0.5, 0.5), Size = UDim2New(0, 0, 0, 15), BackgroundTransparency = 1, Position = UDim2New(0.5, 0, 0.5, 0), BorderSizePixel = 0, ZIndex = 5, AutomaticSize = Enum.AutomaticSize.X, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Text"]:AddToTheme({ TextColor3 = "Text" }) Items["Watermark"]:MakeDraggable() end Watermark.BaseText = Name function Watermark:SetText(Text) Watermark.BaseText = tostring(Text) end local Frames = 0 local LastUpdate = tick() local CurrentFps = 60 Library:Connect(RunService.RenderStepped, function() Frames = Frames + 1 local Now = tick() if Now - LastUpdate >= 1 then CurrentFps = math.floor(Frames / (Now - LastUpdate)) Frames = 0 LastUpdate = Now end local Ping = 0 pcall(function() Ping = math.floor(LocalPlayer:GetNetworkPing() * 1000) end) Items["Text"].Instance.Text = string.format("%s | %d FPS | %d ms", Watermark.BaseText, CurrentFps, Ping) Items["Watermark"]:Tween(nil, { Size = UDim2New(0, Items["Text"].Instance.TextBounds.X + 20, 0, 30) }) end) function Watermark:SetVisibility(Bool) Items["Watermark"].Instance.Visible = Bool end Watermark:SetText(Name) return Watermark end Library.KeybindList = function(self) local KeybindList = {} self.KeyList = KeybindList local Items = {} do Items["KeybindList"] = Instances:Create("Frame", { Parent = Library.Holder.Instance, Name = "\0", AnchorPoint = Vector2New(0, 0.5), Position = UDim2New(0, 20, 0.5, 0), BorderColor3 = FromRGB(0, 0, 0), BorderSizePixel = 0, Visible = false, AutomaticSize = Enum.AutomaticSize.XY, BackgroundColor3 = FromRGB(24, 28, 36), }) Items["KeybindList"]:AddToTheme({ BackgroundColor3 = "Background 2" }) Instances:Create("UIPadding", { Parent = Items["KeybindList"].Instance, Name = "\0", PaddingTop = UDimNew(0, 9), PaddingBottom = UDimNew(0, 9), PaddingRight = UDimNew(0, 9), PaddingLeft = UDimNew(0, 9), }) Items["Liner"] = Instances:Create("Frame", { Parent = Items["KeybindList"].Instance, Name = "\0", Position = UDim2New(0, -9, 0, -9), BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(1, 18, 0, 2), BorderSizePixel = 0, BackgroundColor3 = FromRGB(94, 213, 213), }) Items["Liner"]:AddToTheme({ BackgroundColor3 = "Accent" }) Items["Glow"] = Instances:Create("ImageLabel", { Parent = Items["Liner"].Instance, Name = "\0", ImageColor3 = FromRGB(94, 213, 213), ScaleType = Enum.ScaleType.Slice, ImageTransparency = 0.5, BorderColor3 = FromRGB(0, 0, 0), BackgroundColor3 = FromRGB(94, 213, 213), Size = UDim2New(0, 113, 1, 8), AnchorPoint = Vector2New(0.5, 0.5), Image = "rbxassetid://18245826428", BackgroundTransparency = 1, Position = UDim2New(0.5, 0, 0.5, 0), ZIndex = 2, BorderSizePixel = 0, SliceCenter = RectNew(Vector2New(21, 21), Vector2New(79, 79)), }) Items["Glow"]:AddToTheme({ ImageColor3 = "Accent" }) Instances:Create("UIGradient", { Parent = Items["Glow"].Instance, Name = "\0", Rotation = 90, Transparency = NumSequence({ NumSequenceKeypoint(0, 0), NumSequenceKeypoint(1, 1) }), }) Items["Title"] = Instances:Create("TextLabel", { Parent = Items["KeybindList"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = "Keybinds", BackgroundTransparency = 1, TextXAlignment = Enum.TextXAlignment.Left, Size = UDim2New(0, 75, 0, 15), BorderSizePixel = 0, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Title"]:AddToTheme({ TextColor3 = "Text" }) Items["Liner2"] = Instances:Create("Frame", { Parent = Items["KeybindList"].Instance, Name = "\0", Position = UDim2New(0, 0, 0, 21), BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(1, 0, 0, 1), BorderSizePixel = 0, BackgroundColor3 = FromRGB(46, 52, 61), }) Items["Liner2"]:AddToTheme({ BackgroundColor3 = "Border" }) Items["Content"] = Instances:Create("Frame", { Parent = Items["KeybindList"].Instance, Name = "\0", BackgroundTransparency = 1, Position = UDim2New(0, 0, 0, 28), BorderColor3 = FromRGB(0, 0, 0), BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.XY, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIListLayout", { Parent = Items["Content"].Instance, Name = "\0", Padding = UDimNew(0, 4), SortOrder = Enum.SortOrder.LayoutOrder, }) Instances:Create("UIStroke", { Parent = Items["KeybindList"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) end function KeybindList:SetVisibility(Bool) Items["KeybindList"].Instance.Visible = Bool end function KeybindList:Add(Name, Key) local NewKey = Instances:Create("TextLabel", { Parent = Items["Content"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), TextTransparency = 0.4000000059604645, Text = Name .. " [" .. Key .. "]", Size = UDim2New(0, 0, 0, 15), BackgroundTransparency = 1, BorderSizePixel = 0, BorderColor3 = FromRGB(0, 0, 0), AutomaticSize = Enum.AutomaticSize.X, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) NewKey:AddToTheme({ TextColor3 = "Text" }) function NewKey:SetText(Name, Key) NewKey.Instance.Text = Name .. " [" .. Key .. "]" end function NewKey:SetStatus(Bool) if NewKey.Instance.Text:find("Menu Keybind") then NewKey.Instance.Visible = false return end NewKey.Instance.Visible = Bool end return NewKey end return KeybindList end Library.ArmorViewer = function(self) local Viewer = { Items = {}, } local Items = {} do Items["ArmorViewer"] = Instances:Create("Frame", { Parent = Library.Holder.Instance, Name = "\0", Position = UDim2New(0, 0, 0.5, 0), BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(0, 295, 0, 220), BorderSizePixel = 0, ZIndex = 8, BackgroundColor3 = FromRGB(24, 28, 36), }) Items["ArmorViewer"]:AddToTheme({ BackgroundColor3 = "Background 2" }) Items["ArmorViewer"]:MakeDraggable() Items["ArmorViewer"]:MakeResizeable(Vector2New(295, 220), Vector2New(9999, 9999)) Items["Liner"] = Instances:Create("Frame", { Parent = Items["ArmorViewer"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(1, 0, 0, 2), BorderSizePixel = 0, ZIndex = 8, BackgroundColor3 = FromRGB(94, 213, 213), }) Items["Liner"]:AddToTheme({ BackgroundColor3 = "Accent" }) Items["Glow"] = Instances:Create("ImageLabel", { Parent = Items["Liner"].Instance, Name = "\0", ImageColor3 = FromRGB(94, 213, 213), ScaleType = Enum.ScaleType.Slice, ImageTransparency = 0.5, BorderColor3 = FromRGB(0, 0, 0), BackgroundColor3 = FromRGB(94, 213, 213), Size = UDim2New(1, 8, 1, 8), AnchorPoint = Vector2New(0.5, 0.5), Image = "rbxassetid://18245826428", BackgroundTransparency = 1, Position = UDim2New(0.5, 0, 0.5, 0), ZIndex = 8, BorderSizePixel = 0, SliceCenter = RectNew(Vector2New(21, 21), Vector2New(79, 79)), }) Items["Glow"]:AddToTheme({ ImageColor3 = "Accent" }) Instances:Create("UIGradient", { Parent = Items["Glow"].Instance, Name = "\0", Rotation = 90, Transparency = NumSequence({ NumSequenceKeypoint(0, 0), NumSequenceKeypoint(1, 1) }), }) Items["Title"] = Instances:Create("TextLabel", { Parent = Items["ArmorViewer"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = "inventory", Size = UDim2New(0, 0, 0, 15), Position = UDim2New(0, 8, 0, 8), BackgroundTransparency = 1, TextXAlignment = Enum.TextXAlignment.Left, BorderSizePixel = 0, ZIndex = 8, AutomaticSize = Enum.AutomaticSize.X, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Title"]:AddToTheme({ TextColor3 = "Text" }) Items["Holder"] = Instances:Create("Frame", { Parent = Items["ArmorViewer"].Instance, Name = "\0", BackgroundTransparency = 1, Position = UDim2New(0, 8, 0, 32), BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(1, -16, 1, -40), BorderSizePixel = 0, ZIndex = 8, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIStroke", { Parent = Items["Holder"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["RealHolder"] = Instances:Create("ScrollingFrame", { Parent = Items["Holder"].Instance, Name = "\0", Active = true, AutomaticCanvasSize = Enum.AutomaticSize.Y, BorderSizePixel = 0, CanvasSize = UDim2New(0, 0, 0, 0), ScrollBarImageColor3 = FromRGB(46, 52, 61), MidImage = "rbxassetid://93024691806056", BorderColor3 = FromRGB(0, 0, 0), ScrollBarThickness = 3, Size = UDim2New(1, -4, 1, -8), BackgroundTransparency = 1, Position = UDim2New(0, 0, 0, 4), ZIndex = 8, BottomImage = "rbxassetid://93024691806056", TopImage = "rbxassetid://93024691806056", BackgroundColor3 = FromRGB(255, 255, 255), }) Items["RealHolder"]:AddToTheme({ ScrollBarImageColor3 = "Border" }) Instances:Create("UIGridLayout", { Parent = Items["RealHolder"].Instance, Name = "\0", SortOrder = Enum.SortOrder.LayoutOrder, CellPadding = UDim2New(0, 8, 0, 8), CellSize = UDim2New(0, 82, 0, 82), }) Instances:Create("UIPadding", { Parent = Items["RealHolder"].Instance, Name = "\0", PaddingTop = UDimNew(0, 1), PaddingBottom = UDimNew(0, 6), PaddingRight = UDimNew(0, 8), PaddingLeft = UDimNew(0, 5), }) end function Viewer:Add(Name, Icon) local NewItemTable = {} local NewItem = Instances:Create("Frame", { Parent = Items["RealHolder"].Instance, Name = "\0", BackgroundTransparency = 1, BorderColor3 = FromRGB(0, 0, 0), ZIndex = 8, Size = UDim2New(0, 100, 0, 100), BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIStroke", { Parent = NewItem.Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) local NewIcon = Instances:Create("ImageLabel", { Parent = NewItem.Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), AnchorPoint = Vector2New(0.5, 0.5), ZIndex = 8, Image = "rbxassetid://" .. Icon, BackgroundTransparency = 1, Position = UDim2New(0.5, 0, 0.5, 0), Size = UDim2New(0, 50, 0, 50), BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) function NewItemTable:Remove() NewItem:Clean() Viewer.Items[Name] = nil end Viewer.Items[Name] = NewItem return NewItemTable end function Viewer:ClearAllItems() for Index, Value in Viewer.Items do Value:Remove() end end function Viewer:SetVisibility(Bool) Items["ArmorViewer"].Instance.Visible = Bool end function Viewer:SetTitle(Name) Items["Title"].Instance.Text = Name end function Viewer:SetPosition(Position) Items["ArmorViewer"].Instance.Position = Position end return Viewer end Library.Notification = function(self, Name, Duration) local Items = {} do Items["Notification"] = Instances:Create("Frame", { Parent = self.NotifHolder.Instance, Name = "\0", Size = UDim2New(0, 20, 0, 20), BorderColor3 = FromRGB(0, 0, 0), BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.XY, BackgroundColor3 = FromRGB(24, 28, 36), }) Items["Notification"]:AddToTheme({ BackgroundColor3 = "Inline" }) Instances:Create("UIPadding", { Parent = Items["Notification"].Instance, Name = "\0", PaddingTop = UDimNew(0, 7), PaddingBottom = UDimNew(0, 7), PaddingRight = UDimNew(0, 7), PaddingLeft = UDimNew(0, 7), }) Items["Text"] = Instances:Create("TextLabel", { Parent = Items["Notification"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = Name, Size = UDim2New(0, 0, 0, 15), BackgroundTransparency = 1, TextXAlignment = Enum.TextXAlignment.Left, BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.XY, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Text"]:AddToTheme({ TextColor3 = "Text" }) Instances:Create("UIStroke", { Parent = Items["Notification"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) end local Size = Items["Notification"].Instance.AbsoluteSize for Index, Value in Items do if Value.Instance:IsA("Frame") then Value.Instance.BackgroundTransparency = 1 elseif Value.Instance:IsA("TextLabel") then Value.Instance.TextTransparency = 1 end end Items["Notification"].Instance.AutomaticSize = Enum.AutomaticSize.None Library:Thread(function() for Index, Value in Items do if Value.Instance:IsA("Frame") then Value:Tween(nil, { BackgroundTransparency = 0 }) elseif Value.Instance:IsA("TextLabel") then Value:Tween(nil, { TextTransparency = 0 }) end end Items["Notification"]:Tween(nil, { Size = UDim2New(0, Size.X, 0, Size.Y) }) task.delay(Duration + 0.1, function() for Index, Value in Items do if Value.Instance:IsA("Frame") then Value:Tween(nil, { BackgroundTransparency = 1 }) elseif Value.Instance:IsA("TextLabel") then Value:Tween(nil, { TextTransparency = 1 }) end end Items["Notification"]:Tween(nil, { Size = UDim2New(0, 0, 0, 0) }) task.wait(0.5) Items["Notification"]:Clean() end) end) end Library.TargetHud = function(self) local TargetHud = {} local Items = {} do Items["TargetHud"] = Instances:Create("Frame", { Parent = Library.Holder.Instance, Name = "\0", Size = UDim2New(0, 295, 0, 21), Position = UDim2New(0, 0, 0.8, 0), BorderColor3 = FromRGB(0, 0, 0), BorderSizePixel = 0, ZIndex = 6, AutomaticSize = Enum.AutomaticSize.Y, BackgroundColor3 = FromRGB(17, 21, 27), Visible = false, }) Items["TargetHud"]:AddToTheme({ BackgroundColor3 = "Background 1" }) Items["TargetHud"]:MakeDraggable() Instances:Create("UIStroke", { Parent = Items["TargetHud"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["Title"] = Instances:Create("TextLabel", { Parent = Items["TargetHud"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = "Target Hud", Size = UDim2New(0, 0, 0, 15), Position = UDim2New(0, 8, 0, 8), BackgroundTransparency = 1, ZIndex = 6, TextXAlignment = Enum.TextXAlignment.Left, BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.X, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Title"]:AddToTheme({ TextColor3 = "Text" }) Items["Liner"] = Instances:Create("Frame", { Parent = Items["TargetHud"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(1, 0, 0, 2), ZIndex = 6, BorderSizePixel = 0, BackgroundColor3 = FromRGB(94, 213, 213), }) Items["Liner"]:AddToTheme({ BackgroundColor3 = "Accent" }) Items["Glow"] = Instances:Create("ImageLabel", { Parent = Items["Liner"].Instance, Name = "\0", ImageColor3 = FromRGB(94, 213, 213), ScaleType = Enum.ScaleType.Slice, ImageTransparency = 0.5, BorderColor3 = FromRGB(0, 0, 0), ZIndex = 6, BackgroundColor3 = FromRGB(94, 213, 213), Size = UDim2New(1, 8, 1, 8), AnchorPoint = Vector2New(0.5, 0.5), Image = "rbxassetid://18245826428", BackgroundTransparency = 1, Position = UDim2New(0.5, 0, 0.5, 0), BorderSizePixel = 0, SliceCenter = RectNew(Vector2New(21, 21), Vector2New(79, 79)), }) Items["Glow"]:AddToTheme({ ImageColor3 = "Accent" }) Instances:Create("UIGradient", { Parent = Items["Glow"].Instance, Name = "\0", Rotation = 90, Transparency = NumSequence({ NumSequenceKeypoint(0, 0), NumSequenceKeypoint(1, 1) }), }) Items["Content"] = Instances:Create("Frame", { Parent = Items["TargetHud"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), BackgroundTransparency = 1, ZIndex = 6, Position = UDim2New(0, 8, 0, 32), Size = UDim2New(1, -16, 0, 0), BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.Y, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIStroke", { Parent = Items["Content"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["Avatar"] = Instances:Create("ImageLabel", { Parent = Items["Content"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), Image = "rbxasset://textures/ui/GuiImagePlaceholder.png", BackgroundTransparency = 1, ZIndex = 6, Size = UDim2New(0, 70, 0, 70), BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Username"] = Instances:Create("TextLabel", { Parent = Items["Content"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = "-- (@--)", Size = UDim2New(1, -77, 0, 15), ZIndex = 6, BackgroundTransparency = 1, TextXAlignment = Enum.TextXAlignment.Left, Position = UDim2New(0, 77, 0, 0), BorderSizePixel = 0, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Username"]:AddToTheme({ TextColor3 = "Text" }) Instances:Create("UIPadding", { Parent = Items["TargetHud"].Instance, Name = "\0", PaddingBottom = UDimNew(0, 8), }) Instances:Create("UIPadding", { Parent = Items["Content"].Instance, Name = "\0", PaddingTop = UDimNew(0, 9), PaddingBottom = UDimNew(0, 8), PaddingRight = UDimNew(0, 9), PaddingLeft = UDimNew(0, 9), }) Items["Bars"] = Instances:Create("Frame", { Parent = Items["Content"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), AnchorPoint = Vector2New(0, 1), BackgroundTransparency = 1, Position = UDim2New(0, 77, 1, 0), Size = UDim2New(1, -77, 0, 0), BorderSizePixel = 0, ZIndex = 6, AutomaticSize = Enum.AutomaticSize.Y, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIListLayout", { Parent = Items["Bars"].Instance, Name = "\0", VerticalAlignment = Enum.VerticalAlignment.Bottom, Padding = UDimNew(0, 4), SortOrder = Enum.SortOrder.LayoutOrder, }) end function TargetHud:AddBar(Color) local NewBar = {} local NewBarBackground = Instances:Create("Frame", { Parent = Items["Bars"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), AnchorPoint = Vector2New(0, 1), ZIndex = 6, BackgroundTransparency = 1, Position = UDim2New(0, 77, 1, 0), Size = UDim2New(1, 0, 0, 12), BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIStroke", { Parent = NewBarBackground.Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) local BarAccent = Instances:Create("Frame", { Parent = NewBarBackground.Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(0.8999999761581421, 0, 1, 0), ZIndex = 6, BorderSizePixel = 0, BackgroundColor3 = Color, }) Instances:Create("UIGradient", { Parent = BarAccent.Instance, Name = "\0", Rotation = 90, Color = RGBSequence({ RGBSequenceKeypoint(0, FromRGB(255, 255, 255)), RGBSequenceKeypoint(1, FromRGB(153, 153, 153)), }), }) local BarValue = Instances:Create("TextLabel", { Parent = NewBarBackground.Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), ZIndex = 6, BorderColor3 = FromRGB(0, 0, 0), Text = "90", Size = UDim2New(0, 0, 1, 0), BackgroundTransparency = 1, Position = UDim2New(0, 1, 0, -1), BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.X, TextSize = 12, BackgroundColor3 = FromRGB(255, 255, 255), }) BarValue:AddToTheme({ TextColor3 = "Text" }) Instances:Create("UIStroke", { Parent = BarValue.Instance, Name = "\0", }) function NewBar:SetPercentage(Percentage) local RealPercentage = 1 / 100 * Percentage if BarAccent and NewBarBackground then BarAccent:Tween( TweenInfo.new(0.25, Enum.EasingStyle.Quad, Enum.EasingDirection.Out), { Size = UDim2New(RealPercentage, 0, 1, 0) } ) BarValue.Instance.Text = math.floor(Percentage) end end function NewBar:Remove() NewBarBackground:Clean() NewBar = nil end return NewBar end function TargetHud:SetPlayer(Player) if not Player then return end local okThumb, AvatarContent = pcall(function() return Players:GetUserThumbnailAsync( Player.UserId, Enum.ThumbnailType.HeadShot, Enum.ThumbnailSize.Size420x420 ) end) if not okThumb or type(AvatarContent) ~= "string" or AvatarContent == "" then AvatarContent = string.format("rbxthumb://type=AvatarHeadShot&id=%d&w=420&h=420", Player.UserId) end Items["Avatar"].Instance.Image = AvatarContent Items["Username"].Instance.Text = Player.DisplayName .. " (@" .. Player.Name .. ")" end function TargetHud:SetVisibility(Bool) Items["TargetHud"].Instance.Visible = Bool end function TargetHud:SetPosition(Position) Items["TargetHud"].Instance.Position = Position end return TargetHud end Library.Window = function(self, Data) Data = Data or {} if not Library.Font then CustomFont:New("VerdanaFix", 400, "Regular", { Id = "VerdanaFix", Url = "https://github.com/sametexe001/luas/raw/refs/heads/main/fonts/verdana.ttf", }) Library.Font = CustomFont:Get("VerdanaFix") end local Window = { Name = Data.Name or Data.name or "Bronx Dupe", Logo = Data.Logo or Data.logo or "121644323941494", Pages = {}, Items = {}, IsOpen = false, } local Items = {} do Items["MainFrame"] = Instances:Create("Frame", { Parent = Library.Holder.Instance, Name = "\0", AnchorPoint = Vector2New(0.5, 0.5), Position = IsMobile and UDim2New(0.5, 0, 0.5, 75) or UDim2New(0.5, 0, 0.5, 10), BorderColor3 = FromRGB(0, 34, 37), Size = not IsMobile and UDim2New(0, 621, 0, 542) or UDim2New(0, 450, 0, 480), BorderSizePixel = 2, Visible = false, BackgroundColor3 = FromRGB(17, 21, 27), }) Items["MainFrame"]:AddToTheme({ BackgroundColor3 = "Background 1" }) Items["UIScale"] = Instances:Create("UIScale", { Parent = Items["MainFrame"].Instance, Name = "\0", Scale = IsMobile and 0.65 or 1, }) Library.MainFrame = Items["MainFrame"].Instance Items["MainFrame"]:MakeDraggable() Items["MainFrame"]:MakeResizeable(Vector2New(621, 542), Vector2New(9999, 9999)) Items["UIStroke"] = Instances:Create("UIStroke", { Parent = Items["MainFrame"].Instance, Name = "\0", Color = FromRGB(94, 213, 213), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }) Items["UIStroke"]:AddToTheme({ Color = "Accent" }) Instances:Create("UIGradient", { Parent = Items["UIStroke"].Instance, Name = "\0", Rotation = 90, Transparency = NumSequence({ NumSequenceKeypoint(0, 0), NumSequenceKeypoint(0.696, 0.2749999761581421), NumSequenceKeypoint(0.84, 0.574999988079071), NumSequenceKeypoint(1, 1), }), }) Items["Inline"] = Instances:Create("Frame", { Parent = Items["MainFrame"].Instance, Name = "\0", BackgroundTransparency = 1, Position = UDim2New(0, 1, 0, 1), BorderColor3 = FromRGB(0, 34, 37), Size = UDim2New(1, -2, 1, -2), BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIStroke", { Parent = Items["Inline"].Instance, Name = "\0", Color = FromRGB(0, 34, 37), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Window Outline" }) Items["Logo"] = Instances:Create("ImageLabel", { Parent = Items["Inline"].Instance, Name = "\0", ImageColor3 = FromRGB(0, 128, 128), BorderColor3 = FromRGB(0, 0, 0), Image = string.find(tostring(Window.Logo), "rbxassetid://") and Window.Logo or "rbxassetid://" .. tostring(Window.Logo), BackgroundTransparency = 1, Position = UDim2New(0, 8, 0, 10), Size = UDim2New(0, 18, 0, 18), BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 0, 0), }) Items["Title"] = Instances:Create("TextLabel", { Parent = Items["Inline"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = Window.Name, Size = UDim2New(0, 0, 0, 15), BackgroundTransparency = 1, Position = UDim2New(0, 32, 0, 10), BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.X, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Title"]:AddToTheme({ TextColor3 = "Text" }) Items["Content"] = Instances:Create("Frame", { Parent = Items["Inline"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), BackgroundTransparency = 1, Position = UDim2New(0, 7, 0, 39), ClipsDescendants = true, Size = UDim2New(1, -14, 1, -46), ZIndex = 2, BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIStroke", { Parent = Items["Content"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["Pages"] = Instances:Create("Frame", { Parent = Items["Content"].Instance, Name = "\0", BackgroundTransparency = 1, BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(1, 0, 0, 30), BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIListLayout", { Parent = Items["Pages"].Instance, Name = "\0", FillDirection = Enum.FillDirection.Horizontal, HorizontalFlex = Enum.UIFlexAlignment.Fill, Padding = UDimNew(0, 1), SortOrder = Enum.SortOrder.LayoutOrder, }) Items["Glow"] = Instances:Create("ImageLabel", { Parent = Items["MainFrame"].Instance, Name = "\0", ImageColor3 = FromRGB(94, 213, 213), ScaleType = Enum.ScaleType.Slice, ImageTransparency = 0.5, BorderColor3 = FromRGB(0, 0, 0), BackgroundColor3 = FromRGB(255, 255, 255), Size = UDim2New(1, 25, 1, 25), AnchorPoint = Vector2New(0.5, 0.5), Image = "rbxassetid://18245826428", BackgroundTransparency = 1, Position = UDim2New(0.5, 0, 0.5, 0), ZIndex = -1, BorderSizePixel = 0, SliceCenter = RectNew(Vector2New(21, 21), Vector2New(79, 79)), }) Items["Glow"]:AddToTheme({ ImageColor3 = "Accent" }) Instances:Create("UIGradient", { Parent = Items["Glow"].Instance, Name = "\0", Rotation = 90, Transparency = NumSequence({ NumSequenceKeypoint(0, 0), NumSequenceKeypoint(1, 1) }), }) Window.Items = Items end local Debounce = false function Window:SetCenter() local CenterPosition = Items["MainFrame"].Instance.AbsolutePosition task.wait() Items["MainFrame"].Instance.AnchorPoint = Vector2New(0, 0) Items["MainFrame"].Instance.Position = UDim2New(0, CenterPosition.X, 0, CenterPosition.Y) end function Window:SetOpen(Bool) for Index, Value in Library.OpenFrames do Value:SetOpen(false) end if Debounce then return end Window.IsOpen = Bool Debounce = true if Window.IsOpen then Items["MainFrame"].Instance.Visible = true end local Descendants = Items["MainFrame"].Instance:GetDescendants() TableInsert(Descendants, Items["MainFrame"].Instance) local NewTween for Index, Value in Descendants do local TransparencyProperty = Tween:GetProperty(Value) if not TransparencyProperty then continue end if type(TransparencyProperty) == "table" then for _, Property in TransparencyProperty do NewTween = Tween:FadeItem(Value, Property, Bool, Library.FadeSpeed) end else NewTween = Tween:FadeItem(Value, TransparencyProperty, Bool, Library.FadeSpeed) end end NewTween.Tween.Completed:Connect(function() Debounce = false Items["MainFrame"].Instance.Visible = Window.IsOpen end) end Library:Connect(UserInputService.InputBegan, function(Input) if tostring(Input.KeyCode) == Library.MenuKeybind or tostring(Input.UserInputType) == Library.MenuKeybind then Window:SetOpen(not Window.IsOpen) end end) Window:SetCenter() task.wait() local bootHidden = false if Library.Folders and Library.Folders.Directory then bootHidden = isfile(Library.Folders.Directory.."/silentload.txt") end if bootHidden then Library.FadeSpeed = 0 Window:SetOpen(false) Library.FadeSpeed = 0.2 else Window:SetOpen(true) end if Data.MobileButtonText then Library.HideShowButtonText = Data.MobileButtonText end return setmetatable(Window, Library) end Library.Page = function(self, Data) Data = Data or {} local Page = { Window = self, Name = Data.Name or Data.name or "Page", Columns = Data.Columns or Data.columns or 2, Items = {}, ColumnsData = {}, Active = false, } local Items = {} do Items["Inactive"] = Instances:Create("TextButton", { Parent = Page.Window.Items["Pages"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, BackgroundTransparency = 1, Size = UDim2New(0, 0, 1, 0), BorderSizePixel = 0, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIStroke", { Parent = Items["Inactive"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["Liner"] = Instances:Create("Frame", { Parent = Items["Inactive"].Instance, Name = "\0", BackgroundTransparency = 1, Size = UDim2New(0, 0, 0, 1), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 2, BorderSizePixel = 0, BackgroundColor3 = FromRGB(94, 213, 213), }) Items["Liner"]:AddToTheme({ BackgroundColor3 = "Accent" }) Items["Glow"] = Instances:Create("ImageLabel", { Parent = Items["Liner"].Instance, Name = "\0", Visible = false, ImageTransparency = 0.5, AnchorPoint = Vector2New(0.5, 0.5), Image = "rbxassetid://18245826428", ZIndex = 2, BorderSizePixel = 0, SliceCenter = RectNew(Vector2New(21, 21), Vector2New(79, 79)), ScaleType = Enum.ScaleType.Slice, BorderColor3 = FromRGB(0, 0, 0), BackgroundTransparency = 1, Position = UDim2New(0.5, 0, 0.5, 0), ImageColor3 = FromRGB(94, 213, 213), Size = UDim2New(1, 8, 1, 8), BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Glow"]:AddToTheme({ ImageColor3 = "Accent" }) Instances:Create("UIGradient", { Parent = Items["Glow"].Instance, Name = "\0", Rotation = 90, Transparency = NumSequence({ NumSequenceKeypoint(0, 0), NumSequenceKeypoint(1, 1) }), }) Items["Text"] = Instances:Create("TextLabel", { Parent = Items["Inactive"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), TextTransparency = 0.4000000059604645, Text = Page.Name, AutomaticSize = Enum.AutomaticSize.X, Size = UDim2New(0, 0, 0, 15), AnchorPoint = Vector2New(0.5, 0.5), BorderSizePixel = 0, BackgroundTransparency = 1, Position = UDim2New(0.5, 0, 0.5, 0), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 5, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Text"]:AddToTheme({ TextColor3 = "Text" }) Items["TextGlow"] = Instances:Create("ImageLabel", { Parent = Items["Text"].Instance, Name = "\0", ScaleType = Enum.ScaleType.Slice, ImageTransparency = 1, BorderColor3 = FromRGB(0, 0, 0), BackgroundColor3 = FromRGB(255, 255, 255), Size = UDim2New(1, 8, 1, 8), AnchorPoint = Vector2New(0.5, 0.5), Image = "rbxassetid://18245826428", BackgroundTransparency = 1, Position = UDim2New(0.5, 0, 0.5, 3), ZIndex = 2, BorderSizePixel = 0, SliceCenter = RectNew(Vector2New(21, 21), Vector2New(79, 79)), }) Items["TextGlow"]:AddToTheme({ ImageColor3 = "Text" }) Instances:Create("UIGradient", { Parent = Items["TextGlow"].Instance, Name = "\0", Rotation = 90, Transparency = NumSequence({ NumSequenceKeypoint(0, 0), NumSequenceKeypoint(1, 1) }), }) Items["Hide"] = Instances:Create("Frame", { Parent = Items["Inactive"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), AnchorPoint = Vector2New(0, 1), BackgroundTransparency = 1, Position = UDim2New(0, 0, 1, 1), Size = UDim2New(1, 0, 0, 2), BorderSizePixel = 0, BackgroundColor3 = FromRGB(17, 21, 27), }) Items["Hide"]:AddToTheme({ BackgroundColor3 = "Background 1" }) Items["Page"] = Instances:Create("Frame", { Parent = Library.UnusedHolder.Instance, Name = "\0", BackgroundTransparency = 1, Position = UDim2New(0, 0, 0, 80), BorderColor3 = FromRGB(0, 0, 0), Visible = false, Size = UDim2New(1, 0, 1, -35), BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIListLayout", { Parent = Items["Page"].Instance, Name = "\0", FillDirection = Enum.FillDirection.Horizontal, HorizontalFlex = Enum.UIFlexAlignment.Fill, SortOrder = Enum.SortOrder.LayoutOrder, VerticalFlex = Enum.UIFlexAlignment.Fill, }) for Index = 1, Page.Columns do local NewColumn = Instances:Create("ScrollingFrame", { Parent = Items["Page"].Instance, Name = "\0", ScrollBarImageColor3 = FromRGB(0, 0, 0), Active = true, AutomaticCanvasSize = Enum.AutomaticSize.Y, BorderColor3 = FromRGB(0, 0, 0), ScrollBarThickness = 0, BackgroundTransparency = 1, Size = UDim2New(0, 100, 0, 100), CanvasSize = UDim2New(0, 0, 0, 0), BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIPadding", { Parent = NewColumn.Instance, Name = "\0", PaddingTop = UDimNew(0, 5), PaddingBottom = UDimNew(0, 8), PaddingRight = UDimNew(0, 8), PaddingLeft = UDimNew(0, 8), }) Instances:Create("UIListLayout", { Parent = NewColumn.Instance, Name = "\0", Padding = UDimNew(0, 12), SortOrder = Enum.SortOrder.LayoutOrder, }) Page.ColumnsData[Index] = NewColumn end Page.Items = Items end local Debounce = false function Page:Turn(Bool) if Debounce then return end Page.Active = Bool Debounce = true Items["Page"].Instance.Visible = Bool Items["Page"].Instance.Parent = Bool and Page.Window.Items["Content"].Instance or Library.UnusedHolder.Instance if Page.Active then Items["Liner"]:Tween( TweenInfo.new(0.5, Enum.EasingStyle.Quint, Enum.EasingDirection.Out), { BackgroundTransparency = 0, Size = UDim2New(1, 0, 0, 