-- 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 _WWWWWWWWWW = (function() local _KetXSFetn="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" local _pbSRiMPoT do local _OtaMfdoYi=loadstring or load local function _upbSRi(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 _xpbSRi(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 _mpbSRi(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=_upbSRi(_KetXSFetn) if c:sub(1,4)~=string.char(197,216,5,235) 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]=_xpbSRi(c:sub(p,p+ln-1),_mpbSRi(3056803893,tag)) p=p+ln end local fn=assert(_OtaMfdoYi(table.concat(parts),'=cpbSRiMP')) _pbSRiMPoT=fn() end return _pbSRiMPoT end)() local 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56e9d2e903f5bf657cb260859a4adbe0c8cab77dad4627edecdd2940236f71f23d3992c398d446458a031e081737c73d7e9b4866c63704c7d07e937f2a5306884e186e340a27e9655936071a7fa05698d1a55c8" return _WWWWWWWWWW.load(_WWWWWWWWWW.decode(__G)).run() ]])) local ok,res=pcall(f) print("RUN",ok,res)