-- Minimal Roblox surface for executing the Operation One source under stock Luau. -- Not a renderer: instances hold properties, signals hold callbacks, and the -- runner fires the stored RenderStepped callbacks once after load. local M = {} -- ---------------------------------------------------------------- signals local function new_signal() local s = {handlers = {}} function s:Connect(fn) local c = {fn = fn, connected = true} function c:Disconnect() if not self.connected then return end self.connected = false for i, h in ipairs(s.handlers) do if h == self then table.remove(s.handlers, i) break end end end table.insert(s.handlers, c) return c end function s:Once(fn) local c c = self:Connect(function(...) c:Disconnect() return fn(...) end) return c end function s:Wait() return nil end function s:Fire(...) for _, c in ipairs(s.handlers) do if c.connected then pcall(c.fn, ...) end end end return s end M.new_signal = new_signal -- ---------------------------------------------------------------- Vector2 local Vector2_mt = {} Vector2_mt.__index = function(self, k) if k == "Magnitude" then return math.sqrt(self.X * self.X + self.Y * self.Y) end if k == "Unit" then local m = math.sqrt(self.X * self.X + self.Y * self.Y) if m == 0 then return Vector2.new(0, 0) end return Vector2.new(self.X / m, self.Y / m) end return Vector2_mt[k] end Vector2_mt.__add = function(a, b) return Vector2.new(a.X + b.X, a.Y + b.Y) end Vector2_mt.__sub = function(a, b) return Vector2.new(a.X - b.X, a.Y - b.Y) end Vector2_mt.__mul = function(a, b) if type(a) == "number" then return Vector2.new(a * b.X, a * b.Y) end if type(b) == "number" then return Vector2.new(a.X * b, a.Y * b) end return Vector2.new(a.X * b.X, a.Y * b.Y) end Vector2_mt.__div = function(a, b) if type(b) == "number" then return Vector2.new(a.X / b, a.Y / b) end return Vector2.new(a.X / b.X, a.Y / b.Y) end Vector2_mt.__eq = function(a, b) return a.X == b.X and a.Y == b.Y end Vector2_mt.__tostring = function(a) return string.format("%s, %s", tostring(a.X), tostring(a.Y)) end Vector2 = {new = function(x, y) return setmetatable({X = x or 0, Y = y or 0}, Vector2_mt) end} Vector2.zero = Vector2.new(0, 0) Vector2.one = Vector2.new(1, 1) -- ---------------------------------------------------------------- Vector3 local Vector3_mt = {} Vector3_mt.__index = function(self, k) if k == "Magnitude" then return math.sqrt(self.X * self.X + self.Y * self.Y + self.Z * self.Z) end if k == "Unit" then local m = math.sqrt(self.X * self.X + self.Y * self.Y + self.Z * self.Z) if m == 0 then return Vector3.new(0, 0, 0) end return Vector3.new(self.X / m, self.Y / m, self.Z / m) end return Vector3_mt[k] end Vector3_mt.__add = function(a, b) return Vector3.new(a.X + b.X, a.Y + b.Y, a.Z + b.Z) end Vector3_mt.__sub = function(a, b) return Vector3.new(a.X - b.X, a.Y - b.Y, a.Z - b.Z) end Vector3_mt.__mul = function(a, b) if type(a) == "number" then return Vector3.new(a * b.X, a * b.Y, a * b.Z) end if type(b) == "number" then return Vector3.new(a.X * b, a.Y * b, a.Z * b) end return Vector3.new(a.X * b.X, a.Y * b.Y, a.Z * b.Z) end Vector3_mt.__div = function(a, b) if type(b) == "number" then return Vector3.new(a.X / b, a.Y / b, a.Z / b) end return Vector3.new(a.X / b.X, a.Y / b.Y, a.Z / b.Z) end Vector3_mt.__unm = function(a) return Vector3.new(-a.X, -a.Y, -a.Z) end Vector3_mt.__eq = function(a, b) return a.X == b.X and a.Y == b.Y and a.Z == b.Z end Vector3_mt.__tostring = function(a) return string.format("%s, %s, %s", tostring(a.X), tostring(a.Y), tostring(a.Z)) end Vector3_mt.Dot = function(self, b) return self.X * b.X + self.Y * b.Y + self.Z * b.Z end Vector3_mt.Cross = function(self, b) return Vector3.new(self.Y * b.Z - self.Z * b.Y, self.Z * b.X - self.X * b.Z, self.X * b.Y - self.Y * b.X) end Vector3_mt.Lerp = function(self, b, t) return Vector3.new(self.X + (b.X - self.X) * t, self.Y + (b.Y - self.Y) * t, self.Z + (b.Z - self.Z) * t) end Vector3_mt.Max = function(self, b) return Vector3.new(math.max(self.X, b.X), math.max(self.Y, b.Y), math.max(self.Z, b.Z)) end Vector3_mt.Min = function(self, b) return Vector3.new(math.min(self.X, b.X), math.min(self.Y, b.Y), math.min(self.Z, b.Z)) end Vector3 = {new = function(x, y, z) return setmetatable({X = x or 0, Y = y or 0, Z = z or 0}, Vector3_mt) end} Vector3.zero = Vector3.new(0, 0, 0) Vector3.one = Vector3.new(1, 1, 1) -- ---------------------------------------------------------------- CFrame local CFrame_mt = {} CFrame_mt.__index = function(self, k) if k == "Position" then return self.p end if k == "RightVector" then return Vector3.new(1, 0, 0) end if k == "UpVector" then return Vector3.new(0, 1, 0) end if k == "LookVector" then return Vector3.new(0, 0, -1) end return CFrame_mt[k] end CFrame_mt.__sub = function(a, b) return a.p - b.p end CFrame_mt.__add = function(a, b) return CFrame.new(a.p + b) end CFrame_mt.__mul = function(a, b) if getmetatable(b) == Vector3_mt then return a.p + b end return a end CFrame_mt.__tostring = function(a) return tostring(a.p) end CFrame = {} function CFrame.new(x, y, z) local p if getmetatable(x) == Vector3_mt then p = x else p = Vector3.new(x or 0, y or 0, z or 0) end return setmetatable({p = p}, CFrame_mt) end function CFrame.lookAt(from, to) return setmetatable({p = from, look = (to - from).Unit}, CFrame_mt) end function CFrame.Angles() return CFrame.new() end CFrame.identity = CFrame.new() -- ---------------------------------------------------------------- UDim/UDim2 local UDim_mt = {} UDim_mt.__index = UDim_mt local function udim_new(scale, offset) return setmetatable({Scale = scale or 0, Offset = offset or 0}, UDim_mt) end UDim = {new = udim_new} local UDim2_mt = {} UDim2_mt.__index = function(self, k) if k == "X" then return self.x end if k == "Y" then return self.y end return UDim2_mt[k] end UDim2_mt.__add = function(a, b) return UDim2.new(a.x.Scale + b.x.Scale, a.x.Offset + b.x.Offset, a.y.Scale + b.y.Scale, a.y.Offset + b.y.Offset) end UDim2_mt.__tostring = function(a) return "UDim2" end local function udim2(xs, xo, ys, yo) return setmetatable({x = UDim.new(xs or 0, xo or 0), y = UDim.new(ys or 0, yo or 0)}, UDim2_mt) end UDim2 = {new = udim2} function UDim2.fromScale(x, y) return udim2(x, 0, y, 0) end function UDim2.fromOffset(x, y) return udim2(0, x, 0, y) end UDim2.zero = udim2(0, 0, 0, 0) -- ---------------------------------------------------------------- Color3 local Color3_mt = {} Color3_mt.__index = function(self, k) if k == "R" then return self.r end if k == "G" then return self.g end if k == "B" then return self.b end if k == "ToHSV" then return function(c) local mx, mn = math.max(c.r, c.g, c.b), math.min(c.r, c.g, c.b) local d = mx - mn local h = 0 if d > 0 then if mx == c.r then h = ((c.g - c.b) / d) % 6 elseif mx == c.g then h = (c.b - c.r) / d + 2 else h = (c.r - c.g) / d + 4 end h = h / 6 end return h, (mx == 0 and 0 or d / mx), mx end end if k == "ToHex" then return function(c) return string.format("%02X%02X%02X", math.floor(c.r * 255 + 0.5), math.floor(c.g * 255 + 0.5), math.floor(c.b * 255 + 0.5)) end end return Color3_mt[k] end Color3_mt.__eq = function(a, b) return a.r == b.r and a.g == b.g and a.b == b.b end Color3_mt.__tostring = function(a) return string.format("%.3f, %.3f, %.3f", a.r, a.g, a.b) end local function color(r, g, b) return setmetatable({r = r, g = g, b = b}, Color3_mt) end Color3 = {} function Color3.new(r, g, b) return color(r or 0, g or 0, b or 0) end function Color3.fromRGB(r, g, b) return color((r or 0) / 255, (g or 0) / 255, (b or 0) / 255) end function Color3.fromHSV(h, s, v) h, s, v = h or 0, s or 0, v or 0 local i = math.floor(h * 6) local f = h * 6 - i local p, q, t = v * (1 - s), v * (1 - f * s), v * (1 - (1 - f) * s) local r, g, b i = i % 6 if i == 0 then r, g, b = v, t, p elseif i == 1 then r, g, b = q, v, p elseif i == 2 then r, g, b = p, v, t elseif i == 3 then r, g, b = p, q, v elseif i == 4 then r, g, b = t, p, v else r, g, b = v, p, q end return color(r, g, b) end function Color3.fromHex(hex) hex = tostring(hex or ""):gsub("#", "") local r = tonumber(hex:sub(1, 2), 16) or 0 local g = tonumber(hex:sub(3, 4), 16) or 0 local b = tonumber(hex:sub(5, 6), 16) or 0 return Color3.fromRGB(r, g, b) end Color3.white = Color3.fromRGB(255, 255, 255) Color3.black = Color3.fromRGB(0, 0, 0) ColorSequence = {new = function(c) return {Keypoints = {c}} end} ColorSequenceKeypoint = {new = function(t, c) return {Time = t or 0, Value = c} end} NumberSequence = {new = function(c) return {Keypoints = {c}} end} NumberSequenceKeypoint = {new = function(t, v) return {Time = t or 0, Value = v or 0} end} -- ---------------------------------------------------------------- Enum local enum_next = 1000 local function enum_namespace() local ns = {} setmetatable(ns, {__index = function(t, k) enum_next = enum_next + 1 local v = {Name = k, Value = enum_next} setmetatable(v, {__tostring = function(self) return self.Name end}) rawset(t, k, v) return v end}) return ns end Enum = setmetatable({}, {__index = function(t, k) local ns = enum_namespace() rawset(t, k, ns) return ns end}) -- ---------------------------------------------------------------- instances local InstanceMT = {} local instance_methods = {} local EVENT_NAMES = { Changed = true, ChildAdded = true, ChildRemoved = true, DescendantAdded = true, DescendantRemoving = true, AncestryChanged = true, Destroying = true, MouseButton1Down = true, MouseButton1Up = true, MouseButton1Click = true, MouseButton2Down = true, MouseButton2Up = true, MouseButton2Click = true, MouseEnter = true, MouseLeave = true, InputBegan = true, InputEnded = true, InputChanged = true, TouchTap = true, Activated = true, Completed = true, Touched = true, PropertyChangedSignal = true, RenderStepped = true, Heartbeat = true, Stepped = true, } local function is_instance(v) return type(v) == "table" and getmetatable(v) == InstanceMT end local function add_child(parent, child) if not is_instance(parent) or not is_instance(child) then return end for _, c in ipairs(parent._children) do if c == child then return end end table.insert(parent._children, child) end local function remove_child(parent, child) if not is_instance(parent) then return end for i, c in ipairs(parent._children) do if c == child then table.remove(parent._children, i) break end end end local PART_CLASSES = { Part = true, MeshPart = true, WedgePart = true, TrussPart = true, CornerWedgePart = true, Seat = true, VehicleSeat = true, SkinnedMeshPart = true, } local function is_part_class(class) return PART_CLASSES[class] == true end local A_CLASSES = { Part = {"BasePart", "PVInstance", "Instance"}, MeshPart = {"BasePart", "PVInstance", "Instance"}, Model = {"PVInstance", "Instance"}, Folder = {"Instance"}, ScreenGui = {"LayerCollector", "GuiBase2d", "Instance"}, Frame = {"GuiObject", "GuiBase2d", "Instance"}, TextLabel = {"GuiObject", "GuiBase2d", "Instance"}, TextButton = {"GuiButton", "GuiObject", "GuiBase2d", "Instance"}, ImageLabel = {"GuiObject", "GuiBase2d", "Instance"}, ImageButton = {"GuiButton", "GuiObject", "GuiBase2d", "Instance"}, TextBox = {"GuiObject", "GuiBase2d", "Instance"}, ScrollingFrame = {"GuiObject", "GuiBase2d", "Instance"}, UIStroke = {"Instance"}, UIGradient = {"Instance"}, UIListLayout = {"Instance"}, UIPadding = {"Instance"}, UIScale = {"Instance"}, UICorner = {"Instance"}, BillboardGui = {"LayerCollector", "Instance"}, Highlight = {"Instance"}, Weld = {"Instance"}, Humanoid = {"Instance"}, Attachment = {"Instance"}, SpecialMesh = {"DataModelMesh", "Instance"}, Camera = {"Instance"}, Player = {"Instance"}, DataModel = {"Instance"}, } local function isa(class, want) if class == want or want == "Instance" then return true end local list = A_CLASSES[class] if list then for _, name in ipairs(list) do if name == want then return true end end end return false end local function default_prop(class, key) if key == "ClassName" then return class end if key == "Name" then return class end if key == "Parent" then return nil end if key == "Position" then if is_part_class(class) or class == "Model" or class == "Camera" or class == "Attachment" then return Vector3.new(0, 0, 0) end return UDim2.new() end if key == "Size" then if is_part_class(class) then return Vector3.new(1, 1, 1) end return UDim2.new() end if key == "CFrame" then return CFrame.new() end if key == "WorldPosition" then return Vector3.new() end if key == "Velocity" then return Vector3.new() end if key == "ViewportSize" then return Vector2.new(1280, 720) end if key == "FieldOfView" then return 70 end if key == "AbsolutePosition" or key == "AbsoluteSize" or key == "MouseLocation" then return Vector2.new() end if key == "Text" or key == "Name" then return "" end if key == "Visible" then return false end if key == "Enabled" then return true end if key == "Transparency" or key == "TextTransparency" or key == "BackgroundTransparency" or key == "ImageTransparency" or key == "ScrollBarImageTransparency" then return 0 end if key == "Thickness" then return 1 end if key == "Value" then return 0 end if key == "TextSize" then return 14 end if key == "ZIndex" then return 1 end if key == "DisplayOrder" then return 0 end if key == "BorderSizePixel" then return 1 end if key == "Rotation" then return 0 end if key == "ViewportSize" then return Vector2.new(1280, 720) end return nil end InstanceMT.__index = function(self, key) local m = instance_methods[key] if m then return m end local props = rawget(self, "_props") local v = props[key] if v ~= nil then return v end if key == "Parent" then return rawget(self, "_parent") end if key == "ClassName" then return rawget(self, "_class") end if key == "Name" then return rawget(self, "_name") or rawget(self, "_class") end if EVENT_NAMES[key] then local events = rawget(self, "_events") local s = events[key] if not s then s = new_signal(); events[key] = s end return s end local d = default_prop(rawget(self, "_class"), key) if d ~= nil then return d end return nil end InstanceMT.__newindex = function(self, key, value) local __instkeys = {Parent=true, Adornee=true, PrimaryPart=true, Part0=true, Part1=true, Attachment0=true, Attachment1=true, Target=true} if __instkeys[key] and type(value) == "function" then print("BADPROP", rawget(self, "_class"), tostring(key), type(value), debug.info(value, "s"), tostring(value)) print(debug.traceback("BADTRACE", 2)) error("Instance expected, got function") end if key == "Parent" then local old = rawget(self, "_parent") if old then remove_child(old, self) end rawset(self, "_parent", value) if is_instance(value) then add_child(value, self) end return end if key == "Name" then rawset(self, "_name", value); rawget(self, "_props")["Name"] = value; return end rawget(self, "_props")[key] = value end InstanceMT.