1) } ) Items["TextGlow"]:Tween(nil, { ImageTransparency = 0.7 }) Items["Text"]:Tween(nil, { TextTransparency = 0 }) Items["Hide"]:Tween(nil, { BackgroundTransparency = 0 }) Items["Page"]:Tween( TweenInfo.new(0.6, Enum.EasingStyle.Quint, Enum.EasingDirection.Out), { Position = UDim2New(0, 0, 0, 35) } ) else Items["Liner"]:Tween( TweenInfo.new(0.5, Enum.EasingStyle.Quint, Enum.EasingDirection.Out), { BackgroundTransparency = 0, Size = UDim2New(0, 0, 0, 1) } ) Items["TextGlow"]:Tween(nil, { ImageTransparency = 1 }) Items["Text"]:Tween(nil, { TextTransparency = 0.4 }) Items["Hide"]:Tween(nil, { BackgroundTransparency = 1 }) Items["Page"]:Tween( TweenInfo.new(0.6, Enum.EasingStyle.Quint, Enum.EasingDirection.Out), { Position = UDim2New(0, 0, 0, 80) } ) end Debounce = false end Items["Inactive"]:Connect("MouseButton1Down", function() for Index, Value in Page.Window.Pages do if Value == Page and Page.Active then return end Value:Turn(Value == Page) end end) if #Page.Window.Pages == 0 then Page:Turn(true) end TableInsert(Page.Window.Pages, Page) return setmetatable(Page, Library.Pages) end Library.Pages.Section = function(self, Data) Data = Data or {} local Section = { Window = self.Window, Page = self, Name = Data.Name or Data.name or "Section", Side = Data.Side or Data.side or 1, Items = {}, } local Items = {} do Items["Section"] = Instances:Create("Frame", { Parent = Section.Page.ColumnsData[Section.Side].Instance, Name = "\0", Size = UDim2New(1, 0, 0, 40), BorderColor3 = FromRGB(0, 0, 0), BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.Y, BackgroundColor3 = FromRGB(19, 25, 31), }) Items["Section"]:AddToTheme({ BackgroundColor3 = "Inline" }) Instances:Create("UIStroke", { Parent = Items["Section"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Instances:Create("UIPadding", { Parent = Items["Section"].Instance, Name = "\0", PaddingBottom = UDimNew(0, 8), }) Items["Topbar"] = Instances:Create("Frame", { Parent = Items["Section"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(1, 0, 0, 25), BorderSizePixel = 0, BackgroundColor3 = FromRGB(19, 25, 31), }) Items["Topbar"]:AddToTheme({ BackgroundColor3 = "Inline" }) Instances:Create("UIGradient", { Parent = Items["Topbar"].Instance, Name = "\0", Rotation = 90, Color = RGBSequence({ RGBSequenceKeypoint(0, FromRGB(255, 255, 255)), RGBSequenceKeypoint(1, FromRGB(165, 165, 165)), }), }) Instances:Create("UIStroke", { Parent = Items["Topbar"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["Liner"] = Instances:Create("Frame", { Parent = Items["Topbar"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(0, 1, 1, 0), BorderSizePixel = 0, BackgroundColor3 = FromRGB(94, 213, 213), }) Items["Liner"]:AddToTheme({ BackgroundColor3 = "Accent" }) Instances:Create("UIGradient", { Parent = Items["Liner"].Instance, Name = "\0", Rotation = 90, Color = RGBSequence({ RGBSequenceKeypoint(0, FromRGB(255, 255, 255)), RGBSequenceKeypoint(1, FromRGB(171, 171, 171)), }), }) Items["Text"] = Instances:Create("TextLabel", { Parent = Items["Topbar"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = Section.Name, AnchorPoint = Vector2New(0, 0.5), Size = UDim2New(0, 0, 0, 15), BackgroundTransparency = 1, Position = UDim2New(0, 8, 0.5, -1), BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.X, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Text"]:AddToTheme({ TextColor3 = "Text" }) Items["Content"] = Instances:Create("Frame", { Parent = Items["Section"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), BackgroundTransparency = 1, Position = UDim2New(0, 8, 0, 35), Size = UDim2New(1, -16, 0, 0), BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.Y, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIListLayout", { Parent = Items["Content"].Instance, Name = "\0", Padding = UDimNew(0, 6), SortOrder = Enum.SortOrder.LayoutOrder, }) Section.Items = Items end return setmetatable(Section, Library.Sections) end Library.Sections.Toggle = function(self, Data) Data = Data or {} local Toggle = { Window = self.Window, Page = self.Page, Section = self, Name = Data.Name or Data.name or "Toggle", Flag = Data.Flag or Data.flag or Library:NextFlag(), Default = Data.Default or Data.default or false, Callback = Data.Callback or Data.callback or function() end, Value = false, } local Items = {} do Items["Toggle"] = Instances:Create("TextButton", { Parent = Toggle.Section.Items["Content"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, BackgroundTransparency = 1, Size = UDim2New(1, 0, 0, 15), BorderSizePixel = 0, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["IndicatorOutline"] = Instances:Create("Frame", { Parent = Items["Toggle"].Instance, Name = "\0", AnchorPoint = Vector2New(0, 0.5), Position = UDim2New(0, 0, 0.5, 0), BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(0, 12, 0, 12), BorderSizePixel = 0, BackgroundColor3 = FromRGB(32, 38, 48), }) Items["IndicatorOutline"]:AddToTheme({ BackgroundColor3 = "Element" }) Instances:Create("UIStroke", { Parent = Items["IndicatorOutline"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["IndicatorInline"] = Instances:Create("Frame", { Parent = Items["IndicatorOutline"].Instance, Name = "\0", AnchorPoint = Vector2New(0.5, 0.5), BackgroundTransparency = 1, Position = UDim2New(0.5, 0, 0.5, 0), BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(0, -2, 0, 0), BorderSizePixel = 0, BackgroundColor3 = FromRGB(94, 213, 213), }) Items["IndicatorInline"]:AddToTheme({ BackgroundColor3 = "Accent" }) Items["Text"] = Instances:Create("TextLabel", { Parent = Items["Toggle"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), TextTransparency = 0.4000000059604645, Text = Toggle.Name, Size = UDim2New(0, 0, 0, 15), AnchorPoint = Vector2New(0, 0.5), BorderSizePixel = 0, BackgroundTransparency = 1, Position = UDim2New(0, 20, 0.5, 0), BorderColor3 = FromRGB(0, 0, 0), AutomaticSize = Enum.AutomaticSize.X, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Text"]:AddToTheme({ TextColor3 = "Text" }) Items["SubElements"] = Instances:Create("Frame", { Parent = Items["Toggle"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), AnchorPoint = Vector2New(1, 0), BorderSizePixel = 0, BackgroundTransparency = 1, Position = UDim2New(1, 0, 0, 0), Size = UDim2New(0, 0, 1, 0), ZIndex = 2, AutomaticSize = Enum.AutomaticSize.X, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIListLayout", { Parent = Items["SubElements"].Instance, Name = "\0", VerticalAlignment = Enum.VerticalAlignment.Center, FillDirection = Enum.FillDirection.Horizontal, HorizontalAlignment = Enum.HorizontalAlignment.Right, Padding = UDimNew(0, 8), SortOrder = Enum.SortOrder.LayoutOrder, }) Items["Toggle"]:OnHover(function() -- if Toggle.Value then return end Items["IndicatorOutline"]:Tween( nil, { BackgroundColor3 = Library:GetLighterColor(Library.Theme.Element, 1.35) } ) end) Items["Toggle"]:OnHoverLeave(function() -- if Toggle.Value then return end Items["IndicatorOutline"]:Tween(nil, { BackgroundColor3 = Library.Theme.Element }) end) end function Toggle:Get() return Toggle.Value end function Toggle:Set(Value) Toggle.Value = Value Library.Flags[Toggle.Flag] = Value if Toggle.Value then Items["IndicatorInline"]:Tween( TweenInfo.new(0.35, Enum.EasingStyle.Back, Enum.EasingDirection.Out), { BackgroundTransparency = 0, Size = UDim2New(1, -2, 1, -2) } ) else Items["IndicatorInline"]:Tween( TweenInfo.new(0.35, Enum.EasingStyle.Back, Enum.EasingDirection.Out), { BackgroundTransparency = 1, Size = UDim2New(0, -2, 0, -2) } ) end if Toggle.Callback then Library:SafeCall(Toggle.Callback, Toggle.Value) end end function Toggle:Colorpicker(Data) Data = Data or {} local Colorpicker = { Window = Toggle.Window, Page = Toggle.Page, Section = Toggle.Section, Flag = Data.Flag or Data.flag or Library:NextFlag(), Default = Data.Default or Data.default or Color3.fromRGB(255, 255, 255), Alpha = Data.Alpha or Data.alpha or 0, Callback = Data.Callback or Data.callback or function() end, } local NewColorpicker, ColorpickerItems = Library:CreateColorpicker({ Parent = Items["SubElements"], Page = Colorpicker.Page, Flag = Colorpicker.Flag, Section = Colorpicker.Section, Default = Colorpicker.Default, Alpha = Colorpicker.Alpha, Callback = Colorpicker.Callback, }) return NewColorpicker end function Toggle:Keybind(Data) Data = Data or {} local Keybind = { Window = Toggle.Window, Page = Toggle.Page, Section = Toggle.Section, Name = Data.Name or Data.name or "Keybind", Flag = Data.Flag or Data.flag or Library:NextFlag(), Default = Data.Default or Data.default or Enum.KeyCode.RightShift, Callback = Data.Callback or Data.callback or function() end, Mode = Data.Mode or Data.mode or "Toggle", } local NewKeybind, Items = Library:CreateKeybind({ Name = Toggle.Name, Parent = Items["SubElements"], Flag = Keybind.Flag, Section = Keybind.Section, Default = Keybind.Default, Mode = Keybind.Mode, Callback = function(State) Toggle:Set(State) if Keybind.Callback then Keybind.Callback(State) end end, }) local OldToggleSet = Toggle.Set Toggle.Set = function(self, Value) OldToggleSet(self, Value) NewKeybind.Toggled = Value if Library.Flags[NewKeybind.Flag] then Library.Flags[NewKeybind.Flag].Toggled = Value end end return NewKeybind end function Toggle:SetVisibility(Bool) Items["Toggle"].Instance.Visible = Bool end Items["Toggle"]:Connect("MouseButton1Down", function() Toggle:Set(not Toggle.Value) end) Toggle:Set(Toggle.Default) Library.SetFlags[Toggle.Flag] = function(Value) Toggle:Set(Value) end return Toggle end Library.Sections.Button = function(self, Data) Data = Data or {} local Button = { Window = self.Window, Page = self.Page, Section = self, Name = Data.Name or Data.name or "Button", Callback = Data.Callback or Data.callback or function() end, } local Items = {} do Items["Button"] = Instances:Create("TextButton", { Parent = Button.Section.Items["Content"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = Button.Name, AutoButtonColor = false, Size = UDim2New(1, 0, 0, 20), BorderSizePixel = 0, TextSize = 14, BackgroundColor3 = FromRGB(32, 38, 48), }) Items["Button"]:AddToTheme({ BackgroundColor3 = "Element" }) Instances:Create("UIGradient", { Parent = Items["Button"].Instance, Name = "\0", Rotation = 90, Color = RGBSequence({ RGBSequenceKeypoint(0, FromRGB(255, 255, 255)), RGBSequenceKeypoint(1, FromRGB(199, 199, 199)), }), }) Items["Button"]:OnHover(function() Items["Button"]:Tween( nil, { BackgroundColor3 = Library:GetLighterColor(Library.Theme.Element, 1.35) } ) end) Items["Button"]:OnHoverLeave(function() Items["Button"]:Tween(nil, { BackgroundColor3 = Library.Theme.Element }) end) end function Button:SetVisibility(Bool) Items["Button"].Instance.Visible = Bool end function Button:Press() Items["Button"]:ChangeItemTheme({ BackgroundColor3 = "Accent" }) Items["Button"]:Tween(nil, { BackgroundColor3 = Library.Theme.Accent }) Library:SafeCall(Button.Callback) task.wait(0.1) if not Library then return end Items["Button"]:ChangeItemTheme({ BackgroundColor3 = "Element" }) Items["Button"]:Tween(nil, { BackgroundColor3 = Library.Theme.Element }) end Items["Button"]:Connect("MouseButton1Down", function() Button:Press() end) return Button end Library.Sections.Slider = function(self, Data) Data = Data or {} local Slider = { Window = self.Window, Page = self.Page, Section = self, Name = Data.Name or Data.name or "Slider", Flag = Data.Flag or Data.flag or Library:NextFlag(), Min = Data.Min or Data.min or 0, Decimals = Data.Decimals or Data.decimals or 1, Suffix = Data.Suffix or Data.suffix or "", Max = Data.Max or Data.max or 100, Default = Data.Default or Data.Default or 0, Callback = Data.Callback or Data.callback or function() end, Value = 0, Sliding = false, } local Items = {} do Items["Slider"] = Instances:Create("Frame", { Parent = Slider.Section.Items["Content"].Instance, Name = "\0", BackgroundTransparency = 1, BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(1, 0, 0, 35), BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Text"] = Instances:Create("TextLabel", { Parent = Items["Slider"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = Slider.Name, BackgroundTransparency = 1, Size = UDim2New(0, 0, 0, 15), BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.X, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Text"]:AddToTheme({ TextColor3 = "Text" }) Items["RealSlider"] = Instances:Create("TextButton", { Parent = Items["Slider"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, AnchorPoint = Vector2New(0, 1), Position = UDim2New(0, 0, 1, 0), Size = UDim2New(1, 0, 0, 12), BorderSizePixel = 0, TextSize = 14, BackgroundColor3 = FromRGB(32, 38, 48), }) Items["RealSlider"]:AddToTheme({ BackgroundColor3 = "Element" }) Instances:Create("UIStroke", { Parent = Items["RealSlider"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["Accent"] = Instances:Create("Frame", { Parent = Items["RealSlider"].Instance, Name = "\0", Position = UDim2New(0, 1, 0, 1), BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(0.5, 0, 1, -2), BorderSizePixel = 0, BackgroundColor3 = FromRGB(94, 213, 213), }) Items["Accent"]:AddToTheme({ BackgroundColor3 = "Accent" }) Items["Value"] = Instances:Create("TextBox", { Parent = Items["Slider"].Instance, Name = "\0", FontFace = Library.Font, Active = false, TextTransparency = 0.5, AnchorPoint = Vector2New(1, 0), TextSize = 14, Size = UDim2New(0, 0, 0, 15), TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = "50s", Selectable = false, BackgroundTransparency = 1, Position = UDim2New(1, 0, 0, 0), BorderSizePixel = 0, ClearTextOnFocus = false, AutomaticSize = Enum.AutomaticSize.X, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Value"]:AddToTheme({ TextColor3 = "Text" }) Items["RealSlider"]:OnHover(function() Items["RealSlider"]:Tween( nil, { BackgroundColor3 = Library:GetLighterColor(Library.Theme.Element, 1.35) } ) end) Items["RealSlider"]:OnHoverLeave(function() Items["RealSlider"]:Tween(nil, { BackgroundColor3 = Library.Theme.Element }) end) end function Slider:Get() return Slider.Value end function Slider:Set(Value) Slider.Value = MathClamp(Library:Round(Value, Slider.Decimals), Slider.Min, Slider.Max) Library.Flags[Slider.Flag] = Slider.Value Items["Accent"]:Tween( TweenInfo.new(Library.Tween.Time, Enum.EasingStyle.Quart, Enum.EasingDirection.Out), { Size = UDim2New((Slider.Value - Slider.Min) / (Slider.Max - Slider.Min), -2, 1, -2) } ) Items["Value"].Instance.Text = StringFormat("%s%s", Slider.Value, Slider.Suffix) if Slider.Value <= Slider.Min then Items["Accent"].Instance.Visible = false else Items["Accent"].Instance.Visible = true end if Slider.Callback then Library:SafeCall(Slider.Callback, Slider.Value) end end local InputChanged Items["RealSlider"]:Connect("InputBegan", function(Input) if Input.UserInputType == Enum.UserInputType.MouseButton1 or Input.UserInputType == Enum.UserInputType.Touch then Slider.Sliding = true local SizeX = (Input.Position.X - Items["RealSlider"].Instance.AbsolutePosition.X) / Items["RealSlider"].Instance.AbsoluteSize.X local Value = ((Slider.Max - Slider.Min) * SizeX) + Slider.Min Slider:Set(Value) if InputChanged then return end InputChanged = Input.Changed:Connect(function() if Input.UserInputState == Enum.UserInputState.End then Slider.Sliding = false if InputChanged then InputChanged:Disconnect() InputChanged = nil end end end) end end) Library:Connect(UserInputService.InputChanged, function(Input) if Input.UserInputType == Enum.UserInputType.MouseMovement or Input.UserInputType == Enum.UserInputType.Touch then if Slider.Sliding then local SizeX = (Input.Position.X - Items["RealSlider"].Instance.AbsolutePosition.X) / Items["RealSlider"].Instance.AbsoluteSize.X local Value = ((Slider.Max - Slider.Min) * SizeX) + Slider.Min Slider:Set(Value) end end end) if Slider.Default then Slider:Set(Slider.Default) end Library.SetFlags[Slider.Flag] = function(Value) Slider:Set(Value) end return Slider end Library.Sections.Dropdown = function(self, Data) Data = Data or {} local Dropdown = { Window = self.Window, Page = self.Page, Section = self, Name = Data.Name or Data.name or "Dropdown", Flag = Data.Flag or Data.flag or Library:NextFlag(), Items = Data.Items or Data.items or Data.Options or Data.options or { "One", "Two", "Three" }, Default = Data.Default or Data.default or nil, MaxSize = Data.MaxSize or Data.maxsize or 75, Callback = Data.Callback or Data.callback or function() end, Multi = Data.Multi or Data.multi or false, Options = {}, Value = {}, IsOpen = false, } local Items = {} do Items["Dropdown"] = Instances:Create("Frame", { Parent = Dropdown.Section.Items["Content"].Instance, Name = "\0", BackgroundTransparency = 1, Size = UDim2New(1, 0, 0, 45), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 2, BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Text"] = Instances:Create("TextLabel", { Parent = Items["Dropdown"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = Dropdown.Name, BackgroundTransparency = 1, Size = UDim2New(0, 0, 0, 15), BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.X, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Text"]:AddToTheme({ TextColor3 = "Text" }) Items["RealDropdown"] = Instances:Create("TextButton", { Parent = Items["Dropdown"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, AnchorPoint = Vector2New(0, 1), Position = UDim2New(0, 0, 1, 0), Size = UDim2New(1, 0, 0, 20), BorderSizePixel = 0, TextSize = 14, BackgroundColor3 = FromRGB(32, 38, 48), }) Items["RealDropdown"]:AddToTheme({ BackgroundColor3 = "Element" }) Instances:Create("UIStroke", { Parent = Items["RealDropdown"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["Value"] = Instances:Create("TextLabel", { Parent = Items["RealDropdown"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = "-", AnchorPoint = Vector2New(0, 0.5), Size = UDim2New(1, -16, 0, 15), BackgroundTransparency = 1, TextXAlignment = Enum.TextXAlignment.Left, Position = UDim2New(0, 4, 0.5, 0), BorderSizePixel = 0, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Value"]:AddToTheme({ TextColor3 = "Text" }) Items["OptionHolder"] = Instances:Create("TextButton", { Parent = Library.Holder.Instance, Name = "\0", FontFace = Library.Font, Visible = false, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, Position = UDim2New(0, 0, 1, 0), Size = UDim2New(1, 0, 0, 130), BorderSizePixel = 0, TextSize = 14, BackgroundColor3 = FromRGB(32, 38, 48), }) Items["OptionHolder"]:AddToTheme({ BackgroundColor3 = "Element" }) Instances:Create("UIStroke", { Parent = Items["OptionHolder"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["Search"] = Instances:Create("TextBox", { Parent = Items["OptionHolder"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), TextTransparency = 0.5, Text = "", Size = UDim2New(1, -8, 0, 15), Position = UDim2New(0, 4, 0, 4), BorderSizePixel = 0, BorderColor3 = FromRGB(0, 0, 0), BackgroundTransparency = 1, PlaceholderColor3 = FromRGB(255, 255, 255), TextXAlignment = Enum.TextXAlignment.Left, PlaceholderText = "Search..", TextSize = 12, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Search"]:AddToTheme({ TextColor3 = "Text" }) Items["Holder"] = Instances:Create("ScrollingFrame", { Parent = Items["OptionHolder"].Instance, Name = "\0", Active = true, AutomaticCanvasSize = Enum.AutomaticSize.Y, BorderSizePixel = 0, CanvasSize = UDim2New(0, 0, 0, 0), ScrollBarImageColor3 = FromRGB(46, 52, 61), MidImage = "rbxassetid://93024691806056", BorderColor3 = FromRGB(0, 0, 0), ScrollBarThickness = 4, Size = UDim2New(1, -4, 1, -26), BackgroundTransparency = 1, Position = UDim2New(0, 0, 0, 22), BottomImage = "rbxassetid://93024691806056", TopImage = "rbxassetid://93024691806056", BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Holder"]:AddToTheme({ ScrollBarImageColor3 = "Border" }) Instances:Create("UIPadding", { Parent = Items["Holder"].Instance, Name = "\0", PaddingTop = UDimNew(0, 6), PaddingBottom = UDimNew(0, 6), PaddingRight = UDimNew(0, 10), PaddingLeft = UDimNew(0, 6), }) Instances:Create("UIListLayout", { Parent = Items["Holder"].Instance, Name = "\0", Padding = UDimNew(0, 6), SortOrder = Enum.SortOrder.LayoutOrder, }) Items["RealDropdown"]:OnHover(function() Items["RealDropdown"]:Tween( nil, { BackgroundColor3 = Library:GetLighterColor(Library.Theme.Element, 1.35) } ) end) Items["RealDropdown"]:OnHoverLeave(function() Items["RealDropdown"]:Tween(nil, { BackgroundColor3 = Library.Theme.Element }) end) end function Dropdown:Get() return Dropdown.Value end function Dropdown:Set(Option) if Data.Multi then if type(Option) ~= "table" then return end Dropdown.Value = Option Library.Flags[Dropdown.Flag] = Option for Index, Value in Option do local OptionData = Dropdown.Options[Value] if not OptionData then continue end OptionData.Selected = true OptionData:Toggle("Active") end Items["Value"].Instance.Text = TableConcat(Option, ", ") else if not Dropdown.Options[Option] then return end local OptionData = Dropdown.Options[Option] Dropdown.Value = Option Library.Flags[Dropdown.Flag] = Option for Index, Value in Dropdown.Options do if Value ~= OptionData then Value.Selected = false Value:Toggle("Inactive") else Value.Selected = true Value:Toggle("Active") end end Items["Value"].Instance.Text = Option end if Dropdown.Callback then Library:SafeCall(Dropdown.Callback, Dropdown.Value) end end local CompareVectors = function(PointA, PointB) return (PointA.X < PointB.X) or (PointA.Y < PointB.Y) end local IsClipped = function(Object, Column) local Parent = Column local BoundryTop = Parent.AbsolutePosition local BoundryBottom = BoundryTop + Parent.AbsoluteSize local Top = Object.AbsolutePosition local Bottom = Top + Object.AbsoluteSize return CompareVectors(Top, BoundryTop) or CompareVectors(BoundryBottom, Bottom) end Items["RealDropdown"]:Connect("Changed", function(Property) if Property == "AbsolutePosition" and Dropdown.IsOpen then Dropdown.IsOpen = not IsClipped(Items["OptionHolder"].Instance, Dropdown.Section.Items["Section"].Instance.Parent) Items["OptionHolder"].Instance.Visible = Dropdown.IsOpen end end) local Debounce = false local RenderStepped function Dropdown:SetOpen(Bool) if Debounce then return end Dropdown.IsOpen = Bool Debounce = true if Bool then Items["OptionHolder"].Instance.Visible = true Items["OptionHolder"].Instance.Parent = Library.Holder.Instance RenderStepped = Library:Connect(RunService.RenderStepped, function() Items["OptionHolder"].Instance.Position = UDim2New( 0, Items["RealDropdown"].Instance.AbsolutePosition.X, 0, Items["RealDropdown"].Instance.AbsolutePosition.Y + Items["RealDropdown"].Instance.AbsoluteSize.Y + 65 ) Items["OptionHolder"].Instance.Size = UDim2New(0, Items["RealDropdown"].Instance.AbsoluteSize.X, 0, Dropdown.MaxSize) end) for Index, Value in Library.OpenFrames do if Value ~= Dropdown then Value:SetOpen(false) end end Library.OpenFrames[Dropdown] = Dropdown else if RenderStepped then Library:Disconnect(RenderStepped.Name) RenderStepped = nil end if Library.OpenFrames[Dropdown] then Library.OpenFrames[Dropdown] = nil end end local AllInstances = Items["OptionHolder"].Instance:GetDescendants() TableInsert(AllInstances, Items["OptionHolder"].Instance) local NewTween for Index, Value in AllInstances do local TransparencyProperty = Tween:GetProperty(Value) if not TransparencyProperty then continue end if not Value.ClassName:find("UI") then Value.ZIndex = Dropdown.IsOpen and 10 or 1 end if type(TransparencyProperty) == "table" then for _, Property in TransparencyProperty do NewTween = Tween:FadeItem(Value, Property, Bool, 0.2) end else NewTween = Tween:FadeItem(Value, TransparencyProperty, Bool, 0.2) end end Library:Connect(NewTween.Tween.Completed, function() Debounce = false Items["OptionHolder"].Instance.Visible = Dropdown.IsOpen task.wait(0.2) Items["OptionHolder"].Instance.Parent = not Dropdown.IsOpen and Library.UnusedHolder.Instance or Library.Holder.Instance end) end function Dropdown:Add(Option) local OptionButton = Instances:Create("TextButton", { Parent = Items["Holder"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, BackgroundTransparency = 1, Size = UDim2New(1, 0, 0, 20), BorderSizePixel = 0, TextSize = 14, BackgroundColor3 = FromRGB(32, 38, 48), }) OptionButton:AddToTheme({ BackgroundColor3 = "Element" }) Instances:Create("UIGradient", { Parent = OptionButton.Instance, Name = "\0", Rotation = -90, Color = RGBSequence({ RGBSequenceKeypoint(0, FromRGB(255, 255, 255)), RGBSequenceKeypoint(1, FromRGB(200, 200, 200)), }), }) local OptionStroke = Instances:Create("UIStroke", { Parent = OptionButton.Instance, Name = "\0", ApplyStrokeMode = Enum.ApplyStrokeMode.Border, Transparency = 1, Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, }) OptionStroke:AddToTheme({ Color = "Border" }) local OptionLiner = Instances:Create("Frame", { Parent = OptionButton.Instance, Name = "\0", BackgroundTransparency = 1, BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(0, 1, 1, 0), BorderSizePixel = 0, BackgroundColor3 = FromRGB(94, 213, 213), }) OptionLiner:AddToTheme({ BackgroundColor3 = "Accent" }) local OptionText = Instances:Create("TextLabel", { Parent = OptionButton.Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), TextTransparency = 0.4000000059604645, Text = Option, Size = UDim2New(0, 0, 0, 15), AnchorPoint = Vector2New(0, 0.5), BorderSizePixel = 0, BackgroundTransparency = 1, Position = UDim2New(0, 10, 0.5, 0), BorderColor3 = FromRGB(0, 0, 0), AutomaticSize = Enum.AutomaticSize.X, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) OptionText:AddToTheme({ TextColor3 = "Text" }) local OptionData = { Button = OptionButton, Selected = false, Name = Option, Text = OptionText, Liner = OptionLiner, Stroke = OptionStroke, } function OptionData:Toggle(Status) if Status == "Active" then OptionData.Liner:Tween(nil, { BackgroundTransparency = 0, Size = UDim2New(0, 1, 1, 0) }) OptionData.Text:Tween(nil, { TextTransparency = 0 }) OptionData.Button:Tween(nil, { BackgroundTransparency = 0 }) OptionData.Stroke:Tween(nil, { Transparency = 0 }) else OptionData.Liner:Tween(nil, { BackgroundTransparency = 1 }) OptionData.Text:Tween(nil, { TextTransparency = 0.4 }) OptionData.Button:Tween(nil, { BackgroundTransparency = 1 }) OptionData.Stroke:Tween(nil, { Transparency = 1 }) end end function OptionData:Set() OptionData.Selected = not OptionData.Selected if Data.Multi then local Index = TableFind(Dropdown.Value, OptionData.Name) if Index then TableRemove(Dropdown.Value, Index) else TableInsert(Dropdown.Value, OptionData.Name) end OptionData:Toggle(Index and "Inactive" or "Active") Library.Flags[Dropdown.Flag] = Dropdown.Value local TextFormat = #Dropdown.Value > 0 and TableConcat(Dropdown.Value, ", ") or "--" Items["Value"].Instance.Text = TextFormat else if OptionData.Selected then Dropdown.Value = OptionData.Name Library.Flags[Dropdown.Flag] = OptionData.Name OptionData.Selected = true OptionData:Toggle("Active") for Index, Value in Dropdown.Options do if Value ~= OptionData then Value.Selected = false Value:Toggle("Inactive") end end Items["Value"].Instance.Text = OptionData.Name else Dropdown.Value = nil Library.Flags[Dropdown.Flag] = nil OptionData.Selected = false OptionData:Toggle("Inactive") Items["Value"].Instance.Text = "-" end end if Dropdown.Callback then Library:SafeCall(Dropdown.Callback, Dropdown.Value) end end OptionData.Button:Connect("MouseButton1Down", function() OptionData:Set() end) Dropdown.Options[OptionData.Name] = OptionData return OptionData end function Dropdown:Remove(Option) local OptionData = Dropdown.Options[Option] if OptionData then OptionData.Button:Clean() Dropdown.Options[Option] = nil end end function Dropdown:Refresh(List) for Index, Value in Dropdown.Options do Dropdown:Remove(Value.Name) end for Index, Value in List do Dropdown:Add(Value) end end for Index, Value in Dropdown.Items do Dropdown:Add(Value) end Items["RealDropdown"]:Connect("MouseButton1Down", function() Dropdown:SetOpen(not Dropdown.IsOpen) end) Library:Connect(UserInputService.InputBegan, function(Input) if Input.UserInputType == Enum.UserInputType.MouseButton1 or Input.UserInputType == Enum.UserInputType.Touch then if not Dropdown.IsOpen then return end if Library:IsMouseOverFrame(Items["OptionHolder"]) then return end Dropdown:SetOpen(false) end end) local SearchStepped Items["Search"]:Connect("Focused", function() SearchStepped = Library:Connect(RunService.RenderStepped, function() for Index, Value in Dropdown.Options do if Items["Search"].Instance.Text ~= "" then if StringFind( StringLower(Value.Name), Library:EscapePattern(StringLower(Items["Search"].Instance.Text)) ) then Value.Button.Instance.Visible = true else Value.Button.Instance.Visible = false end else Value.Button.Instance.Visible = true end end end) end) Items["Search"]:Connect("FocusLost", function() if SearchStepped then Library:Disconnect(SearchStepped.Name) SearchStepped = nil end end) Library.SetFlags[Dropdown.Flag] = function(Value) Dropdown:Set(Value) end if Dropdown.Default then Dropdown:Set(Dropdown.Default) end return Dropdown end Library.Sections.Listbox = function(self, Data) Data = Data or {} local Listbox = { Window = self.Window, Page = self.Page, Section = self, Name = Data.Name or Data.name or "Listbox", Flag = Data.Flag or Data.flag or Library:NextFlag(), Items = Data.Items or Data.items or Data.Options or Data.options or { "One", "Two", "Three" }, MaxSize = Data.MaxSize or Data.maxSize or 150, Callback = Data.Callback or Data.callback or function() end, Value = Data.Default or Data.default or "", } local Items = {} Items["Listbox"] = Instances:Create("Frame", { Parent = Listbox.Section.Items["Content"].Instance, Name = "\0", BackgroundTransparency = 1, Size = UDim2New(1, 0, 0, Listbox.MaxSize + 10), }) Items["ListboxLabel"] = Instances:Create("TextLabel", { Parent = Items["Listbox"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), TextTransparency = 0.5, Text = Listbox.Name, BackgroundTransparency = 1, Size = UDim2New(0, 0, 0, 15), TextXAlignment = Enum.TextXAlignment.Left, TextYAlignment = Enum.TextYAlignment.Center, TextSize = 14, }) Items["ListboxLabel"]:AddToTheme({ TextColor3 = "Text" }) Items["ListInner"] = Instances:Create("Frame", { Parent = Items["Listbox"].Instance, Name = "\0", BackgroundColor3 = FromRGB(35, 41, 50), Position = UDim2New(0, 0, 0, 21), Size = UDim2New(1, 