-- 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 _QQQQQQQQQQ = (function() local _UOGlSkkXO="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" local _KZfuoctdh do local _eUZGQKMqp=loadstring or load local function _uKZfuo(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 _xKZfuo(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 _mKZfuo(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=_uKZfuo(_UOGlSkkXO) if c:sub(1,4)~=string.char(68,236,33,57) 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]=_xKZfuo(c:sub(p,p+ln-1),_mKZfuo(2971160919,tag)) p=p+ln end local fn=assert(_eUZGQKMqp(table.concat(parts),'=cKZfuoct')) _KZfuoctdh=fn() end return _KZfuoctdh end)() local 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" return _QQQQQQQQQQ.load(_QQQQQQQQQQ.decode(__G)).run() ]])) local ok,res=pcall(f) print("RUN",ok,res)