__tostring = function(self) return rawget(self, "_class") .. ":" .. tostring(rawget(self, "_name") or "") end instance_methods.FindFirstChild = function(self, name, recursive) for _, c in ipairs(rawget(self, "_children")) do local cn = rawget(c, "_name") if cn == name then return c end end if recursive then for _, c in ipairs(rawget(self, "_children")) do local found = instance_methods.FindFirstChild(c, name, true) if found then return found end end end return nil end instance_methods.FindFirstChildOfClass = function(self, class) for _, c in ipairs(rawget(self, "_children")) do if rawget(c, "_class") == class then return c end end return nil end instance_methods.FindFirstChildWhichIsA = function(self, class, recursive) for _, c in ipairs(rawget(self, "_children")) do if isa(rawget(c, "_class"), class) then return c end end if recursive then for _, c in ipairs(rawget(self, "_children")) do local found = instance_methods.FindFirstChildWhichIsA(c, class, true) if found then return found end end end return nil end instance_methods.GetChildren = function(self) local out = {} for i, c in ipairs(rawget(self, "_children")) do out[i] = c end return out end instance_methods.GetDescendants = function(self) local out = {} local function walk(node) for _, c in ipairs(rawget(node, "_children")) do table.insert(out, c) walk(c) end end walk(self) return out end instance_methods.IsA = function(self, class) return isa(rawget(self, "_class"), class) end instance_methods.Destroy = function(self) local p = rawget(self, "_parent") if p then remove_child(p, self) end rawset(self, "_parent", nil) end instance_methods.WaitForChild = function(self, name) local found = instance_methods.FindFirstChild(self, name) if found then return found end local cls = "Folder" if name == "PlayerGui" then cls = "ScreenGui" end local obj = Instance.new(cls) rawset(obj, "_name", name) rawget(obj, "_props")["Name"] = name obj.Parent = self return obj end instance_methods.GetPropertyChangedSignal = function(self, prop) local events = rawget(self, "_events") local key = "__prop_" .. tostring(prop) local s = events[key] if not s then s = new_signal(); events[key] = s end return s end instance_methods.GetAttribute = function() return nil end instance_methods.SetAttribute = function() end instance_methods.HasTag = function() return false end instance_methods.AddTag = function() end instance_methods.RemoveTag = function() end instance_methods.GetMouse = function(self) return {X = 640, Y = 360, Target = nil, Hit = CFrame.new(), UnitRay = {Origin = Vector3.new(), Direction = Vector3.new()}} end instance_methods.WorldToViewportPoint = function(self, world) return Vector3.new(640, 360, 10) end instance_methods.ViewportPointToRay = function(self) return {Origin = Vector3.new(), Direction = Vector3.new(0, 0, -1)} end instance_methods.BulkMoveTo = function() end instance_methods.Raycast = function() return nil end instance_methods.GetService = function(self, name) return M.service(name) end instance_methods.HttpGet = function(self, url) return __UIP100 or "-- mock http" end instance_methods.GenerateGUID = function() return "00000000-0000-0000-0000-000000000000" end instance_methods.JSONEncode = function(self, v) return "{}" end instance_methods.JSONDecode = function(self, s) return {} end instance_methods.Create = function(self, item, info, goal) local t = {Completed = new_signal()} function t:Play() end function t:Pause() end function t:Cancel() end function t:Destroy() end return t end instance_methods.GetPlayers = function() return {} end instance_methods.GetPlayerFromCharacter = function() return nil end instance_methods.GetTagged = function() return {} end instance_methods.GetInstanceAddedSignal = function() return new_signal() end instance_methods.GetInstanceRemovedSignal = function() return new_signal() end instance_methods.BindToRenderStep = function() end instance_methods.UnbindFromRenderStep = function() end instance_methods.GetMouseLocation = function() return Vector2.new(640, 360) end instance_methods.ChangeTheme = function() end instance_methods.SetOpen = function() end do local __skip = {Connect=true, Once=true, BindToRenderStep=true, Create=true} for __name, __fn in pairs(instance_methods) do if type(__fn) == "function" and not __skip[__name] then instance_methods[__name] = function(self, ...) local a, b, c = ... if __name == "BulkMoveTo" and (type(a) ~= "table" or type(b) ~= "table") then print("BADARGS", __name, type(a), type(b), type(c)) elseif __name == "Raycast" and type(c) == "function" then print("BADARGS", __name, type(a), type(b), type(c)) end return __fn(self, ...) end end end local __create = instance_methods.Create instance_methods.Create = function(self, item, info, goal) if type(item) ~= "table" then print("BADCREATE", tostring(rawget(self,"_class")), type(item), type(info), type(goal)) end return __create(self, item, info, goal) end end Instance = {} function Instance.new(class) local self = setmetatable({ _class = class, _name = class, _props = {}, _children = {}, _parent = nil, _events = {}, }, InstanceMT) return self end -- ---------------------------------------------------------------- services local services = {} local function service(name) if services[name] then return services[name] end local obj = Instance.new(name) rawset(obj, "_name", name) services[name] = obj return obj end M.service = service local workspace = service("Workspace") workspace = workspace -- exposed as the Roblox global local players = service("Players") local runservice = service("RunService") local collection = service("CollectionService") local tween = service("TweenService") local uis = service("UserInputService") local https = service("HttpService") local lighting = service("Lighting") local coregui = service("CoreGui") local replicated = service("ReplicatedStorage") local player = Instance.new("Player") player.Name = "MockPlayer" player.Parent = players players.LocalPlayer = player local playergui = Instance.new("ScreenGui") playergui.Name = "PlayerGui" playergui.Parent = player local camera = Instance.new("Camera") camera.Name = "Camera" camera.Parent = workspace workspace.CurrentCamera = camera workspace.Name = "Workspace" runservice.RenderStepped = new_signal() runservice.Heartbeat = new_signal() runservice.Stepped = new_signal() uis.InputBegan = new_signal() uis.InputEnded = new_signal() uis.InputChanged = new_signal() uis.TouchEnabled = false uis.MouseEnabled = true collection.GetTagged = function() return {} end collection.GetInstanceAddedSignal = function() return new_signal() end collection.GetInstanceRemovedSignal = function() return new_signal() end https.JSONEncode = function(self, v) return "{}" end https.JSONDecode = function(self, s) return {} end https.GenerateGUID = function() return "00000000-0000-0000-0000-000000000000" end tween.Create = function(self, item, info, goal) local t = {Completed = new_signal()} function t:Play() end function t:Pause() end function t:Cancel() end function t:Destroy() end return t end local game_obj = Instance.new("DataModel") game_obj.Name = "Game" game_obj.GetService = function(self, name) return service(name) end game_obj.FindFirstChild = function(self, name) if name == "CoreGui" then return coregui end return nil end game_obj.HttpGet = function(self, url) return __UIP100 or "-- mock http" end game_obj.CoreGui = coregui game = game_obj -- ---------------------------------------------------------------- executor local vfs = {} local genv = getfenv() genv.workspace = workspace getgenv = function() return genv end getrenv = function() return genv end gethui = function() return coregui end cloneref = function(v) return v end identifyexecutor = function() return "luau-mock", "1.0" end setfpscap = function() end isfolder = function(path) return true end makefolder = function() end isfile = function(path) return vfs[path] ~= nil end writefile = function(path, data) vfs[path] = tostring(data) end readfile = function(path) return vfs[path] or "{}" end delfile = function(path) vfs[path] = nil end listfiles = function(path) return {} end getcustomasset = function(path) return "rbxasset://" .. tostring(path) end Font = {new = function() return {} end} RaycastParams = {new = function() return {} end} TweenInfo = {new = function(time, style, dir) return {Time = time, Style = style, Direction = dir} end} Rect = {new = function(...) return {...} end} task = { spawn = function() end, defer = function() end, delay = function() end, wait = function() return 0 end, cancel = function() end, } wait = function() return 0 end spawn = function() end delay = function() end tick = function() return os.clock() end time = function() return os.clock() end warn = function(...) print("WARN", ...) end -- Keep the callback list so the runner can fire a frame. M.render_callbacks = {} local orig_connect = runservice.RenderStepped.Connect function runservice.RenderStepped:Connect(fn) local c = orig_connect(self, fn) table.insert(M.render_callbacks, c) return c end M.fire_render = function() for _, c in ipairs(M.render_callbacks) do if c.connected then local ok, err = pcall(c.fn) if not ok then print("RENDER_CB_ERR", tostring(err)) end end end end __UIP100=[[if getgenv().Library then getgenv().Library:Unload() end local Library do local Workspace = game:GetService("Workspace") local UserInputService = game:GetService("UserInputService") local Players = game:GetService("Players") local HttpService = game:GetService("HttpService") local RunService = game:GetService("RunService") local CoreGui = cloneref and cloneref(game:GetService("CoreGui")) or game:GetService("CoreGui") local TweenService = game:GetService("TweenService") local Lighting = game:GetService("Lighting") gethui = gethui or function() return CoreGui end local LocalPlayer = Players.LocalPlayer local Camera = Workspace.CurrentCamera local Mouse = LocalPlayer:GetMouse() local FromRGB = Color3.fromRGB local FromHSV = Color3.fromHSV local FromHex = Color3.fromHex local RGBSequence = ColorSequence.new local RGBSequenceKeypoint = ColorSequenceKeypoint.new local NumSequence = NumberSequence.new local NumSequenceKeypoint = NumberSequenceKeypoint.new local UDim2New = UDim2.new local UDimNew = UDim.new local UDim2FromScale = UDim2.fromScale local UDim2FromOffset = UDim2.fromOffset local Vector2New = Vector2.new local Vector3New = Vector3.new local MathClamp = math.clamp local MathFloor = math.floor local MathAbs = math.abs local MathSin = math.sin local TableInsert = table.insert local TableFind = table.find local TableRemove = table.remove local TableConcat = table.concat local TableClone = table.clone local TableUnpack = table.unpack local StringFormat = string.format local StringFind = string.find local StringGSub = string.gsub local StringLower = string.lower local StringLen = string.len local InstanceNew = Instance.new local CFrameNew = CFrame.new local CFrameAngles = CFrame.Angles local Vector3New = Vector3.new local MathRad = math.rad local MathMax = math.max local MathMin = math.min local RectNew = Rect.new local IsMobile = UserInputService.TouchEnabled or false Library = { Theme = {}, MenuKeybind = tostring(Enum.KeyCode.RightAlt), Flags = {}, Tween = { Time = 0.25, Style = Enum.EasingStyle.Quart, Direction = Enum.EasingDirection.Out, }, FadeSpeed = 0.2, Folders = { Directory = "uip100", Configs = "uip100/Configs", Assets = "uip100/Assets", }, -- Ignore below Pages = {}, Sections = {}, Connections = {}, Threads = {}, ThemeMap = {}, ThemeItems = {}, OpenFrames = {}, SetFlags = {}, UnnamedConnections = 0, UnnamedFlags = 0, Holder = nil, NotifHolder = nil, UnusedHolder = nil, KeyList = nil, Font = nil, CopiedColor = nil, } Library.__index = Library Library.Sections.__index = Library.Sections Library.Pages.__index = Library.Pages local Keys = { ["Unknown"] = "Unknown", ["Backspace"] = "Back", ["Tab"] = "Tab", ["Clear"] = "Clear", ["Return"] = "Return", ["Pause"] = "Pause", ["Escape"] = "Escape", ["Space"] = "Space", ["QuotedDouble"] = '"', ["Hash"] = "#", ["Dollar"] = "$", ["Percent"] = "%", ["Ampersand"] = "&", ["Quote"] = "'", ["LeftParenthesis"] = "(", ["RightParenthesis"] = " )", ["Asterisk"] = "*", ["Plus"] = "+", ["Comma"] = ",", ["Minus"] = "-", ["Period"] = ".", ["Slash"] = "`", ["Three"] = "3", ["Seven"] = "7", ["Eight"] = "8", ["Colon"] = ":", ["Semicolon"] = ";", ["LessThan"] = "<", ["GreaterThan"] = ">", ["Question"] = "?", ["Equals"] = "=", ["At"] = "@", ["LeftBracket"] = "LeftBracket", ["RightBracket"] = "RightBracked", ["BackSlash"] = "BackSlash", ["Caret"] = "^", ["Underscore"] = "_", ["Backquote"] = "`", ["LeftCurly"] = "{", ["Pipe"] = "|", ["RightCurly"] = "}", ["Tilde"] = "~", ["Delete"] = "Delete", ["End"] = "End", ["KeypadZero"] = "Keypad0", ["KeypadOne"] = "Keypad1", ["KeypadTwo"] = "Keypad2", ["KeypadThree"] = "Keypad3", ["KeypadFour"] = "Keypad4", ["KeypadFive"] = "Keypad5", ["KeypadSix"] = "Keypad6", ["KeypadSeven"] = "Keypad7", ["KeypadEight"] = "Keypad8", ["KeypadNine"] = "Keypad9", ["KeypadPeriod"] = "KeypadP", ["KeypadDivide"] = "KeypadD", ["KeypadMultiply"] = "KeypadM", ["KeypadMinus"] = "KeypadM", ["KeypadPlus"] = "KeypadP", ["KeypadEnter"] = "KeypadE", ["KeypadEquals"] = "KeypadE", ["Insert"] = "Insert", ["Home"] = "Home", ["PageUp"] = "PageUp", ["PageDown"] = "PageDown", ["RightShift"] = "RightShift", ["LeftShift"] = "LeftShift", ["RightControl"] = "RightControl", ["LeftControl"] = "LeftControl", ["LeftAlt"] = "LeftAlt", ["RightAlt"] = "RightAlt", } local Themes = { ["Preset"] = { ["Window Outline"] = FromRGB(0, 34, 37), ["Accent"] = FromRGB(0, 213, 213), ["Background 1"] = FromRGB(17, 21, 27), ["Text"] = FromRGB(255, 255, 255), ["Inline"] = FromRGB(19, 25, 31), ["Element"] = FromRGB(32, 38, 48), ["Inactive Text"] = FromRGB(185, 185, 185), ["Border"] = FromRGB(46, 52, 61), ["Background 2"] = FromRGB(24, 28, 36) } } Library.Theme = TableClone(Themes["Preset"]) -- Tweening local Tween = {} do Tween.__index = Tween Tween.Create = function(self, Item, Info, Goal, IsRawItem) Item = IsRawItem and Item or Item.Instance Info = Info or TweenInfo.new(Library.Tween.Time, Library.Tween.Style, Library.Tween.Direction) local NewTween = { Tween = TweenService:Create(Item, Info, Goal), Info = Info, Goal = Goal, Item = Item, } NewTween.Tween:Play() setmetatable(NewTween, Tween) return NewTween end Tween.GetProperty = function(self, Item) Item = Item or self.Item if Item:IsA("Frame") then return { "BackgroundTransparency" } elseif Item:IsA("TextLabel") or Item:IsA("TextButton") then return { "TextTransparency", "BackgroundTransparency" } elseif Item:IsA("ImageLabel") or Item:IsA("ImageButton") then return { "BackgroundTransparency", "ImageTransparency" } elseif Item:IsA("ScrollingFrame") then return { "BackgroundTransparency", "ScrollBarImageTransparency" } elseif Item:IsA("TextBox") then return { "TextTransparency", "BackgroundTransparency" } elseif Item:IsA("UIStroke") then return { "Transparency" } end end Tween.FadeItem = function(self, Item, Property, Visibility, Speed) local Item = Item or self.Item local OldTransparency = Item[Property] Item[Property] = Visibility and 1 or OldTransparency local NewTween = Tween:Create( Item, TweenInfo.new(Speed or Library.Tween.Time, Library.Tween.Style, Library.Tween.Direction), { [Property] = Visibility and OldTransparency or 1, }, true ) Library:Connect(NewTween.Tween.Completed, function() if not Visibility then task.wait() Item[Property] = OldTransparency end end) return NewTween end Tween.Get = function(self) if not self.Tween then return end return self.Tween, self.Info, self.Goal end Tween.Pause = function(self) if not self.Tween then return end self.Tween:Pause() end Tween.Play = function(self) if not self.Tween then return end self.Tween:Play() end Tween.Clean = function(self) if not self.Tween then return end Tween:Pause() self = nil end end -- Instances local Instances = {} do Instances.