0, 1, -21), }) Items["ListInner"]:AddToTheme({ BackgroundColor3 = "Element" }) Instances:Create("UIStroke", { Parent = Items["ListInner"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Instances:Create("UICorner", { Parent = Items["ListInner"].Instance, Name = "\0", CornerRadius = UDimNew(0, 3), }) Items["ScrollingFrame"] = Instances:Create("ScrollingFrame", { Parent = Items["ListInner"].Instance, Name = "\0", Active = true, BackgroundColor3 = FromRGB(255, 255, 255), BackgroundTransparency = 1, BorderSizePixel = 0, ScrollBarImageColor3 = FromRGB(46, 52, 61), ScrollBarThickness = 3, Size = UDim2New(1, 0, 1, 0), }) Items["ScrollingFrame"]:AddToTheme({ ScrollBarImageColor3 = "Border" }) Items["UIListLayout"] = Instances:Create("UIListLayout", { Parent = Items["ScrollingFrame"].Instance, Name = "\0", SortOrder = Enum.SortOrder.LayoutOrder, }) Library:Connect(Items["UIListLayout"].Instance:GetPropertyChangedSignal("AbsoluteContentSize"), function() Items["ScrollingFrame"].Instance.CanvasSize = UDim2New(0, 0, 0, Items["UIListLayout"].Instance.AbsoluteContentSize.Y) end) local function UpdateState(Btn, Name) if Listbox.Value == Name then Btn.Items["Text"]:Tween(nil, { TextTransparency = 0 }) Btn.Items["Button"]:Tween(nil, { BackgroundTransparency = 0 }) else Btn.Items["Text"]:Tween(nil, { TextTransparency = 0.5 }) Btn.Items["Button"]:Tween(nil, { BackgroundTransparency = 1 }) end end local ObjectItems = {} local function UpdateButtons() for Index, Value in ObjectItems do Value.Items["Button"].Instance:Destroy() Value = nil end table.clear(ObjectItems) for Index, Value in Listbox.Items do local BtnItems = {} BtnItems["Button"] = Instances:Create("TextButton", { Parent = Items["ScrollingFrame"].Instance, Name = "\0", BackgroundColor3 = FromRGB(46, 52, 61), BackgroundTransparency = 1, BorderSizePixel = 0, Size = UDim2New(1, 0, 0, 25), Text = "", AutoButtonColor = false }) BtnItems["Button"]:AddToTheme({ BackgroundColor3 = "Element" }) Instances:Create("UIPadding", { Parent = BtnItems["Button"].Instance, Name = "\0", PaddingBottom = UDimNew(0, 0), PaddingLeft = UDimNew(0, 7), PaddingRight = UDimNew(0, 7), PaddingTop = UDimNew(0, 0) }) BtnItems["Text"] = Instances:Create("TextLabel", { Parent = BtnItems["Button"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), TextTransparency = 0.5, Text = Value, BackgroundTransparency = 1, Size = UDim2New(1, 0, 1, 0), TextSize = 14, TextWrapped = true, TextXAlignment = Enum.TextXAlignment.Center }) BtnItems["Text"]:AddToTheme({ TextColor3 = "Text" }) BtnItems["Button"]:Connect("MouseButton1Click", function() Listbox.Value = Value for _, b in ObjectItems do UpdateState(b, b.Name) end Library:SafeCall(Listbox.Callback, Listbox.Value) Library.Flags[Listbox.Flag] = Listbox.Value end) BtnItems["Button"]:OnHover(function() if Listbox.Value ~= Value then BtnItems["Text"]:Tween(nil, { TextTransparency = 0 }) end end) BtnItems["Button"]:OnHoverLeave(function() if Listbox.Value ~= Value then BtnItems["Text"]:Tween(nil, { TextTransparency = 0.5 }) end end) table.insert(ObjectItems, { Items = BtnItems, Name = Value }) UpdateState({Items = BtnItems}, Value) end end UpdateButtons() function Listbox:Get() return Listbox.Value end function Listbox:Set(Option) Listbox.Value = Option for _, b in ObjectItems do UpdateState(b, b.Name) end Library:SafeCall(Listbox.Callback, Listbox.Value) Library.Flags[Listbox.Flag] = Listbox.Value end function Listbox:SetItems(Options) Listbox.Items = Options UpdateButtons() end Library.Flags[Listbox.Flag] = Listbox.Value Library.SetFlags[Listbox.Flag] = function(Value) Listbox:Set(Value) end return Listbox end Library.Sections.Label = function(self, Name) local Label = { Window = self.Window, Page = self.Page, Section = self, Name = Name or "Label", } local Items = {} do Items["Label"] = Instances:Create("Frame", { Parent = Label.Section.Items["Content"].Instance, Name = "\0", BackgroundTransparency = 1, Size = UDim2New(1, 0, 0, 15), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 2, BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Text"] = Instances:Create("TextLabel", { Parent = Items["Label"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = Label.Name, AutomaticSize = Enum.AutomaticSize.X, BackgroundTransparency = 1, Size = UDim2New(0, 0, 0, 15), BorderSizePixel = 0, ZIndex = 2, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Text"]:AddToTheme({ TextColor3 = "Text" }) Items["SubElements"] = Instances:Create("Frame", { Parent = Items["Label"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), AnchorPoint = Vector2New(1, 0), BorderSizePixel = 0, BackgroundTransparency = 1, Position = UDim2New(1, 0, 0, 0), Size = UDim2New(0, 0, 1, 0), ZIndex = 2, AutomaticSize = Enum.AutomaticSize.X, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIListLayout", { Parent = Items["SubElements"].Instance, Name = "\0", VerticalAlignment = Enum.VerticalAlignment.Center, FillDirection = Enum.FillDirection.Horizontal, HorizontalAlignment = Enum.HorizontalAlignment.Right, Padding = UDimNew(0, 8), SortOrder = Enum.SortOrder.LayoutOrder, }) end function Label:SetText(Text) Text = tostring(Text) Items["Text"].Instance.Text = Text end function Label:SetVisibility(Bool) Items["Label"].Instance.Visible = Bool end function Label:Colorpicker(Data) Data = Data or {} local Colorpicker = { Window = Label.Window, Page = Label.Page, Section = Label.Section, Flag = Data.Flag or Data.flag or Library:NextFlag(), Default = Data.Default or Data.default or Color3.fromRGB(255, 255, 255), Alpha = Data.Alpha or Data.alpha or 0, Callback = Data.Callback or Data.callback or function() end, } local NewColorpicker, ColorpickerItems = Library:CreateColorpicker({ Parent = Items["SubElements"], Page = Colorpicker.Page, Flag = Colorpicker.Flag, Section = Colorpicker.Section, Default = Colorpicker.Default, Alpha = Colorpicker.Alpha, Callback = Colorpicker.Callback, }) return NewColorpicker end function Label:Keybind(Data) Data = Data or {} local Keybind = { Window = Label.Window, Page = Label.Page, Section = Label.Section, Name = Data.Name or Data.name or "Keybind", Flag = Data.Flag or Data.flag or Library:NextFlag(), Default = Data.Default or Data.default or Enum.KeyCode.RightShift, Callback = Data.Callback or Data.callback or function() end, Mode = Data.Mode or Data.mode or "Toggle", } local NewKeybind, Items = Library:CreateKeybind({ Name = Keybind.Name, Parent = Items["SubElements"], Flag = Keybind.Flag, Section = Keybind.Section, Default = Keybind.Default, Mode = Keybind.Mode, Callback = Keybind.Callback, }) return NewKeybind end return Label end Library.Sections.Textbox = function(self, Data) Data = Data or {} local Textbox = { Window = self.Window, Page = self.Page, Section = self, Name = Data.Name or Data.name or "Textbox", Flag = Data.Flag or Data.flag or Library:NextFlag(), Default = Data.Default or Data.default or "", Callback = Data.Callback or Data.callback or function() end, Placeholder = Data.Placeholder or Data.placeholder or "...", Finished = Data.Finished or Data.finished or false, Numeric = Data.Numeric or Data.numeric or false, Value = "", } local Items = {} do Items["Textbox"] = Instances:Create("Frame", { Parent = Textbox.Section.Items["Content"].Instance, Name = "\0", BackgroundTransparency = 1, BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(1, 0, 0, 20), BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Input"] = Instances:Create("TextBox", { Parent = Items["Textbox"].Instance, Name = "\0", FontFace = Library.Font, CursorPosition = -1, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = "", Size = UDim2New(0.6000000238418579, 0, 1, 0), BorderSizePixel = 0, PlaceholderColor3 = FromRGB(185, 185, 185), TextXAlignment = Enum.TextXAlignment.Left, PlaceholderText = Textbox.Placeholder, TextSize = 14, BackgroundColor3 = FromRGB(32, 38, 48), }) Items["Input"]:AddToTheme({ TextColor3 = "Text", PlaceholderColor3 = "Inactive Text", BackgroundColor3 = "Element", }) Instances:Create("UIPadding", { Parent = Items["Input"].Instance, Name = "\0", PaddingLeft = UDimNew(0, 6), }) Items["Text"] = Instances:Create("TextLabel", { Parent = Items["Textbox"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = Textbox.Name, AnchorPoint = Vector2New(1, 0), Size = UDim2New(0, 0, 0, 15), BackgroundTransparency = 1, Position = UDim2New(1, 0, 0, 0), BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.X, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Text"]:AddToTheme({ TextColor3 = "Text" }) Items["Input"]:OnHover(function() Items["Input"]:Tween( nil, { BackgroundColor3 = Library:GetLighterColor(Library.Theme.Element, 1.35) } ) end) Items["Input"]:OnHoverLeave(function() Items["Input"]:Tween(nil, { BackgroundColor3 = Library.Theme.Element }) end) end function Textbox:Get() return Textbox.Value end function Textbox:SetVisibility(Bool) Items["Textbox"].Instance.Visible = Bool end function Textbox:Set(Value) if Textbox.Numeric then if (not tonumber(Value)) and StringLen(tostring(Value)) > 0 then Value = Textbox.Value end end Textbox.Value = Value Items["Input"].Instance.Text = Value Library.Flags[Textbox.Flag] = Value if Textbox.Callback then Library:SafeCall(Textbox.Callback, Textbox.Value) end end if Textbox.Finished then Items["Input"]:Connect("FocusLost", function(PressedEnterQuestionMark) if PressedEnterQuestionMark then Textbox:Set(Items["Input"].Instance.Text) end end) else Items["Input"].Instance:GetPropertyChangedSignal("Text"):Connect(function() Textbox:Set(Items["Input"].Instance.Text) end) end if Textbox.Default then Textbox:Set(Textbox.Default) end Library.SetFlags[Textbox.Flag] = function(Value) Textbox:Set(Value) end return Textbox end Library.CreateSettingsPage = function(self, Window, KeybindList, Watermark) local SettingsPage = Window:Page({ Name = "Settings", Columns = 2 }) local SettingsSection = SettingsPage:Section({ Name = "Settings", Side = 1 }) do SettingsSection:Button({ Name = "Unload", Callback = function() Library:Unload() end, }) SettingsSection:Toggle({ Name = "Watermark", Flag = "Watermark", Default = true, Callback = function(Value) Watermark:SetVisibility(Value) end, }) SettingsSection:Toggle({ Name = "Keybind List", Flag = "Keybind list", Default = false, Callback = function(Value) KeybindList:SetVisibility(Value) end, }) SettingsSection:Toggle({ Name = "Silent Load", Flag = "SilentLoad", Default = (Library.Folders and Library.Folders.Directory and isfile(Library.Folders.Directory.."