-- 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)