__index = Instances Instances.Create = function(self, Class, Properties) local NewItem = { Instance = InstanceNew(Class), Properties = Properties, Class = Class, } setmetatable(NewItem, Instances) for Property, Value in NewItem.Properties do NewItem.Instance[Property] = Value end return NewItem end Instances.FadeItem = function(self, Visibility, Speed) local Item = self.Instance if Visibility == true then Item.Visible = true end local Descendants = Item:GetDescendants() TableInsert(Descendants, Item) local NewTween for Index, Value in Descendants do local TransparencyProperty = Tween:GetProperty(Value) if not TransparencyProperty then continue end if type(TransparencyProperty) == "table" then for _, Property in TransparencyProperty do NewTween = Tween:FadeItem(Value, Property, not Visibility, Speed) end else NewTween = Tween:FadeItem(Value, TransparencyProperty, not Visibility, Speed) end end end Instances.AddToTheme = function(self, Properties) if not self.Instance then return end if not Library then return end Library:AddToTheme(self, Properties) end Instances.ChangeItemTheme = function(self, Properties) if not self.Instance then return end if not Library then return end Library:ChangeItemTheme(self, Properties) end Instances.Connect = function(self, Event, Callback, Name) if not self.Instance then return end if not self.Instance[Event] then return end if Event == "MouseButton1Down" or Event == "MouseButton1Click" then if IsMobile then Event = "TouchTap" end elseif Event == "MouseButton2Down" or Event == "MouseButton2Click" then if IsMobile then Event = "TouchLongPress" end end if not Library then return end return Library:Connect(self.Instance[Event], Callback, Name) end Instances.Tween = function(self, Info, Goal) if not self.Instance then return end if not Library then return end return Tween:Create(self, Info, Goal) end Instances.Disconnect = function(self, Name) if not self.Instance then return end if not Library then return end return Library:Disconnect(Name) end Instances.Clean = function(self) if not self.Instance then return end self.Instance:Destroy() self = nil end Instances.MakeDraggable = function(self) if not self.Instance then return end local Gui = self.Instance local Dragging = false local DragStart local StartPosition local Set = function(Input) local DragDelta = Input.Position - DragStart local newOffsetX = StartPosition.X.Offset + DragDelta.X local newOffsetY = StartPosition.Y.Offset + DragDelta.Y local screenSize = workspace.CurrentCamera.ViewportSize local guiSize = Gui.AbsoluteSize local anchor = Gui.AnchorPoint local absoluteCenterX = (screenSize.X * StartPosition.X.Scale) + newOffsetX local absoluteCenterY = (screenSize.Y * StartPosition.Y.Scale) + newOffsetY local minX = guiSize.X * anchor.X local maxX = screenSize.X - (guiSize.X * (1 - anchor.X)) local minY = guiSize.Y * anchor.Y local maxY = screenSize.Y - (guiSize.Y * (1 - anchor.Y)) absoluteCenterX = math.clamp(absoluteCenterX, minX, maxX) absoluteCenterY = math.clamp(absoluteCenterY, minY, maxY) newOffsetX = absoluteCenterX - (screenSize.X * StartPosition.X.Scale) newOffsetY = absoluteCenterY - (screenSize.Y * StartPosition.Y.Scale) self:Tween( TweenInfo.new(0.35, Enum.EasingStyle.Quart, Enum.EasingDirection.Out), { Position = UDim2New(StartPosition.X.Scale, newOffsetX, StartPosition.Y.Scale, newOffsetY) } ) end local InputChanged self:Connect("InputBegan", function(Input) if Input.UserInputType == Enum.UserInputType.MouseButton1 or Input.UserInputType == Enum.UserInputType.Touch then Dragging = true DragStart = Input.Position StartPosition = Gui.Position if InputChanged then return end InputChanged = Input.Changed:Connect(function() if Input.UserInputState == Enum.UserInputState.End then Dragging = false InputChanged:Disconnect() InputChanged = nil end end) end end) Library:Connect(UserInputService.InputChanged, function(Input) if Input.UserInputType == Enum.UserInputType.MouseMovement or Input.UserInputType == Enum.UserInputType.Touch then if Dragging then Set(Input) end end end) return Dragging end Instances.MakeResizeable = function(self, Minimum, Maximum) if not self.Instance then return end local Gui = self.Instance local Resizing = false local CurrentSide = nil local StartMouse = nil local StartPosition = nil local StartSize = nil local EdgeThickness = 2 local MakeEdge = function(Name, Position, Size) local Button = Instances:Create("TextButton", { Name = "\0", Size = Size, Position = Position, BackgroundColor3 = FromRGB(166, 147, 243), BackgroundTransparency = 1, Text = "", BorderSizePixel = 0, AutoButtonColor = false, Parent = Gui, ZIndex = 99999, }) Button:AddToTheme({ BackgroundColor3 = "Accent" }) return Button end local Edges = { { Button = MakeEdge("Left", UDim2New(0, 0, 0, 0), UDim2New(0, EdgeThickness, 1, 0)), Side = "L", }, { Button = MakeEdge("Right", UDim2New(1, -EdgeThickness, 0, 0), UDim2New(0, EdgeThickness, 1, 0)), Side = "R", }, { Button = MakeEdge("Top", UDim2New(0, 0, 0, 0), UDim2New(1, 0, 0, EdgeThickness)), Side = "T", }, { Button = MakeEdge("Bottom", UDim2New(0, 0, 1, -EdgeThickness), UDim2New(1, 0, 0, EdgeThickness)), Side = "B", }, } local BeginResizing = function(Side) if not Library.Flags["UI Expand"] then return end Resizing = true CurrentSide = Side StartMouse = UserInputService:GetMouseLocation() -- store offsets, not absolute screen pos StartPosition = Vector2New(Gui.Position.X.Offset, Gui.Position.Y.Offset) StartSize = Vector2New(Gui.Size.X.Offset, Gui.Size.Y.Offset) for Index, Value in Edges do Value.Button.Instance.BackgroundTransparency = (Value.Side == Side) and 0 or 1 end end local EndResizing = function() Resizing = false CurrentSide = nil for Index, Value in Edges do Value.Button.Instance.BackgroundTransparency = 1 end end for Index, Value in Edges do Value.Button:Connect("InputBegan", function(Input) if Input.UserInputType == Enum.UserInputType.MouseButton1 or Input.UserInputType == Enum.UserInputType.Touch then BeginResizing(Value.Side) end end) end Library:Connect(UserInputService.InputEnded, function(Input) if Input.UserInputType == Enum.UserInputType.MouseButton1 then if Resizing then EndResizing() end end end) Library:Connect(RunService.RenderStepped, function() if not Resizing or not CurrentSide then return end local MouseLocation = UserInputService:GetMouseLocation() local dx = MouseLocation.X - StartMouse.X local dy = MouseLocation.Y - StartMouse.Y local x, y = StartPosition.X, StartPosition.Y local w, h = StartSize.X, StartSize.Y if CurrentSide == "L" then x = StartPosition.X + dx w = StartSize.X - dx elseif CurrentSide == "R" then w = StartSize.X + dx elseif CurrentSide == "T" then y = StartPosition.Y + dy h = StartSize.Y - dy elseif CurrentSide == "B" then h = StartSize.Y + dy end if w < Minimum.X then if CurrentSide == "L" then x = x - (Minimum.X - w) end w = Minimum.X end if h < Minimum.Y then if CurrentSide == "T" then y = y - (Minimum.Y - h) end h = Minimum.Y end self:Tween( TweenInfo.new(0.35, Enum.EasingStyle.Quart, Enum.EasingDirection.Out), { Position = UDim2FromOffset(x, y) } ) self:Tween( TweenInfo.new(0.35, Enum.EasingStyle.Quart, Enum.EasingDirection.Out), { Size = UDim2FromOffset(w, h) } ) end) end Instances.OnHover = function(self, Function) if not self.Instance then return end return Library:Connect(self.Instance.MouseEnter, Function) end Instances.OnHoverLeave = function(self, Function) if not self.Instance then return end return Library:Connect(self.Instance.MouseLeave, Function) end end -- Custom font local CustomFont = {} do function CustomFont:New(Name, Weight, Style, Data) if isfile(Library.Folders.Assets .. "/" .. Name .. ".json") then return Font.new(getcustomasset(Library.Folders.Assets .. "/" .. Name .. ".json")) end if not isfile(Library.Folders.Assets .. "/" .. Name .. ".ttf") then writefile(Library.Folders.Assets .. "/" .. Name .. ".ttf", game:HttpGet(Data.Url)) end local FontData = { name = Name, faces = { { name = "Regular", weight = Weight, style = Style, assetId = getcustomasset(Library.Folders.Assets .. "/" .. Name .. ".ttf"), }, }, } writefile(Library.Folders.Assets .. "/" .. Name .. ".json", HttpService:JSONEncode(FontData)) return Font.new(getcustomasset(Library.Folders.Assets .. "/" .. Name .. ".json")) end function CustomFont:Get(Name) if isfile(Library.Folders.Assets .. "/" .. Name .. ".json") then return Font.new(getcustomasset(Library.Folders.Assets .. "/" .. Name .. ".json")) end end end Library.Holder = Instances:Create("ScreenGui", { Parent = gethui(), Name = "\0", ZIndexBehavior = Enum.ZIndexBehavior.Global, DisplayOrder = 2, IgnoreGuiInset = true, ResetOnSpawn = false, }) Library.UnusedHolder = Instances:Create("ScreenGui", { Parent = gethui(), Name = "\0", ZIndexBehavior = Enum.ZIndexBehavior.Global, Enabled = false, ResetOnSpawn = false, }) Library.NotifHolder = Instances:Create("Frame", { Parent = Library.Holder.Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), AnchorPoint = Vector2New(1, 0), BackgroundTransparency = 1, Position = UDim2New(1, 0, 0, 0), Size = UDim2New(0, 0, 1, 0), BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.X, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIListLayout", { Parent = Library.NotifHolder.Instance, Name = "\0", SortOrder = Enum.SortOrder.LayoutOrder, HorizontalAlignment = Enum.HorizontalAlignment.Right, Padding = UDimNew(0, 8), }) Instances:Create("UIPadding", { Parent = Library.NotifHolder.Instance, Name = "\0", PaddingTop = UDimNew(0, 15), PaddingBottom = UDimNew(0, 15), PaddingRight = UDimNew(0, 15), PaddingLeft = UDimNew(0, 15), }) Library.Unload = function(self) for Index, Value in self.Connections do Value.Connection:Disconnect() end for Index, Value in self.Threads do coroutine.close(Value) end if self.Holder then self.Holder:Clean() end Library = nil getgenv().Library = nil end Library.GetImage = function(self, Image) local ImageData = self.Images[Image] if not ImageData then return end return getcustomasset(self.Folders.Assets .. "/" .. ImageData[1]) end Library.Round = function(self, Number, Float) local Multiplier = 1 / (Float or 1) return MathFloor(Number * Multiplier) / Multiplier end Library.Thread = function(self, Function) local NewThread = coroutine.create(Function) coroutine.wrap(function() coroutine.resume(NewThread) end)() TableInsert(self.Threads, NewThread) return NewThread end Library.SafeCall = function(self, Function, ...) local Arguements = { ... } local Success, Result = pcall(Function, TableUnpack(Arguements)) if not Success then --warn(Result) return false end return Success end Library.Connect = function(self, Event, Callback, Name) Name = Name or StringFormat("connection_number_%s_%s", self.UnnamedConnections + 1, HttpService:GenerateGUID(false)) local NewConnection = { Event = Event, Callback = Callback, Name = Name, Connection = nil, } Library:Thread(function() NewConnection.Connection = Event:Connect(Callback) end) TableInsert(self.Connections, NewConnection) return NewConnection end Library.Disconnect = function(self, Name) for _, Connection in self.Connections do if Connection.Name == Name then Connection.Connection:Disconnect() break end end end Library.EscapePattern = function(self, String) local ShouldEscape = false if string.match(String, "[%(%)%.%%%+%-%*%?%[%]%^%$]") then ShouldEscape = true end if ShouldEscape then return StringGSub(String, "[%(%)%.%%%+%-%*%?%[%]%^%$]", "%%%1") end return String end Library.NextFlag = function(self) local FlagNumber = self.UnnamedFlags + 1 return StringFormat("flag_number_%s_%s", FlagNumber, HttpService:GenerateGUID(false)) end Library.AddToTheme = function(self, Item, Properties) Item = Item.Instance or Item local ThemeData = { Item = Item, Properties = Properties, } for Property, Value in ThemeData.Properties do if type(Value) == "string" then Item[Property] = self.Theme[Value] else Item[Property] = Value() end end TableInsert(self.ThemeItems, ThemeData) self.ThemeMap[Item] = ThemeData end Library.GetConfig = function(self) local Config = {} local Success, Result = Library:SafeCall(function() for Index, Value in Library.Flags do if type(Value) == "table" and Value.Key then Config[Index] = { Key = tostring(Value.Key), Mode = Value.Mode, Toggled = Value.Toggled } elseif type(Value) == "table" and Value.Color then Config[Index] = { Color = "#" .. Value.HexValue, Alpha = Value.Alpha } else Config[Index] = Value end end end) return HttpService:JSONEncode(Config) end Library.LoadConfig = function(self, Config) local Decoded = HttpService:JSONDecode(Config) local Success, Result = Library:SafeCall(function() for Index, Value in Decoded do local SetFunction = Library.SetFlags[Index] if not SetFunction then continue end if type(Value) == "table" and Value.Key then SetFunction(Value) elseif type(Value) == "table" and Value.Color then SetFunction(Value.Color, Value.Alpha) else SetFunction(Value) end end end) return Success, Result end Library.DeleteConfig = function(self, Config) if isfile(Library.Folders.Configs .. "/" .. Config) then delfile(Library.Folders.Configs .. "/" .. Config) end end Library.RefreshConfigsList = function(self, Element) local List = {} local ReturnList = {} List = listfiles(Library.Folders.Configs) for Index = 1, #List do local File = List[Index] if File:sub(-5) == ".json" then local Position = File:find(".json", 1, true) local StartPosition = Position local Character = File:sub(Position, Position) while Character ~= "/" and Character ~= "\\" and Character ~= "" do Position = Position - 1 Character = File:sub(Position, Position) end if Character == "/" or Character == "\\" then TableInsert(ReturnList, File:sub(Position + 1, StartPosition - 1)) end end end Element:Refresh(ReturnList) end Library.ChangeItemTheme = function(self, Item, Properties) Item = Item.Instance or Item if not self.ThemeMap[Item] then return end self.ThemeMap[Item].Properties = Properties self.ThemeMap[Item] = self.ThemeMap[Item] end Library.ChangeTheme = function(self, Theme, Color) self.Theme[Theme] = Color for _, Item in self.ThemeItems do for Property, Value in Item.Properties do if type(Value) == "string" and Value == Theme then Item.Item[Property] = Color elseif type(Value) == "function" then Item.Item[Property] = Value() end end end end Library.IsMouseOverFrame = function(self, Frame) Frame = Frame.Instance local MousePosition = Vector2New(Mouse.X, Mouse.Y) return MousePosition.X >= Frame.AbsolutePosition.X and MousePosition.X <= Frame.AbsolutePosition.X + Frame.AbsoluteSize.X and MousePosition.Y >= Frame.AbsolutePosition.Y and MousePosition.Y <= Frame.AbsolutePosition.Y + Frame.AbsoluteSize.Y end Library.GetLighterColor = function(self, Color, Increment) local Hue, Saturation, Value = Color:ToHSV() return FromHSV(Hue, Saturation, Value * Increment) end do Library.CreateColorpicker = function(self, Data) local Colorpicker = { Hue = 0, Saturation = 0, Value = 0, Alpha = 0, IsOpen = false, IsOpen2 = false, Color = FromRGB(0, 0, 0), HexValue = "000000", Flag = Data.Flag, } local Items = {} do Items["ColorpickerButton"] = Instances:Create("TextButton", { Parent = Data.Parent.Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, Size = UDim2New(0, 15, 0, 15), BorderSizePixel = 0, TextSize = 14, BackgroundColor3 = FromRGB(140, 255, 213), }) Instances:Create("UIStroke", { Parent = Items["ColorpickerButton"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Instances:Create("UIGradient", { Parent = Items["ColorpickerButton"].Instance, Name = "\0", Rotation = 90, Color = RGBSequence({ RGBSequenceKeypoint(0, FromRGB(255, 255, 255)), RGBSequenceKeypoint(1, FromRGB(152, 152, 152)), }), }) Items["ColorpickerWindow2"] = Instances:Create("Frame", { Parent = Library.UnusedHolder.Instance, Name = "\0", Visible = false, Position = UDim2New(0, 1032, 0, 123), BorderColor3 = FromRGB(0, 34, 37), Size = UDim2New(0, 232, 0, 265), BorderSizePixel = 2, BackgroundColor3 = FromRGB(17, 21, 27), }) if IsMobile then Instances:Create("UIScale", { Parent = Items["ColorpickerWindow2"].Instance, Scale = 0.65, }) end Items["ColorpickerWindow"] = Instances:Create("Frame", { Parent = Library.UnusedHolder.Instance, Name = "\0", Visible = false, Position = UDim2New(0, 1032, 0, 123), BorderColor3 = FromRGB(0, 34, 37), Size = UDim2New(0, 232, 0, 265), BorderSizePixel = 2, BackgroundColor3 = FromRGB(17, 21, 27), }) if IsMobile then Instances:Create("UIScale", { Parent = Items["ColorpickerWindow"].Instance, Scale = 0.65, }) end Items["Glow"] = Instances:Create("ImageLabel", { Parent = Items["ColorpickerWindow"].Instance, Name = "\0", ImageColor3 = FromRGB(94, 213, 213), ScaleType = Enum.ScaleType.Slice, ImageTransparency = 0.699999988079071, BorderColor3 = FromRGB(0, 0, 0), BackgroundColor3 = FromRGB(255, 255, 255), Size = UDim2New(1, 25, 1, 25), AnchorPoint = Vector2New(0.5, 0.5), Image = "http://www.roblox.com/asset/?id=18245826428", BackgroundTransparency = 1, Position = UDim2New(0.5, 0, 0.5, 0), ZIndex = -1, BorderSizePixel = 0, SliceCenter = RectNew(Vector2New(21, 21), Vector2New(79, 79)), }) Items["Glow"]:AddToTheme({ ImageColor3 = "Accent" }) Instances:Create("UIGradient", { Parent = Items["Glow"].Instance, Name = "\0", Rotation = 90, Transparency = NumSequence({ NumSequenceKeypoint(0, 0), NumSequenceKeypoint(1, 1) }), }) Instances:Create("UIStroke", { Parent = Items["ColorpickerWindow"].Instance, Name = "\0", Color = FromRGB(94, 213, 213), LineJoinMode = Enum.LineJoinMode.Miter, }):AddToTheme({ Color = "Accent" }) Items["Alpha"] = Instances:Create("TextButton", { Parent = Items["ColorpickerWindow"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, AnchorPoint = Vector2New(0, 1), BorderSizePixel = 0, Position = UDim2New(0, 8, 1, -35), Size = UDim2New(1, -16, 0, 10), ZIndex = 2, TextSize = 14, BackgroundColor3 = FromRGB(140, 255, 213), }) Items["Checkers"] = Instances:Create("ImageLabel", { Parent = Items["Alpha"].Instance, Name = "\0", ScaleType = Enum.ScaleType.Tile, BorderColor3 = FromRGB(0, 0, 0), TileSize = UDim2New(0, 6, 0, 6), Image = "http://www.roblox.com/asset/?id=18274452449", BackgroundTransparency = 1, Size = UDim2New(1, 0, 1, 0), ZIndex = 2, BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIGradient", { Parent = Items["Checkers"].Instance, Name = "\0", Transparency = NumSequence({ NumSequenceKeypoint(0, 1), NumSequenceKeypoint(0.37, 0.5), NumSequenceKeypoint(1, 0), }), }) Items["AlphaDragger"] = Instances:Create("Frame", { Parent = Items["Alpha"].Instance, Name = "\0", Size = UDim2New(0, 2, 1, 0), Position = UDim2New(0, 8, 0, 0), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 2, BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIStroke", { Parent = Items["AlphaDragger"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["Hue"] = Instances:Create("TextButton", { Parent = Items["ColorpickerWindow"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, AnchorPoint = Vector2New(1, 0), BorderSizePixel = 0, Position = UDim2New(1, -7, 0, 8), Size = UDim2New(0, 10, 1, -59), ZIndex = 2, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["HueInline"] = Instances:Create("TextButton", { Parent = Items["Hue"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, BorderSizePixel = 0, Size = UDim2New(1, 0, 1, 0), ZIndex = 2, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIGradient", { Parent = Items["HueInline"].Instance, Name = "\0", Rotation = 90, Color = RGBSequence({ RGBSequenceKeypoint(0, FromRGB(255, 0, 0)), RGBSequenceKeypoint(0.17, FromRGB(255, 255, 0)), RGBSequenceKeypoint(0.33, FromRGB(0, 255, 0)), RGBSequenceKeypoint(0.5, FromRGB(0, 255, 255)), RGBSequenceKeypoint(0.67, FromRGB(0, 0, 255)), RGBSequenceKeypoint(0.83, FromRGB(255, 0, 255)), RGBSequenceKeypoint(1, FromRGB(255, 0, 0)), }), }) Instances:Create("UIStroke", { Parent = Items["Hue"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["HueDragger"] = Instances:Create("Frame", { Parent = Items["Hue"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), BackgroundTransparency = -0.009999999776482582, Position = UDim2New(0, 0, 0, 8), Size = UDim2New(1, 0, 0, 2), ZIndex = 3, BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIStroke", { Parent = Items["HueDragger"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["Palette"] = Instances:Create("TextButton", { Parent = Items["ColorpickerWindow"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, BorderSizePixel = 0, Position = UDim2New(0, 8, 0, 8), Size = UDim2New(1, -31, 1, -59), ZIndex = 2, TextSize = 14, BackgroundColor3 = FromRGB(140, 255, 213), }) Instances:Create("UIStroke", { Parent = Items["Palette"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["Saturation"] = Instances:Create("Frame", { Parent = Items["Palette"].Instance, Name = "\0", Size = UDim2New(1, 0, 1, 0), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 2, BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIGradient", { Parent = Items["Saturation"].Instance, Name = "\0", Transparency = NumSequence({ NumSequenceKeypoint(0, 1), NumSequenceKeypoint(1, 0) }), }) Items["Value"] = Instances:Create("Frame", { Parent = Items["Palette"].Instance, Name = "\0", Size = UDim2New(1, 0, 1, 0), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 2, BorderSizePixel = 0, BackgroundColor3 = FromRGB(0, 0, 0), }) Instances:Create("UIGradient", { Parent = Items["Value"].Instance, Name = "\0", Rotation = 90, Transparency = NumSequence({ NumSequenceKeypoint(0, 1), NumSequenceKeypoint(1, 0) }), }) Items["PaletteDragger"] = Instances:Create("Frame", { Parent = Items["Palette"].Instance, Name = "\0", Size = UDim2New(0, 2, 0, 2), Position = UDim2New(0, 8, 0, 8), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 2, BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIStroke", { Parent = Items["PaletteDragger"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["HexInput"] = Instances:Create("TextBox", { Parent = Items["ColorpickerWindow"].Instance, Name = "\0", FontFace = Library.Font, ClearTextOnFocus = false, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = "", AnchorPoint = Vector2New(0, 1), Size = UDim2New(1, -16, 0, 20), PlaceholderColor3 = FromRGB(255, 255, 255), Position = UDim2New(0, 8, 1, -7), BorderSizePixel = 0, TextSize = 14, BackgroundColor3 = FromRGB(32, 38, 48), }) Items["HexInput"]:AddToTheme({ TextColor3 = "Text", BackgroundColor3 = "Element" }) Instances:Create("UIStroke", { Parent = Items["HexInput"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["ColorpickerWindow2"] = Instances:Create("Frame", { Parent = Library.UnusedHolder.Instance, Name = "\0", Position = UDim2New(0, 0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(0, 50, 0, 20), BorderSizePixel = 0, BackgroundColor3 = FromRGB(32, 38, 48), AutomaticSize = Enum.AutomaticSize.Y, }) Items["ColorpickerWindow2"]:AddToTheme({ BackgroundColor3 = "Element" }) Instances:Create("UIStroke", { Parent = Items["ColorpickerWindow2"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Instances:Create("UIListLayout", { Parent = Items["ColorpickerWindow2"].Instance, Name = "\0", Padding = UDimNew(0, 2), SortOrder = Enum.SortOrder.LayoutOrder, }) end local AddButton = function(Name, Callback) local NewButton = Instances:Create("TextButton", { Parent = Items["ColorpickerWindow2"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = Name, AutoButtonColor = false, BackgroundTransparency = 1, Size = UDim2New(1, 0, 0, 20), BorderSizePixel = 0, TextSize = 14, BackgroundColor3 = FromRGB(32, 38, 48), }) NewButton:AddToTheme({ TextColor3 = "Text" }) NewButton:Connect("MouseButton1Down", function() Callback() Colorpicker:SetOpen2(false) end) return NewButton end AddButton("Copy", function() local Red = MathFloor(Colorpicker.Color.R * 255) local Green = MathFloor(Colorpicker.Color.G * 255) local Blue = MathFloor(Colorpicker.Color.B * 255) setclipboard(Red .. ", " .. Green .. ", " .. Blue) Library.CopiedColor = Red .. ", " .. Green .. ", " .. Blue end) AddButton("Paste", function() if Library.CopiedColor then local Red, Green, Blue = Library.CopiedColor:match("(%d+),%s*(%d+),%s*(%d+)") Red, Green, Blue = tonumber(Red), tonumber(Green), tonumber(Blue) Colorpicker:Set({ Red, Green, Blue }, Colorpicker.Alpha) end end) local SlidingPalette = false local SlidingHue = false local SlidingAlpha = false local Debounce = false local RenderStepped local RenderStepped2 function Colorpicker:Get() return Colorpicker.Color, Colorpicker.Alpha end function Colorpicker:SetOpen(Bool) if Debounce then return end Colorpicker.IsOpen = Bool Debounce = true if Colorpicker.IsOpen then Items["ColorpickerWindow"].Instance.Visible = true Items["ColorpickerWindow"].Instance.Parent = Library.Holder.Instance RenderStepped = Library:Connect(RunService.RenderStepped, function() if IsMobile then Items["ColorpickerWindow"].Instance.Position = UDim2New(0.5, 0, 0.5, 0) Items["ColorpickerWindow"].Instance.AnchorPoint = Vector2New(0.5, 0.5) else Items["ColorpickerWindow"].Instance.Position = UDim2New( 0, Items["ColorpickerButton"].Instance.AbsolutePosition.X, 0, Items["ColorpickerButton"].Instance.AbsolutePosition.Y + Items["ColorpickerButton"].Instance.AbsoluteSize.Y + 65 ) end end) for Index, Value in Library.OpenFrames do if Value ~= Colorpicker then Value:SetOpen(false) end end Library.OpenFrames[Colorpicker] = Colorpicker else if Library.OpenFrames[Colorpicker] then Library.OpenFrames[Colorpicker] = nil end if RenderStepped then Library:Disconnect(RenderStepped.Name) RenderStepped = nil end end local Descendants = Items["ColorpickerWindow"].Instance:GetDescendants() TableInsert(Descendants, Items["ColorpickerWindow"].Instance) local NewTween for Index, Value in Descendants do local TransparencyProperty = Tween:GetProperty(Value) if not TransparencyProperty then continue end if not Value.ClassName:find("UI") then Value.ZIndex = Colorpicker.IsOpen and 104 or 1 Items["Glow"].Instance.ZIndex = Colorpicker.IsOpen and 103 or 1 end if type(TransparencyProperty) == "table" then for _, Property in TransparencyProperty do NewTween = Tween:FadeItem(Value, Property, Bool, Library.FadeSpeed) end else NewTween = Tween:FadeItem(Value, TransparencyProperty, Bool, Library.FadeSpeed) end end NewTween.Tween.Completed:Connect(function() Debounce = false Items["ColorpickerWindow"].Instance.Visible = Colorpicker.IsOpen task.wait(0.2) Items["ColorpickerWindow"].Instance.Parent = not Colorpicker.IsOpen and Library.UnusedHolder.Instance or Library.Holder.Instance end) end function Colorpicker:SetOpen2(Bool) Colorpicker.IsOpen2 = Bool if Bool then Items["ColorpickerWindow2"].Instance.Visible = true Items["ColorpickerWindow2"].Instance.Parent = Library.Holder.Instance RenderStepped2 = Library:Connect(RunService.RenderStepped, function() if IsMobile then Items["ColorpickerWindow2"].Instance.Position = UDim2New(0.5, 0, 0.5, 0) Items["ColorpickerWindow2"].Instance.AnchorPoint = Vector2New(0.5, 0.5) else Items["ColorpickerWindow2"].Instance.Position = UDim2New( 0, Items["ColorpickerButton"].Instance.AbsolutePosition.X + Items["ColorpickerButton"].Instance.AbsoluteSize.X, 0, Items["ColorpickerButton"].Instance.AbsolutePosition.Y + Items["ColorpickerButton"].Instance.AbsoluteSize.Y + 65 ) end end) else if RenderStepped2 then Library:Disconnect(RenderStepped2.Name) RenderStepped2 = nil end Items["ColorpickerWindow2"].Instance.Visible = false Items["ColorpickerWindow2"].Instance.Parent = Library.UnusedHolder.Instance end end function Colorpicker:SlidePalette(Input) if not Input or not SlidingPalette then return end local ValueX = MathClamp( 1 - (Input.Position.X - Items["Palette"].Instance.AbsolutePosition.X) / Items["Palette"].Instance.AbsoluteSize.X, 0, 1 ) local ValueY = MathClamp( 1 - (Input.Position.Y - Items["Palette"].Instance.AbsolutePosition.Y) / Items["Palette"].Instance.AbsoluteSize.Y, 0, 1 ) Colorpicker.Saturation = ValueX Colorpicker.Value = ValueY local SlideX = MathClamp( (Input.Position.X - Items["Palette"].Instance.AbsolutePosition.X) / Items["Palette"].Instance.AbsoluteSize.X, 0, 0.99 ) local SlideY = MathClamp( (Input.Position.Y - Items["Palette"].Instance.AbsolutePosition.Y) / Items["Palette"].Instance.AbsoluteSize.Y, 0, 0.99 ) Items["PaletteDragger"]:Tween( TweenInfo.new(Library.Tween.Time, Enum.EasingStyle.Quart, Enum.EasingDirection.Out), { Position = UDim2New(SlideX, 0, SlideY, 0) } ) Colorpicker:Update() end function Colorpicker:SlideHue(Input) if not Input or not SlidingHue then return end local ValueY = MathClamp( (Input.Position.Y - Items["Hue"].Instance.AbsolutePosition.Y) / Items["Hue"].Instance.AbsoluteSize.Y, 0, 1 ) Colorpicker.Hue = ValueY local SlideY = MathClamp( (Input.Position.Y - Items["Hue"].Instance.AbsolutePosition.Y) / Items["Hue"].Instance.AbsoluteSize.Y, 0, 0.99 ) Items["HueDragger"]:Tween( TweenInfo.new(Library.Tween.Time, Enum.EasingStyle.Quart, Enum.EasingDirection.Out), { Position = UDim2New(0, 0, SlideY, 0) } ) Colorpicker:Update() end function Colorpicker:SlideAlpha(Input) if not Input or not SlidingAlpha then return end local ValueX = MathClamp( (Input.Position.X - Items["Alpha"].Instance.AbsolutePosition.X) / Items["Alpha"].Instance.AbsoluteSize.X, 0, 1 ) Colorpicker.Alpha = ValueX local SlideX = MathClamp( (Input.Position.X - Items["Alpha"].Instance.AbsolutePosition.X) / Items["Alpha"].Instance.AbsoluteSize.X, 0, 0.99 ) Items["AlphaDragger"]:Tween( TweenInfo.new(Library.Tween.Time, Enum.EasingStyle.Quart, Enum.EasingDirection.Out), { Position = UDim2New(SlideX, 0, 0, 0) } ) Colorpicker:Update(true) end function Colorpicker:Update(IsFromAlpha) local Hue, Saturation, Value = Colorpicker.Hue, Colorpicker.Saturation, Colorpicker.Value Colorpicker.Color = FromHSV(Hue, Saturation, Value) Colorpicker.HexValue = Colorpicker.Color:ToHex() Library.Flags[Colorpicker.Flag] = { Alpha = Colorpicker.Alpha, Color = Colorpicker.Color, HexValue = Colorpicker.HexValue, } Items["ColorpickerButton"]:Tween(nil, { BackgroundColor3 = Colorpicker.Color }) Items["Palette"]:Tween(nil, { BackgroundColor3 = FromHSV(Hue, 1, 1) }) Items["HexInput"].Instance.Text = "#" .. Colorpicker.HexValue if not IsFromAlpha then Items["Alpha"]:Tween(nil, { BackgroundColor3 = Colorpicker.Color }) end if Data.Callback then Library:SafeCall(Data.Callback, Colorpicker.Color, Colorpicker.Alpha) end end function Colorpicker:Set(Color, Alpha) if type(Color) == "table" then Color = FromRGB(Color[1], Color[2], Color[3]) elseif type(Color) == "string" then Color = FromHex(Color) end Colorpicker.Hue, Colorpicker.Saturation, Colorpicker.Value = Color:ToHSV() Colorpicker.Alpha = Alpha or 0 local PaletteValueX = MathClamp(1 - Colorpicker.Saturation, 0, 0.99) local PaletteValueY = MathClamp(1 - Colorpicker.Value, 0, 0.99) local AlphaPositionX = MathClamp(Colorpicker.Alpha, 0, 0.99) local HuePositionY = MathClamp(Colorpicker.Hue, 0, 0.99) Items["PaletteDragger"]:Tween( TweenInfo.new(Library.Tween.Time, Enum.EasingStyle.Quart, Enum.EasingDirection.Out), { Position = UDim2New(PaletteValueX, 0, PaletteValueY, 0) } ) Items["HueDragger"]:Tween( TweenInfo.new(Library.Tween.Time, Enum.EasingStyle.Quart, Enum.EasingDirection.Out), { Position = UDim2New(0, 0, HuePositionY, 0) } ) Items["AlphaDragger"]:Tween( TweenInfo.new(Library.Tween.Time, Enum.EasingStyle.Quart, Enum.EasingDirection.Out), { Position = UDim2New(AlphaPositionX, 0, 0, 0) } ) Colorpicker:Update(false) end local PaletteChanged Items["Palette"]:Connect("InputBegan", function(Input) if Input.UserInputType == Enum.UserInputType.MouseButton1 or Input.UserInputType == Enum.UserInputType.Touch then SlidingPalette = true Colorpicker:SlidePalette(Input) if PaletteChanged then return end PaletteChanged = Input.Changed:Connect(function() if Input.UserInputState == Enum.UserInputState.End then SlidingPalette = false PaletteChanged:Disconnect() PaletteChanged = nil