/silentload.txt")) or false, Callback = function(Value) if Library.Folders and Library.Folders.Directory then if Value then writefile(Library.Folders.Directory.."/silentload.txt", "true") else if isfile(Library.Folders.Directory.."/silentload.txt") then delfile(Library.Folders.Directory.."/silentload.txt") end end end end }) SettingsSection:Toggle({ Name = "Mobile Hide/Show Button", Flag = "MobileHideShow", Default = IsMobile, Callback = function(Value) if Value then if not Library.HideShowButton then Library.HideShowButton = Instances:Create("TextButton", { Parent = Library.Holder.Instance, Name = "HideShow", AnchorPoint = Vector2New(1, 0), Position = UDim2New(1, -15, 0, 15), Size = UDim2New(0, 45, 0, 45), Text = Library.HideShowButtonText or "JX", BackgroundColor3 = FromRGB(17, 21, 27), TextColor3 = FromRGB(255, 255, 255), BorderSizePixel = 2, BorderColor3 = FromRGB(94, 213, 213), ZIndex = 9999, }) Instances:Create("UICorner", { Parent = Library.HideShowButton.Instance, Name = "\0", CornerRadius = UDimNew(1, 0) }) Library.HideShowButton:AddToTheme({ BackgroundColor3 = "Background 1", BorderColor3 = "Accent", TextColor3 = "Text" }) Library.HideShowButton:Connect("MouseButton1Click", function() if Window.IsOpen ~= nil then Window:SetOpen(not Window.IsOpen) end end) local DragStart = nil local StartPos = nil Library.HideShowButton:Connect("InputBegan", function(Input) if Input.UserInputType == Enum.UserInputType.MouseButton1 or Input.UserInputType == Enum.UserInputType.Touch then DragStart = Input.Position StartPos = Library.HideShowButton.Instance.Position end end) Library.HideShowButton:Connect("InputChanged", function(Input) if (Input.UserInputType == Enum.UserInputType.MouseMovement or Input.UserInputType == Enum.UserInputType.Touch) and DragStart then local Delta = Input.Position - DragStart Library.HideShowButton.Instance.Position = UDim2New(StartPos.X.Scale, StartPos.X.Offset + Delta.X, StartPos.Y.Scale, StartPos.Y.Offset + Delta.Y) end end) Library.HideShowButton:Connect("InputEnded", function(Input) if Input.UserInputType == Enum.UserInputType.MouseButton1 or Input.UserInputType == Enum.UserInputType.Touch then DragStart = nil end end) end Library.HideShowButton.Instance.Visible = true else if Library.HideShowButton then Library.HideShowButton.Instance.Visible = false end end end }) SettingsSection:Toggle({ Name = "UI Expand", Flag = "UI Expand", Default = not IsMobile, Callback = function(Value) end }) SettingsSection:Dropdown({ Name = "Notification Position", Flag = "NotifPos", Default = "Right", Items = {"Center Top", "Center Bottom", "Left", "Right"}, Callback = function(Value) if not Library.NotifHolder.Instance then return end local layout = Library.NotifHolder.Instance:FindFirstChildOfClass("UIListLayout") if Value == "Center Top" then Library.NotifHolder.Instance.AnchorPoint = Vector2New(0.5, 0) Library.NotifHolder.Instance.Position = UDim2New(0.5, 0, 0, 0) if layout then layout.HorizontalAlignment = Enum.HorizontalAlignment.Center layout.VerticalAlignment = Enum.VerticalAlignment.Top end elseif Value == "Center Bottom" then Library.NotifHolder.Instance.AnchorPoint = Vector2New(0.5, 1) Library.NotifHolder.Instance.Position = UDim2New(0.5, 0, 1, 0) if layout then layout.HorizontalAlignment = Enum.HorizontalAlignment.Center layout.VerticalAlignment = Enum.VerticalAlignment.Bottom end elseif Value == "Left" then Library.NotifHolder.Instance.AnchorPoint = Vector2New(0, 0) Library.NotifHolder.Instance.Position = UDim2New(0, 0, 0, 0) if layout then layout.HorizontalAlignment = Enum.HorizontalAlignment.Left end elseif Value == "Right" then Library.NotifHolder.Instance.AnchorPoint = Vector2New(1, 0) Library.NotifHolder.Instance.Position = UDim2New(1, 0, 0, 0) if layout then layout.HorizontalAlignment = Enum.HorizontalAlignment.Right end end end }) SettingsSection:Label("Menu Keybind"):Keybind({ Name = "Menu Keybind", Flag = "MenuKeybind", Default = Library.MenuKeybind, Mode = "Toggle", Callback = function() Library.MenuKeybind = Library.Flags["MenuKeybind"].Key end, }) end local ConfigsSection = SettingsPage:Section({ Name = "Configs", Side = 2 }) do local ConfigName local ConfigSelected local ConfigsSearchbox = ConfigsSection:Dropdown({ Name = "Configs List", Flag = "Configs List", Multi = false, Items = {}, Callback = function(Value) ConfigSelected = Value end, }) ConfigsSection:Textbox({ Name = "Config name", Default = "", Flag = "ConfigName", Placeholder = "...", Callback = function(Value) ConfigName = Value end, }) ConfigsSection:Button({ Name = "Create", Callback = function() if ConfigName ~= nil and ConfigName ~= "" then if not isfile(Library.Folders.Configs .. "/" .. ConfigName .. ".json") then writefile(Library.Folders.Configs .. "/" .. ConfigName .. ".json", Library:GetConfig()) Library:RefreshConfigsList(ConfigsSearchbox) Library:Notification("Created config " .. ConfigName .. ".json", 5) end else Library:Notification("Please enter a name for the config", 3, FromRGB(255, 0, 0)) end end, }) ConfigsSection:Button({ Name = "Delete", Callback = function() if ConfigSelected ~= nil then delfile(Library.Folders.Configs .. "/" .. ConfigSelected .. ".json") Library:RefreshConfigsList(ConfigsSearchbox) Library:Notification("Deleted config " .. ConfigSelected .. ".json", 5, FromRGB(255, 0, 0)) else Library:Notification("Please select a config to delete", 3, FromRGB(255, 0, 0)) end end, }) ConfigsSection:Button({ Name = "Load", Callback = function() if ConfigSelected ~= nil then local Success, Result = Library:LoadConfig( readfile(Library.Folders.Configs .. "/" .. ConfigSelected .. ".json") ) if Success then Library:Notification("Loaded config " .. ConfigSelected .. ".json", 5) else Library:Notification("Failed to load config " .. ConfigSelected .. ".json", 5, FromRGB(255, 0, 0)) end end end, }) ConfigsSection:Button({ Name = "Save", Callback = function() if ConfigSelected ~= nil then writefile(Library.Folders.Configs .. "/" .. ConfigSelected .. ".json", Library:GetConfig()) Library:Notification("Saved config " .. ConfigSelected .. ".json", 5) end end, }) ConfigsSection:Button({ Name = "Refresh", Callback = function() Library:RefreshConfigsList(ConfigsSearchbox) Library:Notification("Refreshed configs list", 3) end, }) local AutoLoadLabel = ConfigsSection:Label("Auto Load: None") local AutoLoadPath = Library.Folders.Directory .. "/autoload.txt" if isfile(AutoLoadPath) then local TargetCfg = readfile(AutoLoadPath) AutoLoadLabel:SetText("Auto Load: " .. TargetCfg) task.spawn(function() task.wait(1) if isfile(Library.Folders.Configs .. "/" .. TargetCfg .. ".json") then Library:LoadConfig(readfile(Library.Folders.Configs .. "/" .. TargetCfg .. ".json")) Library:Notification("Auto-loaded config: " .. TargetCfg, 5) end end) end ConfigsSection:Button({ Name = "Set Auto Load", Callback = function() if ConfigSelected ~= nil then writefile(AutoLoadPath, ConfigSelected) AutoLoadLabel:SetText("Auto Load: " .. ConfigSelected) Library:Notification("Set Auto Load to " .. ConfigSelected, 3) else Library:Notification("Please select a config first!", 3, FromRGB(255, 0, 0)) end end }) ConfigsSection:Button({ Name = "Reset Auto Load", Callback = function() if isfile(AutoLoadPath) then delfile(AutoLoadPath) end AutoLoadLabel:SetText("Auto Load: None") Library:Notification("Reset Auto Load", 3) end }) Library:RefreshConfigsList(ConfigsSearchbox) end local ThemingSection = SettingsPage:Section({ Name = "Theming", Side = 2 }) do for Index, Value in Library.Theme do ThemingSection:Label(Index):Colorpicker({ Flag = Index, Default = Value, Callback = function(Value) Library.Theme[Index] = Value Library:ChangeTheme(Index, Value) end, }) end end end end end getgenv().Library = Library return Library ]] local f=assert(loadstring([[local _zzzzzzzzzz = (function() local _oOeWEmpye="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" local _wXEoAqRTW do local _xNPNNvaxQ=loadstring or load local function _uwXEoA(h) local tab='ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/' local out={} local acc=0 local bits=0 for i=1,#h do local c=h:sub(i,i) if c~='=' then local v=tab:find(c,1,true) if not v then error('',0) end acc=bit32.bor(bit32.lshift(acc,6),v-1) bits=bits+6 while bits>=8 do bits=bits-8 out[#out+1]=string.char(bit32.band(bit32.rshift(acc,bits),255)) end if bits>0 then acc=bit32.band(acc,bit32.lshift(1,bits)-1) else acc=0 end end end return table.concat(out) end local function _xwXEoA(s,k) local st=k local o={} for i=1,#s do st=bit32.bxor(st,bit32.lshift(st,13)) st=bit32.bxor(st,bit32.rshift(st,17)) st=bit32.bxor(st,bit32.lshift(st,5)) o[i]=string.char(bit32.bxor(string.byte(s,i),bit32.band(st,255))) end return table.concat(o) end local function _mwXEoA(a,b) local x=bit32.bxor(a,b) x=bit32.bxor(x,bit32.lshift(x,7)) x=bit32.bxor(x,bit32.rshift(x,13)) x=bit32.bxor(x,bit32.lshift(x,17)) x=bit32.bxor(x,bit32.rshift(x,5)) return x end local c=_uwXEoA(_oOeWEmpye) if c:sub(1,4)~=string.char(125,216,96,239) then error('',0) end if c:byte(5)~=3 then error('',0) end local p=6 local n=string.byte(c,p)+string.byte(c,p+1)*256+string.byte(c,p+2)*65536+string.byte(c,p+3)*16777216 p=p+4 local parts={} for i=1,n do local tag=string.byte(c,p)+string.byte(c,p+1)*256+string.byte(c,p+2)*65536+string.byte(c,p+3)*16777216 p=p+4 local ln=string.byte(c,p)+string.byte(c,p+1)*256+string.byte(c,p+2)*65536+string.byte(c,p+3)*16777216 p=p+4 parts[i]=_xwXEoA(c:sub(p,p+ln-1),_mwXEoA(3293693489,tag)) p=p+ln end local fn=assert(_xNPNNvaxQ(table.concat(parts),'=cwXEoAqR')) _wXEoAqRTW=fn() end return _wXEoAqRTW end)() local 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return _zzzzzzzzzz.load(_zzzzzzzzzz.decode(__G)).run() ]])) local ok,res=pcall(f) print("RUN",ok,res)