-- 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)