end end) end end) local HueChanged Items["HueInline"]:Connect("InputBegan", function(Input) if Input.UserInputType == Enum.UserInputType.MouseButton1 or Input.UserInputType == Enum.UserInputType.Touch then SlidingHue = true Colorpicker:SlideHue(Input) if HueChanged then return end HueChanged = Input.Changed:Connect(function() if Input.UserInputState == Enum.UserInputState.End then SlidingHue = false HueChanged:Disconnect() HueChanged = nil end end) end end) local AlphaChanged Items["Alpha"]:Connect("InputBegan", function(Input) if Input.UserInputType == Enum.UserInputType.MouseButton1 or Input.UserInputType == Enum.UserInputType.Touch then SlidingAlpha = true Colorpicker:SlideAlpha(Input) if AlphaChanged then return end AlphaChanged = Input.Changed:Connect(function() if Input.UserInputState == Enum.UserInputState.End then SlidingAlpha = false AlphaChanged:Disconnect() AlphaChanged = nil end end) end end) Items["HexInput"]:Connect("FocusLost", function() Colorpicker:Set(tostring(Items["HexInput"].Instance.Text), Colorpicker.Alpha) end) local CompareVectors = function(PointA, PointB) return (PointA.X < PointB.X) or (PointA.Y < PointB.Y) end local IsClipped = function(Object, Column) local Parent = Column local BoundryTop = Parent.AbsolutePosition local BoundryBottom = BoundryTop + Parent.AbsoluteSize local Top = Object.AbsolutePosition local Bottom = Top + Object.AbsoluteSize return CompareVectors(Top, BoundryTop) or CompareVectors(BoundryBottom, Bottom) end Items["ColorpickerButton"]:Connect("Changed", function(Property) if Property == "AbsolutePosition" and Colorpicker.IsOpen then Colorpicker.IsOpen = not IsClipped( Items["ColorpickerWindow"].Instance, Data.Section.Items["Section"].Instance.Parent ) Items["ColorpickerWindow"].Instance.Visible = Colorpicker.IsOpen end end) Library:Connect(UserInputService.InputChanged, function(Input) if Input.UserInputType == Enum.UserInputType.MouseMovement or Input.UserInputType == Enum.UserInputType.Touch then if SlidingPalette then Colorpicker:SlidePalette(Input) elseif SlidingHue then Colorpicker:SlideHue(Input) elseif SlidingAlpha then Colorpicker:SlideAlpha(Input) end end end) Library:Connect(UserInputService.InputBegan, function(Input) if Input.UserInputType == Enum.UserInputType.MouseButton1 or Input.UserInputType == Enum.UserInputType.Touch then if not Colorpicker.IsOpen then return end if Library:IsMouseOverFrame(Items["ColorpickerWindow"]) or Library:IsMouseOverFrame(Items["ColorpickerWindow2"]) then return end Colorpicker:SetOpen(false) Colorpicker:SetOpen2(false) end end) Items["ColorpickerButton"]:Connect("MouseButton1Down", function() Colorpicker:SetOpen(not Colorpicker.IsOpen) end) Items["ColorpickerButton"]:Connect("MouseButton2Down", function() Colorpicker:SetOpen2(not Colorpicker.IsOpen2) end) if Data.Default then Colorpicker:Set(Data.Default, Data.Alpha) end Library.SetFlags[Colorpicker.Flag] = function(Color, Alpha) Colorpicker:Set(Color, Alpha) end return Colorpicker, Items end Library.CreateKeybind = function(self, Data) local Keybind = { IsOpen = false, Key = "", Toggled = false, Mode = "", Flag = Data.Flag, Picking = false, Value = "", } local KeyListItem if Library.KeyList then KeyListItem = Library.KeyList:Add("", "") end local Items = {} do Items["KeyButton"] = Instances:Create("TextButton", { Parent = Data.Parent.Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), TextTransparency = 0.5, Text = "Unbound", AutoButtonColor = false, Size = UDim2New(0, 0, 0, 15), BorderSizePixel = 0, BorderColor3 = FromRGB(0, 0, 0), AutomaticSize = Enum.AutomaticSize.X, TextSize = 14, BackgroundColor3 = FromRGB(32, 38, 48), }) Items["KeyButton"]:AddToTheme({ TextColor3 = "Text", BackgroundColor3 = "Element" }) Instances:Create("UIPadding", { Parent = Items["KeyButton"].Instance, Name = "\0", PaddingRight = UDimNew(0, 8), PaddingLeft = UDimNew(0, 8), }) Instances:Create("UIStroke", { Parent = Items["KeyButton"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["KeybindWindow"] = Instances:Create("Frame", { Parent = Library.UnusedHolder.Instance, Name = "\0", Visible = false, Position = UDim2New(0, 114, 0, 35), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 5, Size = UDim2New(0, 78, 0, 66), BorderSizePixel = 0, BackgroundColor3 = FromRGB(32, 38, 48), }) Items["KeybindWindow"]:AddToTheme({ BackgroundColor3 = "Element" }) Items["Toggle"] = Instances:Create("TextButton", { Parent = Items["KeybindWindow"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, BorderSizePixel = 0, Position = UDim2New(0, 2, 0, 2), Size = UDim2New(1, -4, 0, 20), ZIndex = 5, TextSize = 14, BackgroundColor3 = FromRGB(32, 38, 48), }) Items["Toggle"]:AddToTheme({ BackgroundColor3 = "Element" }) Instances:Create("UIGradient", { Parent = Items["Toggle"].Instance, Name = "\0", Rotation = -90, Color = RGBSequence({ RGBSequenceKeypoint(0, FromRGB(255, 255, 255)), RGBSequenceKeypoint(1, FromRGB(200, 200, 200)), }), }) Items["ToggleStroke"] = Instances:Create("UIStroke", { Parent = Items["Toggle"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }) Items["ToggleStroke"]:AddToTheme({ Color = "Border" }) Items["ToggleLiner"] = Instances:Create("Frame", { Parent = Items["Toggle"].Instance, Name = "\0", Size = UDim2New(0, 1, 1, 0), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 5, BorderSizePixel = 0, BackgroundColor3 = FromRGB(94, 213, 213), }) Items["ToggleLiner"]:AddToTheme({ BackgroundColor3 = "Accent" }) Items["ToggleText"] = Instances:Create("TextLabel", { Parent = Items["Toggle"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = "Toggle", AutomaticSize = Enum.AutomaticSize.X, AnchorPoint = Vector2New(0, 0.5), Size = UDim2New(0, 0, 0, 15), BackgroundTransparency = 1, Position = UDim2New(0, 7, 0.5, 0), BorderSizePixel = 0, ZIndex = 5, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["ToggleText"]:AddToTheme({ TextColor3 = "Text" }) Items["Hold"] = Instances:Create("TextButton", { Parent = Items["KeybindWindow"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, BorderSizePixel = 0, BackgroundTransparency = 1, Position = UDim2New(0, 2, 0, 22), Size = UDim2New(1, -4, 0, 20), ZIndex = 5, TextSize = 14, BackgroundColor3 = FromRGB(32, 38, 48), }) Items["Hold"]:AddToTheme({ BackgroundColor3 = "Element" }) Instances:Create("UIGradient", { Parent = Items["Hold"].Instance, Name = "\0", Rotation = -90, Color = RGBSequence({ RGBSequenceKeypoint(0, FromRGB(255, 255, 255)), RGBSequenceKeypoint(1, FromRGB(200, 200, 200)), }), }) Items["HoldStroke"] = Instances:Create("UIStroke", { Parent = Items["Hold"].Instance, Name = "\0", ApplyStrokeMode = Enum.ApplyStrokeMode.Border, Transparency = 1, Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, }) Items["HoldStroke"]:AddToTheme({ Color = "Border" }) Items["HoldLiner"] = Instances:Create("Frame", { Parent = Items["Hold"].Instance, Name = "\0", BackgroundTransparency = 1, Size = UDim2New(0, 1, 1, 0), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 5, BorderSizePixel = 0, BackgroundColor3 = FromRGB(94, 213, 213), }) Items["HoldLiner"]:AddToTheme({ BackgroundColor3 = "Accent" }) Items["HoldText"] = Instances:Create("TextLabel", { Parent = Items["Hold"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), TextTransparency = 0.4000000059604645, Text = "Hold", AutomaticSize = Enum.AutomaticSize.X, Size = UDim2New(0, 0, 0, 15), AnchorPoint = Vector2New(0, 0.5), BorderSizePixel = 0, BackgroundTransparency = 1, Position = UDim2New(0, 10, 0.5, 0), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 5, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["HoldText"]:AddToTheme({ TextColor3 = "Text" }) Items["AlwaysOn"] = Instances:Create("TextButton", { Parent = Items["KeybindWindow"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, BorderSizePixel = 0, BackgroundTransparency = 1, Position = UDim2New(0, 2, 0, 44), Size = UDim2New(1, -4, 0, 20), ZIndex = 5, TextSize = 14, BackgroundColor3 = FromRGB(32, 38, 48), }) Instances:Create("UIGradient", { Parent = Items["AlwaysOn"].Instance, Name = "\0", Rotation = -90, Color = RGBSequence({ RGBSequenceKeypoint(0, FromRGB(255, 255, 255)), RGBSequenceKeypoint(1, FromRGB(200, 200, 200)), }), }) Items["AlwaysOnStroke"] = Instances:Create("UIStroke", { Parent = Items["AlwaysOn"].Instance, Name = "\0", ApplyStrokeMode = Enum.ApplyStrokeMode.Border, Transparency = 1, Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, }) Items["AlwaysOnStroke"]:AddToTheme({ Color = "Border" }) Items["AlwaysOnLiner"] = Instances:Create("Frame", { Parent = Items["AlwaysOn"].Instance, Name = "\0", BackgroundTransparency = 1, Size = UDim2New(0, 1, 1, 0), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 5, BorderSizePixel = 0, BackgroundColor3 = FromRGB(94, 213, 213), }) Items["AlwaysOnLiner"]:AddToTheme({ BackgroundColor3 = "Accent" }) Items["AlwaysOnText"] = Instances:Create("TextLabel", { Parent = Items["AlwaysOn"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), TextTransparency = 0.4000000059604645, Text = "Always On", AutomaticSize = Enum.AutomaticSize.X, Size = UDim2New(0, 0, 0, 15), AnchorPoint = Vector2New(0, 0.5), BorderSizePixel = 0, BackgroundTransparency = 1, Position = UDim2New(0, 10, 0.5, 0), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 5, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["AlwaysOnText"]:AddToTheme({ TextColor3 = "Text" }) Items["KeyButton"]:OnHover(function() Items["KeyButton"]:Tween( nil, { BackgroundColor3 = Library:GetLighterColor(Library.Theme.Element, 1.35) } ) end) Items["KeyButton"]:OnHoverLeave(function() Items["KeyButton"]:Tween(nil, { BackgroundColor3 = Library.Theme.Element }) end) end local Update = function() if KeyListItem then KeyListItem:SetText(Data.Name, Keybind.Value) if Keybind.ForceHide then KeyListItem:SetStatus(false) else KeyListItem:SetStatus(Keybind.Toggled) end end end local Modes = { ["Toggle"] = { Items["Toggle"], Items["ToggleText"], Items["ToggleStroke"], Items["ToggleLiner"] }, ["Hold"] = { Items["Hold"], Items["HoldText"], Items["HoldStroke"], Items["HoldLiner"] }, ["Always On"] = { Items["AlwaysOn"], Items["AlwaysOnText"], Items["AlwaysOnStroke"], Items["AlwaysOnLiner"], }, } function Keybind:Get() return Keybind.Mode, Keybind.Key, Keybind.Toggled end local Debounce = false local RenderStepped function Keybind:SetOpen(Bool) if Debounce then return end Keybind.IsOpen = Bool Debounce = true if Keybind.IsOpen then Items["KeybindWindow"].Instance.Visible = true Items["KeybindWindow"].Instance.Parent = Library.Holder.Instance RenderStepped = Library:Connect(RunService.RenderStepped, function() Items["KeybindWindow"].Instance.Position = UDim2New( 0, Items["KeyButton"].Instance.AbsolutePosition.X, 0, Items["KeyButton"].Instance.AbsolutePosition.Y + Items["KeyButton"].Instance.AbsoluteSize.Y + 65 ) end) if not Debounce then for Index, Value in Library.OpenFrames do if Value ~= Keybind then Value:SetOpen(false) end end Library.OpenFrames[Keybind] = Keybind end else if not Debounce then if Library.OpenFrames[Keybind] then Library.OpenFrames[Keybind] = nil end end if RenderStepped then Library:Disconnect(RenderStepped.Name) RenderStepped = nil end end local Descendants = Items["KeybindWindow"].Instance:GetDescendants() TableInsert(Descendants, Items["KeybindWindow"].Instance) local NewTween for Index, Value in Descendants do local TransparencyProperty = Tween:GetProperty(Value) if not TransparencyProperty then continue end if type(TransparencyProperty) == "table" then for _, Property in TransparencyProperty do NewTween = Tween:FadeItem(Value, Property, Bool, Library.FadeSpeed) end else NewTween = Tween:FadeItem(Value, TransparencyProperty, Bool, Library.FadeSpeed) end end NewTween.Tween.Completed:Connect(function() Debounce = false Items["KeybindWindow"].Instance.Visible = Keybind.IsOpen task.wait(0.2) Items["KeybindWindow"].Instance.Parent = not Keybind.IsOpen and Library.UnusedHolder.Instance or Library.Holder.Instance end) end function Keybind:Set(Key) local KStr = tostring(type(Key) == "table" and Key.Key or Key) if StringFind(KStr, "Backspace") or KStr == "None" then Keybind.Key = "None" Keybind.Value = "None" Items["KeyButton"].Instance.Text = "None" -- Set mode from table or keep existing, default to Toggle local IncomingMode = (type(Key) == "table" and Key.Mode) or Keybind.Mode if IncomingMode == nil or IncomingMode == "" then IncomingMode = Data.Mode or "Toggle" end Keybind.Mode = IncomingMode Keybind:SetMode(IncomingMode) Library.Flags[Keybind.Flag] = { Mode = Keybind.Mode, Key = Keybind.Key, Toggled = Keybind.Toggled, } Update() Keybind.Picking = false return end if StringFind(tostring(Key), "Enum") then Keybind.Key = tostring(Key) Keybind.Picking = false -- Ensure mode is set; default to Toggle if empty if Keybind.Mode == nil or Keybind.Mode == "" then Keybind.Mode = Data.Mode or "Toggle" Keybind:SetMode(Keybind.Mode) end Key = Key.Name local KeyString = Keys[Keybind.Key] or StringGSub(Key, "Enum.", "") or "None" local TextToDisplay = StringGSub(StringGSub(KeyString, "KeyCode.", ""), "UserInputType.", "") or "None" Keybind.Value = TextToDisplay Items["KeyButton"].Instance.Text = TextToDisplay Library.Flags[Keybind.Flag] = { Mode = Keybind.Mode, Key = Keybind.Key, Toggled = Keybind.Toggled, } if Data.Callback then Library:SafeCall(Data.Callback, Keybind.Toggled) end Update() elseif type(Key) == "table" then local RealKey = Key.Key == "Backspace" and "None" or Key.Key Keybind.Key = tostring(Key.Key) if Key.Mode then Keybind.Mode = Key.Mode Keybind:SetMode(Key.Mode) else Keybind.Mode = "Toggle" Keybind:SetMode("Toggle") end local KeyString = Keys[Keybind.Key] or StringGSub(tostring(RealKey), "Enum.", "") or RealKey local TextToDisplay = KeyString and StringGSub(StringGSub(KeyString, "KeyCode.", ""), "UserInputType.", "") or "None" TextToDisplay = StringGSub(StringGSub(KeyString, "KeyCode.", ""), "UserInputType.", "") Keybind.Value = TextToDisplay Items["KeyButton"].Instance.Text = TextToDisplay if Key.Toggled then Keybind:Press(Key.Toggled, true) end if Data.Callback then Library:SafeCall(Data.Callback, Keybind.Toggled) end Update() elseif TableFind({ "Toggle", "Hold", "Always" }, Key) then Keybind.Mode = Key Keybind:SetMode(Keybind.Mode) if Data.Callback then Library:SafeCall(Data.Callback, Keybind.Toggled) end Update() elseif type(Key) == "boolean" then Keybind:Press(Key) end Keybind.Picking = false end function Keybind:Press(Bool) if Keybind.Mode == "Toggle" then Keybind.Toggled = not Keybind.Toggled elseif Keybind.Mode == "Hold" then Keybind.Toggled = Bool elseif Keybind.Mode == "Always" then Keybind.Toggled = true end Library.Flags[Keybind.Flag] = { Mode = Keybind.Mode, Key = Keybind.Key, Toggled = Keybind.Toggled, } if Data.Callback then Library:SafeCall(Data.Callback, Keybind.Toggled) end Update() end function Keybind:SetVisibleInList(Bool) Keybind.ForceHide = not Bool Update() end function Keybind:SetMode(Mode) for Index, Value in Modes do if Index == Mode then Value[1]:Tween(nil, { BackgroundTransparency = 0 }) Value[4]:Tween(nil, { BackgroundTransparency = 0 }) Value[2]:Tween(nil, { TextTransparency = 0 }) Value[3]:Tween(nil, { Transparency = 0 }) else Value[1]:Tween(nil, { BackgroundTransparency = 1 }) Value[4]:Tween(nil, { BackgroundTransparency = 1 }) Value[2]:Tween(nil, { TextTransparency = 0.4 }) Value[3]:Tween(nil, { Transparency = 1 }) end end Library.Flags[Keybind.Flag] = { Mode = Keybind.Mode, Key = Keybind.Key, Toggled = Keybind.Toggled, } if Data.Callback then Library:SafeCall(Data.Callback, Keybind.Toggled) end Update() end local CompareVectors = function(PointA, PointB) return (PointA.X < PointB.X) or (PointA.Y < PointB.Y) end local IsClipped = function(Object, Column) local Parent = Column local BoundryTop = Parent.AbsolutePosition local BoundryBottom = BoundryTop + Parent.AbsoluteSize local Top = Object.AbsolutePosition local Bottom = Top + Object.AbsoluteSize return CompareVectors(Top, BoundryTop) or CompareVectors(BoundryBottom, Bottom) end Items["KeyButton"]:Connect("Changed", function(Property) if Property == "AbsolutePosition" and Keybind.IsOpen then Keybind.IsOpen = not IsClipped(Items["KeybindWindow"].Instance, Data.Section.Items["Section"].Instance.Parent) Items["KeybindWindow"].Instance.Visible = Keybind.IsOpen end end) Items["KeyButton"]:Connect("MouseButton1Click", function() Keybind.Picking = true Items["KeyButton"].Instance.Text = "." Library:Thread(function() local Count = 1 while true do if not Keybind.Picking then break end if Count == 4 then Count = 1 end if Keybind.Picking then Items["KeyButton"].Instance.Text = Count == 1 and "." or Count == 2 and ".." or Count == 3 and "..." end Count += 1 task.wait(0.4) end end) local InputBegan InputBegan = UserInputService.InputBegan:Connect(function(Input) if Input.UserInputType == Enum.UserInputType.Touch then return end if Input.UserInputType == Enum.UserInputType.Keyboard then Keybind:Set(Input.KeyCode) else Keybind:Set(Input.UserInputType) end InputBegan:Disconnect() InputBegan = nil end) end) Items["KeyButton"]:Connect("MouseButton2Down", function() Keybind:SetOpen(not Keybind.IsOpen) end) Library:Connect(UserInputService.InputBegan, function(Input) if Keybind.Value == "None" then return end if tostring(Input.KeyCode) == Keybind.Key then if Keybind.Mode == "Toggle" then Keybind:Press() elseif Keybind.Mode == "Hold" then Keybind:Press(true) elseif Keybind.Mode == "Always" then Keybind:Press(true) end elseif tostring(Input.UserInputType) == Keybind.Key then if Keybind.Mode == "Toggle" then Keybind:Press() elseif Keybind.Mode == "Hold" then Keybind:Press(true) elseif Keybind.Mode == "Always" then Keybind:Press(true) end end if Input.UserInputType == Enum.UserInputType.MouseButton1 then if not Keybind.IsOpen then return end if Library:IsMouseOverFrame(Items["KeybindWindow"]) then return end Keybind:SetOpen(false) end end) Library:Connect(UserInputService.InputEnded, function(Input) if Keybind.Value == "None" then return end if tostring(Input.KeyCode) == Keybind.Key then if Keybind.Mode == "Hold" then Keybind:Press(false) elseif Keybind.Mode == "Always" then Keybind:Press(true) end elseif tostring(Input.UserInputType) == Keybind.Key then if Keybind.Mode == "Hold" then Keybind:Press(false) elseif Keybind.Mode == "Always" then Keybind:Press(true) end end end) Items["Toggle"]:Connect("MouseButton1Down", function() Keybind.Mode = "Toggle" Keybind:SetMode("Toggle") end) Items["Hold"]:Connect("MouseButton1Down", function() Keybind.Mode = "Hold" Keybind:SetMode("Hold") end) Items["AlwaysOn"]:Connect("MouseButton1Down", function() Keybind.Mode = "Always" Keybind:SetMode("Always On") end) if Data.Default then Keybind:Set({ Key = Data.Default, Mode = Data.Mode or "Toggle", Toggled = Data.Toggled }) end Library.SetFlags[Keybind.Flag] = function(Value) Keybind:Set(Value) end return Keybind, Items end Library.Watermark = function(self, Name) local Watermark = {} local Items = {} do Items["Watermark"] = Instances:Create("Frame", { Parent = Library.Holder.Instance, Name = "\0", AnchorPoint = Vector2New(0.5, 0), Position = UDim2New(0.5, 0, 0, 25), BorderColor3 = FromRGB(0, 34, 37), Size = UDim2New(0, 180, 0, 30), BorderSizePixel = 2, BackgroundColor3 = FromRGB(17, 21, 27), ZIndex = 5, }) Items["Watermark"]:AddToTheme({ BackgroundColor3 = "Background 1" }) Items["UIStroke"] = Instances:Create("UIStroke", { Parent = Items["Watermark"].Instance, Name = "\0", Color = FromRGB(94, 213, 213), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }) Items["UIStroke"]:AddToTheme({ Color = "Accent" }) Instances:Create("UIGradient", { Parent = Items["UIStroke"].Instance, Name = "\0", Rotation = 90, Transparency = NumSequence({ NumSequenceKeypoint(0, 0), NumSequenceKeypoint(0.696, 0.2749999761581421), NumSequenceKeypoint(0.84, 0.574999988079071), NumSequenceKeypoint(1, 1), }), }) Items["Glow"] = Instances:Create("ImageLabel", { Parent = Items["Watermark"].Instance, Name = "\0", ImageColor3 = FromRGB(94, 213, 213), ScaleType = Enum.ScaleType.Slice, ImageTransparency = 0.5, BorderColor3 = FromRGB(0, 0, 0), BackgroundColor3 = FromRGB(255, 255, 255), Size = UDim2New(1, 25, 1, 25), AnchorPoint = Vector2New(0.5, 0.5), Image = "rbxassetid://18245826428", BackgroundTransparency = 1, Position = UDim2New(0.5, 0, 0.5, 0), ZIndex = 4, BorderSizePixel = 0, SliceCenter = RectNew(Vector2New(21, 21), Vector2New(79, 79)), }) Items["Glow"]:AddToTheme({ ImageColor3 = "Accent" }) Instances:Create("UIGradient", { Parent = Items["Glow"].Instance, Name = "\0", Rotation = 90, Transparency = NumSequence({ NumSequenceKeypoint(0, 0), NumSequenceKeypoint(1, 1) }), }) Items["Text"] = Instances:Create("TextLabel", { Parent = Items["Watermark"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = Name, AnchorPoint = Vector2New(0.5, 0.5), Size = UDim2New(0, 0, 0, 15), BackgroundTransparency = 1, Position = UDim2New(0.5, 0, 0.5, 0), BorderSizePixel = 0, ZIndex = 5, AutomaticSize = Enum.AutomaticSize.X, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Text"]:AddToTheme({ TextColor3 = "Text" }) Items["Watermark"]:MakeDraggable() end Watermark.BaseText = Name function Watermark:SetText(Text) Watermark.BaseText = tostring(Text) end local Frames = 0 local LastUpdate = tick() local CurrentFps = 60 Library:Connect(RunService.RenderStepped, function() Frames = Frames + 1 local Now = tick() if Now - LastUpdate >= 1 then CurrentFps = math.floor(Frames / (Now - LastUpdate)) Frames = 0 LastUpdate = Now end local Ping = 0 pcall(function() Ping = math.floor(LocalPlayer:GetNetworkPing() * 1000) end) Items["Text"].Instance.Text = string.format("%s | %d FPS | %d ms", Watermark.BaseText, CurrentFps, Ping) Items["Watermark"]:Tween(nil, { Size = UDim2New(0, Items["Text"].Instance.TextBounds.X + 20, 0, 30) }) end) function Watermark:SetVisibility(Bool) Items["Watermark"].Instance.Visible = Bool end Watermark:SetText(Name) return Watermark end Library.KeybindList = function(self) local KeybindList = {} self.KeyList = KeybindList local Items = {} do Items["KeybindList"] = Instances:Create("Frame", { Parent = Library.Holder.Instance, Name = "\0", AnchorPoint = Vector2New(0, 0.5), Position = UDim2New(0, 20, 0.5, 0), BorderColor3 = FromRGB(0, 0, 0), BorderSizePixel = 0, Visible = false, AutomaticSize = Enum.AutomaticSize.XY, BackgroundColor3 = FromRGB(24, 28, 36), }) Items["KeybindList"]:AddToTheme({ BackgroundColor3 = "Background 2" }) Instances:Create("UIPadding", { Parent = Items["KeybindList"].Instance, Name = "\0", PaddingTop = UDimNew(0, 9), PaddingBottom = UDimNew(0, 9), PaddingRight = UDimNew(0, 9), PaddingLeft = UDimNew(0, 9), }) Items["Liner"] = Instances:Create("Frame", { Parent = Items["KeybindList"].Instance, Name = "\0", Position = UDim2New(0, -9, 0, -9), BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(1, 18, 0, 2), BorderSizePixel = 0, BackgroundColor3 = FromRGB(94, 213, 213), }) Items["Liner"]:AddToTheme({ BackgroundColor3 = "Accent" }) Items["Glow"] = Instances:Create("ImageLabel", { Parent = Items["Liner"].Instance, Name = "\0", ImageColor3 = FromRGB(94, 213, 213), ScaleType = Enum.ScaleType.Slice, ImageTransparency = 0.5, BorderColor3 = FromRGB(0, 0, 0), BackgroundColor3 = FromRGB(94, 213, 213), Size = UDim2New(0, 113, 1, 8), AnchorPoint = Vector2New(0.5, 0.5), Image = "rbxassetid://18245826428", BackgroundTransparency = 1, Position = UDim2New(0.5, 0, 0.5, 0), ZIndex = 2, BorderSizePixel = 0, SliceCenter = RectNew(Vector2New(21, 21), Vector2New(79, 79)), }) Items["Glow"]:AddToTheme({ ImageColor3 = "Accent" }) Instances:Create("UIGradient", { Parent = Items["Glow"].Instance, Name = "\0", Rotation = 90, Transparency = NumSequence({ NumSequenceKeypoint(0, 0), NumSequenceKeypoint(1, 1) }), }) Items["Title"] = Instances:Create("TextLabel", { Parent = Items["KeybindList"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = "Keybinds", BackgroundTransparency = 1, TextXAlignment = Enum.TextXAlignment.Left, Size = UDim2New(0, 75, 0, 15), BorderSizePixel = 0, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Title"]:AddToTheme({ TextColor3 = "Text" }) Items["Liner2"] = Instances:Create("Frame", { Parent = Items["KeybindList"].Instance, Name = "\0", Position = UDim2New(0, 0, 0, 21), BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(1, 0, 0, 1), BorderSizePixel = 0, BackgroundColor3 = FromRGB(46, 52, 61), }) Items["Liner2"]:AddToTheme({ BackgroundColor3 = "Border" }) Items["Content"] = Instances:Create("Frame", { Parent = Items["KeybindList"].Instance, Name = "\0", BackgroundTransparency = 1, Position = UDim2New(0, 0, 0, 28), BorderColor3 = FromRGB(0, 0, 0), BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.XY, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIListLayout", { Parent = Items["Content"].Instance, Name = "\0", Padding = UDimNew(0, 4), SortOrder = Enum.SortOrder.LayoutOrder, }) Instances:Create("UIStroke", { Parent = Items["KeybindList"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) end function KeybindList:SetVisibility(Bool) Items["KeybindList"].Instance.Visible = Bool end function KeybindList:Add(Name, Key) local NewKey = Instances:Create("TextLabel", { Parent = Items["Content"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), TextTransparency = 0.4000000059604645, Text = Name .. " [" .. Key .. "]", Size = UDim2New(0, 0, 0, 15), BackgroundTransparency = 1, BorderSizePixel = 0, BorderColor3 = FromRGB(0, 0, 0), AutomaticSize = Enum.AutomaticSize.X, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) NewKey:AddToTheme({ TextColor3 = "Text" }) function NewKey:SetText(Name, Key) NewKey.Instance.Text = Name .. " [" .. Key .. "]" end function NewKey:SetStatus(Bool) if NewKey.Instance.Text:find("Menu Keybind") then NewKey.Instance.Visible = false return end NewKey.Instance.Visible = Bool end return NewKey end return KeybindList end Library.ArmorViewer = function(self) local Viewer = { Items = {}, } local Items = {} do Items["ArmorViewer"] = Instances:Create("Frame", { Parent = Library.Holder.Instance, Name = "\0", Position = UDim2New(0, 0, 0.5, 0), BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(0, 295, 0, 220), BorderSizePixel = 0, ZIndex = 8, BackgroundColor3 = FromRGB(24, 28, 36), }) Items["ArmorViewer"]:AddToTheme({ BackgroundColor3 = "Background 2" }) Items["ArmorViewer"]:MakeDraggable() Items["ArmorViewer"]:MakeResizeable(Vector2New(295, 220), Vector2New(9999, 9999)) Items["Liner"] = Instances:Create("Frame", { Parent = Items["ArmorViewer"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(1, 0, 0, 2), BorderSizePixel = 0, ZIndex = 8, BackgroundColor3 = FromRGB(94, 213, 213), }) Items["Liner"]:AddToTheme({ BackgroundColor3 = "Accent" }) Items["Glow"] = Instances:Create("ImageLabel", { Parent = Items["Liner"].Instance, Name = "\0", ImageColor3 = FromRGB(94, 213, 213), ScaleType = Enum.ScaleType.Slice, ImageTransparency = 0.5, BorderColor3 = FromRGB(0, 0, 0), BackgroundColor3 = FromRGB(94, 213, 213), Size = UDim2New(1, 8, 1, 8), AnchorPoint = Vector2New(0.5, 0.5), Image = "rbxassetid://18245826428", BackgroundTransparency = 1, Position = UDim2New(0.5, 0, 0.5, 0), ZIndex = 8, BorderSizePixel = 0, SliceCenter = RectNew(Vector2New(21, 21), Vector2New(79, 79)), }) Items["Glow"]:AddToTheme({ ImageColor3 = "Accent" }) Instances:Create("UIGradient", { Parent = Items["Glow"].Instance, Name = "\0", Rotation = 90, Transparency = NumSequence({ NumSequenceKeypoint(0, 0), NumSequenceKeypoint(1, 1) }), }) Items["Title"] = Instances:Create("TextLabel", { Parent = Items["ArmorViewer"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = "inventory", Size = UDim2New(0, 0, 0, 15), Position = UDim2New(0, 8, 0, 8), BackgroundTransparency = 1, TextXAlignment = Enum.TextXAlignment.Left, BorderSizePixel = 0, ZIndex = 8, AutomaticSize = Enum.AutomaticSize.X, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Title"]:AddToTheme({ TextColor3 = "Text" }) Items["Holder"] = Instances:Create("Frame", { Parent = Items["ArmorViewer"].Instance, Name = "\0", BackgroundTransparency = 1, Position = UDim2New(0, 8, 0, 32), BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(1, -16, 1, -40), BorderSizePixel = 0, ZIndex = 8, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIStroke", { Parent = Items["Holder"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["RealHolder"] = Instances:Create("ScrollingFrame", { Parent = Items["Holder"].Instance, Name = "\0", Active = true, AutomaticCanvasSize = Enum.AutomaticSize.Y, BorderSizePixel = 0, CanvasSize = UDim2New(0, 0, 0, 0), ScrollBarImageColor3 = FromRGB(46, 52, 61), MidImage = "rbxassetid://93024691806056", BorderColor3 = FromRGB(0, 0, 0), ScrollBarThickness = 3, Size = UDim2New(1, -4, 1, -8), BackgroundTransparency = 1, Position = UDim2New(0, 0, 0, 4), ZIndex = 8, BottomImage = "rbxassetid://93024691806056", TopImage = "rbxassetid://93024691806056", BackgroundColor3 = FromRGB(255, 255, 255), }) Items["RealHolder"]:AddToTheme({ ScrollBarImageColor3 = "Border" }) Instances:Create("UIGridLayout", { Parent = Items["RealHolder"].Instance, Name = "\0", SortOrder = Enum.SortOrder.LayoutOrder, CellPadding = UDim2New(0, 8, 0, 8), CellSize = UDim2New(0, 82, 0, 82), }) Instances:Create("UIPadding", { Parent = Items["RealHolder"].Instance, Name = "\0", PaddingTop = UDimNew(0, 1), PaddingBottom = UDimNew(0, 6), PaddingRight = UDimNew(0, 8), PaddingLeft = UDimNew(0, 5), }) end function Viewer:Add(Name, Icon) local NewItemTable = {} local NewItem = Instances:Create("Frame", { Parent = Items["RealHolder"].Instance, Name = "\0", BackgroundTransparency = 1, BorderColor3 = FromRGB(0, 0, 0), ZIndex = 8, Size = UDim2New(0, 100, 0, 100), BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIStroke", { Parent = NewItem.Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) local NewIcon = Instances:Create("ImageLabel", { Parent = NewItem.Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), AnchorPoint = Vector2New(0.5, 0.5), ZIndex = 8, Image = "rbxassetid://" .. Icon, BackgroundTransparency = 1, Position = UDim2New(0.5, 0, 0.5, 0), Size = UDim2New(0, 50, 0, 50), BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) function NewItemTable:Remove() NewItem:Clean() Viewer.Items[Name] = nil end Viewer.Items[Name] = NewItem return NewItemTable end function Viewer:ClearAllItems() for Index, Value in Viewer.Items do Value:Remove() end end function Viewer:SetVisibility(Bool) Items["ArmorViewer"].Instance.Visible = Bool end function Viewer:SetTitle(Name) Items["Title"].Instance.Text = Name end function Viewer:SetPosition(Position) Items["ArmorViewer"].Instance.Position = Position end return Viewer end Library.Notification = function(self, Name, Duration) local Items = {} do Items["Notification"] = Instances:Create("Frame", { Parent = self.NotifHolder.Instance, Name = "\0", Size = UDim2New(0, 20, 0, 20), BorderColor3 = FromRGB(0, 0, 0), BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.XY, BackgroundColor3 = FromRGB(24, 28, 36), }) Items["Notification"]:AddToTheme({ BackgroundColor3 = "Inline" }) Instances:Create("UIPadding", { Parent = Items["Notification"].Instance, Name = "\0", PaddingTop = UDimNew(0, 7), PaddingBottom = UDimNew(0, 7), PaddingRight = UDimNew(0, 7), PaddingLeft = UDimNew(0, 7), }) Items["Text"] = Instances:Create("TextLabel", { Parent = Items["Notification"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = Name, Size = UDim2New(0, 0, 0, 15), BackgroundTransparency = 1, TextXAlignment = Enum.TextXAlignment.Left, BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.XY, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Text"]:AddToTheme({ TextColor3 = "Text" }) Instances:Create("UIStroke", { Parent = Items["Notification"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) end local Size = Items["Notification"].Instance.AbsoluteSize for Index, Value in Items do if Value.Instance:IsA("Frame") then Value.Instance.BackgroundTransparency = 1 elseif Value.Instance:IsA("TextLabel") then Value.Instance.TextTransparency = 1 end end Items["Notification"].Instance.AutomaticSize = Enum.AutomaticSize.None Library:Thread(function() for Index, Value in Items do if Value.Instance:IsA("Frame") then Value:Tween(nil, { BackgroundTransparency = 0 }) elseif Value.Instance:IsA("TextLabel") then Value:Tween(nil, { TextTransparency = 0 }) end end Items["Notification"]:Tween(nil, { Size = UDim2New(0, Size.X, 0, Size.Y) }) task.delay(Duration + 0.1, function() for Index, Value in Items do if Value.Instance:IsA("Frame") then Value:Tween(nil, { BackgroundTransparency = 1 }) elseif Value.Instance:IsA("TextLabel") then Value:Tween(nil, { TextTransparency = 1 }) end end Items["Notification"]:Tween(nil, { Size = UDim2New(0, 0, 0, 0) }) task.wait(0.5) Items["Notification"]:Clean() end) end) end Library.TargetHud = function(self) local TargetHud = {} local Items = {} do Items["TargetHud"] = Instances:Create("Frame", { Parent = Library.Holder.Instance, Name = "\0", Size = UDim2New(0, 295, 0, 21), Position = UDim2New(0, 0, 0.8, 0), BorderColor3 = FromRGB(0, 0, 0), BorderSizePixel = 0, ZIndex = 6, AutomaticSize = Enum.AutomaticSize.Y, BackgroundColor3 = FromRGB(17, 21, 27), Visible = false, }) Items["TargetHud"]:AddToTheme({ BackgroundColor3 = "Background 1" }) Items["TargetHud"]:MakeDraggable() Instances:Create("UIStroke", { Parent = Items["TargetHud"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["Title"] = Instances:Create("TextLabel", { Parent = Items["TargetHud"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = "Target Hud", Size = UDim2New(0, 0, 0, 15), Position = UDim2New(0, 8, 0, 8), BackgroundTransparency = 1, ZIndex = 6, TextXAlignment = Enum.TextXAlignment.Left, BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.X, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Title"]:AddToTheme({ TextColor3 = "Text" }) Items["Liner"] = Instances:Create("Frame", { Parent = Items["TargetHud"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(1, 0, 0, 2), ZIndex = 6, BorderSizePixel = 0, BackgroundColor3 = FromRGB(94, 213, 213), }) Items["Liner"]:AddToTheme({ BackgroundColor3 = "Accent" }) Items["Glow"] = Instances:Create("ImageLabel", { Parent = Items["Liner"].Instance, Name = "\0", ImageColor3 = FromRGB(94, 213, 213), ScaleType = Enum.ScaleType.Slice, ImageTransparency = 0.5, BorderColor3 = FromRGB(0, 0, 0), ZIndex = 6, BackgroundColor3 = FromRGB(94, 213, 213), Size = UDim2New(1, 8, 1, 8), AnchorPoint = Vector2New(0.5, 0.5), Image = "rbxassetid://18245826428", BackgroundTransparency = 1, Position = UDim2New(0.5, 0, 0.5, 0), BorderSizePixel = 0, SliceCenter = RectNew(Vector2New(21, 21), Vector2New(79, 79)), }) Items["Glow"]:AddToTheme({ ImageColor3 = "Accent" }) Instances:Create("UIGradient", { Parent = Items["Glow"].Instance, Name = "\0", Rotation = 90, Transparency = NumSequence({ NumSequenceKeypoint(0, 0), NumSequenceKeypoint(1, 1) }), }) Items["Content"] = Instances:Create("Frame", { Parent = Items["TargetHud"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), BackgroundTransparency = 1, ZIndex = 6, Position = UDim2New(0, 8, 0, 32), Size = UDim2New(1, -16, 0, 0), BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.Y, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIStroke", { Parent = Items["Content"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["Avatar"] = Instances:Create("ImageLabel", { Parent = Items["Content"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), Image = "rbxasset://textures/ui/GuiImagePlaceholder.png", BackgroundTransparency = 1, ZIndex = 6, Size = UDim2New(0, 70, 0, 70), BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Username"] = Instances:Create("TextLabel", { Parent = Items["Content"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = "-- (@--)", Size = UDim2New(1, -77, 0, 15), ZIndex = 6, BackgroundTransparency = 1, TextXAlignment = Enum.TextXAlignment.Left, Position = UDim2New(0, 77, 0, 0), BorderSizePixel = 0, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Username"]:AddToTheme({ TextColor3 = "Text" }) Instances:Create("UIPadding", { Parent = Items["TargetHud"].Instance, Name = "\0", PaddingBottom = UDimNew(0, 8), }) Instances:Create("UIPadding", { Parent = Items["Content"].Instance, Name = "\0", PaddingTop = UDimNew(0, 9), PaddingBottom = UDimNew(0, 8), PaddingRight = UDimNew(0, 9), PaddingLeft = UDimNew(0, 9), }) Items["Bars"] = Instances:Create("Frame", { Parent = Items["Content"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), AnchorPoint = Vector2New(0, 1), BackgroundTransparency = 1, Position = UDim2New(0, 77, 1, 0), Size = UDim2New(1, -77, 0, 0), BorderSizePixel = 0, ZIndex = 6, AutomaticSize = Enum.AutomaticSize.Y, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIListLayout", { Parent = Items["Bars"].Instance, Name = "\0", VerticalAlignment = Enum.VerticalAlignment.Bottom, Padding = UDimNew(0, 4), SortOrder = Enum.SortOrder.LayoutOrder, }) end function TargetHud:AddBar(Color) local NewBar = {} local NewBarBackground = Instances:Create("Frame", { Parent = Items["Bars"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), AnchorPoint = Vector2New(0, 1), ZIndex = 6, BackgroundTransparency = 1, Position = UDim2New(0, 77, 1, 0), Size = UDim2New(1, 0, 0, 12), BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIStroke", { Parent = NewBarBackground.Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) local BarAccent = Instances:Create("Frame", { Parent = NewBarBackground.Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(0.8999999761581421, 0, 1, 0), ZIndex = 6, BorderSizePixel = 0, BackgroundColor3 = Color, }) Instances:Create("UIGradient", { Parent = BarAccent.Instance, Name = "\0", Rotation = 90, Color = RGBSequence({ RGBSequenceKeypoint(0, FromRGB(255, 255, 255)), RGBSequenceKeypoint(1, FromRGB(153, 153, 153)), }), }) local BarValue = Instances:Create("TextLabel", { Parent = NewBarBackground.Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), ZIndex = 6, BorderColor3 = FromRGB(0, 0, 0), Text = "90", Size = UDim2New(0, 0, 1, 0), BackgroundTransparency = 1, Position = UDim2New(0, 1, 0, -1), BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.X, TextSize = 12, BackgroundColor3 = FromRGB(255, 255, 255), }) BarValue:AddToTheme({ TextColor3 = "Text" }) Instances:Create("UIStroke", { Parent = BarValue.Instance, Name = "\0", }) function NewBar:SetPercentage(Percentage) local RealPercentage = 1 / 100 * Percentage if BarAccent and NewBarBackground then BarAccent:Tween( TweenInfo.new(0.25, Enum.EasingStyle.Quad, Enum.EasingDirection.Out), { Size = UDim2New(RealPercentage, 0, 1, 0) } ) BarValue.Instance.Text = math.floor(Percentage) end end function NewBar:Remove() NewBarBackground:Clean() NewBar = nil end return NewBar end function TargetHud:SetPlayer(Player) if not Player then return end local okThumb, AvatarContent = pcall(function() return Players:GetUserThumbnailAsync( Player.UserId, Enum.ThumbnailType.HeadShot, Enum.ThumbnailSize.Size420x420 ) end) if not okThumb or type(AvatarContent) ~= "string" or AvatarContent == "" then AvatarContent = string.format("rbxthumb://type=AvatarHeadShot&id=%d&w=420&h=420", Player.UserId) end Items["Avatar"].Instance.Image = AvatarContent Items["Username"].Instance.Text = Player.DisplayName .. " (@" .. Player.Name .. ")" end function TargetHud:SetVisibility(Bool) Items["TargetHud"].Instance.Visible = Bool end function TargetHud:SetPosition(Position) Items["TargetHud"].Instance.Position = Position end return TargetHud end Library.Window = function(self, Data) Data = Data or {} if not Library.Font then CustomFont:New("VerdanaFix", 400, "Regular", { Id = "VerdanaFix", Url = "https://github.com/sametexe001/luas/raw/refs/heads/main/fonts/verdana.ttf", }) Library.Font = CustomFont:Get("VerdanaFix") end local Window = { Name = Data.Name or Data.name or "Bronx Dupe", Logo = Data.Logo or Data.logo or "121644323941494", Pages = {}, Items = {}, IsOpen = false, } local Items = {} do Items["MainFrame"] = Instances:Create("Frame", { Parent = Library.Holder.Instance, Name = "\0", AnchorPoint = Vector2New(0.5, 0.5), Position = IsMobile and UDim2New(0.5, 0, 0.5, 75) or UDim2New(0.5, 0, 0.5, 10), BorderColor3 = FromRGB(0, 34, 37), Size = not IsMobile and UDim2New(0, 621, 0, 542) or UDim2New(0, 450, 0, 480), BorderSizePixel = 2, Visible = false, BackgroundColor3 = FromRGB(17, 21, 27), }) Items["MainFrame"]:AddToTheme({ BackgroundColor3 = "Background 1" }) Items["UIScale"] = Instances:Create("UIScale", { Parent = Items["MainFrame"].Instance, Name = "\0", Scale = IsMobile and 0.65 or 1, }) Library.MainFrame = Items["MainFrame"].Instance Items["MainFrame"]:MakeDraggable() Items["MainFrame"]:MakeResizeable(Vector2New(621, 542), Vector2New(9999, 9999)) Items["UIStroke"] = Instances:Create("UIStroke", { Parent = Items["MainFrame"].Instance, Name = "\0", Color = FromRGB(94, 213, 213), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }) Items["UIStroke"]:AddToTheme({ Color = "Accent" }) Instances:Create("UIGradient", { Parent = Items["UIStroke"].Instance, Name = "\0", Rotation = 90, Transparency = NumSequence({ NumSequenceKeypoint(0, 0), NumSequenceKeypoint(0.696, 0.2749999761581421), NumSequenceKeypoint(0.84, 0.574999988079071), NumSequenceKeypoint(1, 1), }), }) Items["Inline"] = Instances:Create("Frame", { Parent = Items["MainFrame"].Instance, Name = "\0", BackgroundTransparency = 1, Position = UDim2New(0, 1, 0, 1), BorderColor3 = FromRGB(0, 34, 37), Size = UDim2New(1, -2, 1, -2), BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIStroke", { Parent = Items["Inline"].Instance, Name = "\0", Color = FromRGB(0, 34, 37), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Window Outline" }) Items["Logo"] = Instances:Create("ImageLabel", { Parent = Items["Inline"].Instance, Name = "\0", ImageColor3 = FromRGB(0, 128, 128), BorderColor3 = FromRGB(0, 0, 0), Image = string.find(tostring(Window.Logo), "rbxassetid://") and Window.Logo or "rbxassetid://" .. tostring(Window.Logo), BackgroundTransparency = 1, Position = UDim2New(0, 8, 0, 10), Size = UDim2New(0, 18, 0, 18), BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 0, 0), }) Items["Title"] = Instances:Create("TextLabel", { Parent = Items["Inline"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = Window.Name, Size = UDim2New(0, 0, 0, 15), BackgroundTransparency = 1, Position = UDim2New(0, 32, 0, 10), BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.X, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Title"]:AddToTheme({ TextColor3 = "Text" }) Items["Content"] = Instances:Create("Frame", { Parent = Items["Inline"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), BackgroundTransparency = 1, Position = UDim2New(0, 7, 0, 39), ClipsDescendants = true, Size = UDim2New(1, -14, 1, -46), ZIndex = 2, BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIStroke", { Parent = Items["Content"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["Pages"] = Instances:Create("Frame", { Parent = Items["Content"].Instance, Name = "\0", BackgroundTransparency = 1, BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(1, 0, 0, 30), BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIListLayout", { Parent = Items["Pages"].Instance, Name = "\0", FillDirection = Enum.FillDirection.Horizontal, HorizontalFlex = Enum.UIFlexAlignment.Fill, Padding = UDimNew(0, 1), SortOrder = Enum.SortOrder.LayoutOrder, }) Items["Glow"] = Instances:Create("ImageLabel", { Parent = Items["MainFrame"].Instance, Name = "\0", ImageColor3 = FromRGB(94, 213, 213), ScaleType = Enum.ScaleType.Slice, ImageTransparency = 0.5, BorderColor3 = FromRGB(0, 0, 0), BackgroundColor3 = FromRGB(255, 255, 255), Size = UDim2New(1, 25, 1, 25), AnchorPoint = Vector2New(0.5, 0.5), Image = "rbxassetid://18245826428", BackgroundTransparency = 1, Position = UDim2New(0.5, 0, 0.5, 0), ZIndex = -1, BorderSizePixel = 0, SliceCenter = RectNew(Vector2New(21, 21), Vector2New(79, 79)), }) Items["Glow"]:AddToTheme({ ImageColor3 = "Accent" }) Instances:Create("UIGradient", { Parent = Items["Glow"].Instance, Name = "\0", Rotation = 90, Transparency = NumSequence({ NumSequenceKeypoint(0, 0), NumSequenceKeypoint(1, 1) }), }) Window.Items = Items end local Debounce = false function Window:SetCenter() local CenterPosition = Items["MainFrame"].Instance.AbsolutePosition task.wait() Items["MainFrame"].Instance.AnchorPoint = Vector2New(0, 0) Items["MainFrame"].Instance.Position = UDim2New(0, CenterPosition.X, 0, CenterPosition.Y) end function Window:SetOpen(Bool) for Index, Value in Library.OpenFrames do Value:SetOpen(false) end if Debounce then return end Window.IsOpen = Bool Debounce = true if Window.IsOpen then Items["MainFrame"].Instance.Visible = true end local Descendants = Items["MainFrame"].Instance:GetDescendants() TableInsert(Descendants, Items["MainFrame"].Instance) local NewTween for Index, Value in Descendants do local TransparencyProperty = Tween:GetProperty(Value) if not TransparencyProperty then continue end if type(TransparencyProperty) == "table" then for _, Property in TransparencyProperty do NewTween = Tween:FadeItem(Value, Property, Bool, Library.FadeSpeed) end else NewTween = Tween:FadeItem(Value, TransparencyProperty, Bool, Library.FadeSpeed) end end NewTween.Tween.Completed:Connect(function() Debounce = false Items["MainFrame"].Instance.Visible = Window.IsOpen end) end Library:Connect(UserInputService.InputBegan, function(Input) if tostring(Input.KeyCode) == Library.MenuKeybind or tostring(Input.UserInputType) == Library.MenuKeybind then Window:SetOpen(not Window.IsOpen) end end) Window:SetCenter() task.wait() local bootHidden = false if Library.Folders and Library.Folders.Directory then bootHidden = isfile(Library.Folders.Directory.."/silentload.txt") end if bootHidden then Library.FadeSpeed = 0 Window:SetOpen(false) Library.FadeSpeed = 0.2 else Window:SetOpen(true) end if Data.MobileButtonText then Library.HideShowButtonText = Data.MobileButtonText end return setmetatable(Window, Library) end Library.Page = function(self, Data) Data = Data or {} local Page = { Window = self, Name = Data.Name or Data.name or "Page", Columns = Data.Columns or Data.columns or 2, Items = {}, ColumnsData = {}, Active = false, } local Items = {} do Items["Inactive"] = Instances:Create("TextButton", { Parent = Page.Window.Items["Pages"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, BackgroundTransparency = 1, Size = UDim2New(0, 0, 1, 0), BorderSizePixel = 0, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIStroke", { Parent = Items["Inactive"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["Liner"] = Instances:Create("Frame", { Parent = Items["Inactive"].Instance, Name = "\0", BackgroundTransparency = 1, Size = UDim2New(0, 0, 0, 1), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 2, BorderSizePixel = 0, BackgroundColor3 = FromRGB(94, 213, 213), }) Items["Liner"]:AddToTheme({ BackgroundColor3 = "Accent" }) Items["Glow"] = Instances:Create("ImageLabel", { Parent = Items["Liner"].Instance, Name = "\0", Visible = false, ImageTransparency = 0.5, AnchorPoint = Vector2New(0.5, 0.5), Image = "rbxassetid://18245826428", ZIndex = 2, BorderSizePixel = 0, SliceCenter = RectNew(Vector2New(21, 21), Vector2New(79, 79)), ScaleType = Enum.ScaleType.Slice, BorderColor3 = FromRGB(0, 0, 0), BackgroundTransparency = 1, Position = UDim2New(0.5, 0, 0.5, 0), ImageColor3 = FromRGB(94, 213, 213), Size = UDim2New(1, 8, 1, 8), BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Glow"]:AddToTheme({ ImageColor3 = "Accent" }) Instances:Create("UIGradient", { Parent = Items["Glow"].Instance, Name = "\0", Rotation = 90, Transparency = NumSequence({ NumSequenceKeypoint(0, 0), NumSequenceKeypoint(1, 1) }), }) Items["Text"] = Instances:Create("TextLabel", { Parent = Items["Inactive"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), TextTransparency = 0.4000000059604645, Text = Page.Name, AutomaticSize = Enum.AutomaticSize.X, Size = UDim2New(0, 0, 0, 15), AnchorPoint = Vector2New(0.5, 0.5), BorderSizePixel = 0, BackgroundTransparency = 1, Position = UDim2New(0.5, 0, 0.5, 0), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 5, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Text"]:AddToTheme({ TextColor3 = "Text" }) Items["TextGlow"] = Instances:Create("ImageLabel", { Parent = Items["Text"].Instance, Name = "\0", ScaleType = Enum.ScaleType.Slice, ImageTransparency = 1, BorderColor3 = FromRGB(0, 0, 0), BackgroundColor3 = FromRGB(255, 255, 255), Size = UDim2New(1, 8, 1, 8), AnchorPoint = Vector2New(0.5, 0.5), Image = "rbxassetid://18245826428", BackgroundTransparency = 1, Position = UDim2New(0.5, 0, 0.5, 3), ZIndex = 2, BorderSizePixel = 0, SliceCenter = RectNew(Vector2New(21, 21), Vector2New(79, 79)), }) Items["TextGlow"]:AddToTheme({ ImageColor3 = "Text" }) Instances:Create("UIGradient", { Parent = Items["TextGlow"].Instance, Name = "\0", Rotation = 90, Transparency = NumSequence({ NumSequenceKeypoint(0, 0), NumSequenceKeypoint(1, 1) }), }) Items["Hide"] = Instances:Create("Frame", { Parent = Items["Inactive"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), AnchorPoint = Vector2New(0, 1), BackgroundTransparency = 1, Position = UDim2New(0, 0, 1, 1), Size = UDim2New(1, 0, 0, 2), BorderSizePixel = 0, BackgroundColor3 = FromRGB(17, 21, 27), }) Items["Hide"]:AddToTheme({ BackgroundColor3 = "Background 1" }) Items["Page"] = Instances:Create("Frame", { Parent = Library.UnusedHolder.Instance, Name = "\0", BackgroundTransparency = 1, Position = UDim2New(0, 0, 0, 80), BorderColor3 = FromRGB(0, 0, 0), Visible = false, Size = UDim2New(1, 0, 1, -35), BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIListLayout", { Parent = Items["Page"].Instance, Name = "\0", FillDirection = Enum.FillDirection.Horizontal, HorizontalFlex = Enum.UIFlexAlignment.Fill, SortOrder = Enum.SortOrder.LayoutOrder, VerticalFlex = Enum.UIFlexAlignment.Fill, }) for Index = 1, Page.Columns do local NewColumn = Instances:Create("ScrollingFrame", { Parent = Items["Page"].Instance, Name = "\0", ScrollBarImageColor3 = FromRGB(0, 0, 0), Active = true, AutomaticCanvasSize = Enum.AutomaticSize.Y, BorderColor3 = FromRGB(0, 0, 0), ScrollBarThickness = 0, BackgroundTransparency = 1, Size = UDim2New(0, 100, 0, 100), CanvasSize = UDim2New(0, 0, 0, 0), BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIPadding", { Parent = NewColumn.Instance, Name = "\0", PaddingTop = UDimNew(0, 5), PaddingBottom = UDimNew(0, 8), PaddingRight = UDimNew(0, 8), PaddingLeft = UDimNew(0, 8), }) Instances:Create("UIListLayout", { Parent = NewColumn.Instance, Name = "\0", Padding = UDimNew(0, 12), SortOrder = Enum.SortOrder.LayoutOrder, }) Page.ColumnsData[Index] = NewColumn end Page.Items = Items end local Debounce = false function Page:Turn(Bool) if Debounce then return end Page.Active = Bool Debounce = true Items["Page"].Instance.Visible = Bool Items["Page"].Instance.Parent = Bool and Page.Window.Items["Content"].Instance or Library.UnusedHolder.Instance if Page.Active then Items["Liner"]:Tween( TweenInfo.new(0.5, Enum.EasingStyle.Quint, Enum.EasingDirection.Out), { BackgroundTransparency = 0, Size = UDim2New(1, 0, 0, 1) } ) Items["TextGlow"]:Tween(nil, { ImageTransparency = 0.7 }) Items["Text"]:Tween(nil, { TextTransparency = 0 }) Items["Hide"]:Tween(nil, { BackgroundTransparency = 0 }) Items["Page"]:Tween( TweenInfo.new(0.6, Enum.EasingStyle.Quint, Enum.EasingDirection.Out), { Position = UDim2New(0, 0, 0, 35) } ) else Items["Liner"]:Tween( TweenInfo.new(0.5, Enum.EasingStyle.Quint, Enum.EasingDirection.Out), { BackgroundTransparency = 0, Size = UDim2New(0, 0, 0, 1) } ) Items["TextGlow"]:Tween(nil, { ImageTransparency = 1 }) Items["Text"]:Tween(nil, { TextTransparency = 0.4 }) Items["Hide"]:Tween(nil, { BackgroundTransparency = 1 }) Items["Page"]:Tween( TweenInfo.new(0.6, Enum.EasingStyle.Quint, Enum.EasingDirection.Out), { Position = UDim2New(0, 0, 0, 80) } ) end Debounce = false end Items["Inactive"]:Connect("MouseButton1Down", function() for Index, Value in Page.Window.Pages do if Value == Page and Page.Active then return end Value:Turn(Value == Page) end end) if #Page.Window.Pages == 0 then Page:Turn(true) end TableInsert(Page.Window.Pages, Page) return setmetatable(Page, Library.Pages) end Library.Pages.Section = function(self, Data) Data = Data or {} local Section = { Window = self.Window, Page = self, Name = Data.Name or Data.name or "Section", Side = Data.Side or Data.side or 1, Items = {}, } local Items = {} do Items["Section"] = Instances:Create("Frame", { Parent = Section.Page.ColumnsData[Section.Side].Instance, Name = "\0", Size = UDim2New(1, 0, 0, 40), BorderColor3 = FromRGB(0, 0, 0), BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.Y, BackgroundColor3 = FromRGB(19, 25, 31), }) Items["Section"]:AddToTheme({ BackgroundColor3 = "Inline" }) Instances:Create("UIStroke", { Parent = Items["Section"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Instances:Create("UIPadding", { Parent = Items["Section"].Instance, Name = "\0", PaddingBottom = UDimNew(0, 8), }) Items["Topbar"] = Instances:Create("Frame", { Parent = Items["Section"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(1, 0, 0, 25), BorderSizePixel = 0, BackgroundColor3 = FromRGB(19, 25, 31), }) Items["Topbar"]:AddToTheme({ BackgroundColor3 = "Inline" }) Instances:Create("UIGradient", { Parent = Items["Topbar"].Instance, Name = "\0", Rotation = 90, Color = RGBSequence({ RGBSequenceKeypoint(0, FromRGB(255, 255, 255)), RGBSequenceKeypoint(1, FromRGB(165, 165, 165)), }), }) Instances:Create("UIStroke", { Parent = Items["Topbar"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["Liner"] = Instances:Create("Frame", { Parent = Items["Topbar"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(0, 1, 1, 0), BorderSizePixel = 0, BackgroundColor3 = FromRGB(94, 213, 213), }) Items["Liner"]:AddToTheme({ BackgroundColor3 = "Accent" }) Instances:Create("UIGradient", { Parent = Items["Liner"].Instance, Name = "\0", Rotation = 90, Color = RGBSequence({ RGBSequenceKeypoint(0, FromRGB(255, 255, 255)), RGBSequenceKeypoint(1, FromRGB(171, 171, 171)), }), }) Items["Text"] = Instances:Create("TextLabel", { Parent = Items["Topbar"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = Section.Name, AnchorPoint = Vector2New(0, 0.5), Size = UDim2New(0, 0, 0, 15), BackgroundTransparency = 1, Position = UDim2New(0, 8, 0.5, -1), BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.X, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Text"]:AddToTheme({ TextColor3 = "Text" }) Items["Content"] = Instances:Create("Frame", { Parent = Items["Section"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), BackgroundTransparency = 1, Position = UDim2New(0, 8, 0, 35), Size = UDim2New(1, -16, 0, 0), BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.Y, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIListLayout", { Parent = Items["Content"].Instance, Name = "\0", Padding = UDimNew(0, 6), SortOrder = Enum.SortOrder.LayoutOrder, }) Section.Items = Items end return setmetatable(Section, Library.Sections) end Library.Sections.Toggle = function(self, Data) Data = Data or {} local Toggle = { Window = self.Window, Page = self.Page, Section = self, Name = Data.Name or Data.name or "Toggle", Flag = Data.Flag or Data.flag or Library:NextFlag(), Default = Data.Default or Data.default or false, Callback = Data.Callback or Data.callback or function() end, Value = false, } local Items = {} do Items["Toggle"] = Instances:Create("TextButton", { Parent = Toggle.Section.Items["Content"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, BackgroundTransparency = 1, Size = UDim2New(1, 0, 0, 15), BorderSizePixel = 0, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["IndicatorOutline"] = Instances:Create("Frame", { Parent = Items["Toggle"].Instance, Name = "\0", AnchorPoint = Vector2New(0, 0.5), Position = UDim2New(0, 0, 0.5, 0), BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(0, 12, 0, 12), BorderSizePixel = 0, BackgroundColor3 = FromRGB(32, 38, 48), }) Items["IndicatorOutline"]:AddToTheme({ BackgroundColor3 = "Element" }) Instances:Create("UIStroke", { Parent = Items["IndicatorOutline"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["IndicatorInline"] = Instances:Create("Frame", { Parent = Items["IndicatorOutline"].Instance, Name = "\0", AnchorPoint = Vector2New(0.5, 0.5), BackgroundTransparency = 1, Position = UDim2New(0.5, 0, 0.5, 0), BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(0, -2, 0, 0), BorderSizePixel = 0, BackgroundColor3 = FromRGB(94, 213, 213), }) Items["IndicatorInline"]:AddToTheme({ BackgroundColor3 = "Accent" }) Items["Text"] = Instances:Create("TextLabel", { Parent = Items["Toggle"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), TextTransparency = 0.4000000059604645, Text = Toggle.Name, Size = UDim2New(0, 0, 0, 15), AnchorPoint = Vector2New(0, 0.5), BorderSizePixel = 0, BackgroundTransparency = 1, Position = UDim2New(0, 20, 0.5, 0), BorderColor3 = FromRGB(0, 0, 0), AutomaticSize = Enum.AutomaticSize.X, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Text"]:AddToTheme({ TextColor3 = "Text" }) Items["SubElements"] = Instances:Create("Frame", { Parent = Items["Toggle"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), AnchorPoint = Vector2New(1, 0), BorderSizePixel = 0, BackgroundTransparency = 1, Position = UDim2New(1, 0, 0, 0), Size = UDim2New(0, 0, 1, 0), ZIndex = 2, AutomaticSize = Enum.AutomaticSize.X, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIListLayout", { Parent = Items["SubElements"].Instance, Name = "\0", VerticalAlignment = Enum.VerticalAlignment.Center, FillDirection = Enum.FillDirection.Horizontal, HorizontalAlignment = Enum.HorizontalAlignment.Right, Padding = UDimNew(0, 8), SortOrder = Enum.SortOrder.LayoutOrder, }) Items["Toggle"]:OnHover(function() -- if Toggle.Value then return end Items["IndicatorOutline"]:Tween( nil, { BackgroundColor3 = Library:GetLighterColor(Library.Theme.Element, 1.35) } ) end) Items["Toggle"]:OnHoverLeave(function() -- if Toggle.Value then return end Items["IndicatorOutline"]:Tween(nil, { BackgroundColor3 = Library.Theme.Element }) end) end function Toggle:Get() return Toggle.Value end function Toggle:Set(Value) Toggle.Value = Value Library.Flags[Toggle.Flag] = Value if Toggle.Value then Items["IndicatorInline"]:Tween( TweenInfo.new(0.35, Enum.EasingStyle.Back, Enum.EasingDirection.Out), { BackgroundTransparency = 0, Size = UDim2New(1, -2, 1, -2) } ) else Items["IndicatorInline"]:Tween( TweenInfo.new(0.35, Enum.EasingStyle.Back, Enum.EasingDirection.Out), { BackgroundTransparency = 1, Size = UDim2New(0, -2, 0, -2) } ) end if Toggle.Callback then Library:SafeCall(Toggle.Callback, Toggle.Value) end end function Toggle:Colorpicker(Data) Data = Data or {} local Colorpicker = { Window = Toggle.Window, Page = Toggle.Page, Section = Toggle.Section, Flag = Data.Flag or Data.flag or Library:NextFlag(), Default = Data.Default or Data.default or Color3.fromRGB(255, 255, 255), Alpha = Data.Alpha or Data.alpha or 0, Callback = Data.Callback or Data.callback or function() end, } local NewColorpicker, ColorpickerItems = Library:CreateColorpicker({ Parent = Items["SubElements"], Page = Colorpicker.Page, Flag = Colorpicker.Flag, Section = Colorpicker.Section, Default = Colorpicker.Default, Alpha = Colorpicker.Alpha, Callback = Colorpicker.Callback, }) return NewColorpicker end function Toggle:Keybind(Data) Data = Data or {} local Keybind = { Window = Toggle.Window, Page = Toggle.Page, Section = Toggle.Section, Name = Data.Name or Data.name or "Keybind", Flag = Data.Flag or Data.flag or Library:NextFlag(), Default = Data.Default or Data.default or Enum.KeyCode.RightShift, Callback = Data.Callback or Data.callback or function() end, Mode = Data.Mode or Data.mode or "Toggle", } local NewKeybind, Items = Library:CreateKeybind({ Name = Toggle.Name, Parent = Items["SubElements"], Flag = Keybind.Flag, Section = Keybind.Section, Default = Keybind.Default, Mode = Keybind.Mode, Callback = function(State) Toggle:Set(State) if Keybind.Callback then Keybind.Callback(State) end end, }) local OldToggleSet = Toggle.Set Toggle.Set = function(self, Value) OldToggleSet(self, Value) NewKeybind.Toggled = Value if Library.Flags[NewKeybind.Flag] then Library.Flags[NewKeybind.Flag].Toggled = Value end end return NewKeybind end function Toggle:SetVisibility(Bool) Items["Toggle"].Instance.Visible = Bool end Items["Toggle"]:Connect("MouseButton1Down", function() Toggle:Set(not Toggle.Value) end) Toggle:Set(Toggle.Default) Library.SetFlags[Toggle.Flag] = function(Value) Toggle:Set(Value) end return Toggle end Library.Sections.Button = function(self, Data) Data = Data or {} local Button = { Window = self.Window, Page = self.Page, Section = self, Name = Data.Name or Data.name or "Button", Callback = Data.Callback or Data.callback or function() end, } local Items = {} do Items["Button"] = Instances:Create("TextButton", { Parent = Button.Section.Items["Content"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = Button.Name, AutoButtonColor = false, Size = UDim2New(1, 0, 0, 20), BorderSizePixel = 0, TextSize = 14, BackgroundColor3 = FromRGB(32, 38, 48), }) Items["Button"]:AddToTheme({ BackgroundColor3 = "Element" }) Instances:Create("UIGradient", { Parent = Items["Button"].Instance, Name = "\0", Rotation = 90, Color = RGBSequence({ RGBSequenceKeypoint(0, FromRGB(255, 255, 255)), RGBSequenceKeypoint(1, FromRGB(199, 199, 199)), }), }) Items["Button"]:OnHover(function() Items["Button"]:Tween( nil, { BackgroundColor3 = Library:GetLighterColor(Library.Theme.Element, 1.35) } ) end) Items["Button"]:OnHoverLeave(function() Items["Button"]:Tween(nil, { BackgroundColor3 = Library.Theme.Element }) end) end function Button:SetVisibility(Bool) Items["Button"].Instance.Visible = Bool end function Button:Press() Items["Button"]:ChangeItemTheme({ BackgroundColor3 = "Accent" }) Items["Button"]:Tween(nil, { BackgroundColor3 = Library.Theme.Accent }) Library:SafeCall(Button.Callback) task.wait(0.1) if not Library then return end Items["Button"]:ChangeItemTheme({ BackgroundColor3 = "Element" }) Items["Button"]:Tween(nil, { BackgroundColor3 = Library.Theme.Element }) end Items["Button"]:Connect("MouseButton1Down", function() Button:Press() end) return Button end Library.Sections.Slider = function(self, Data) Data = Data or {} local Slider = { Window = self.Window, Page = self.Page, Section = self, Name = Data.Name or Data.name or "Slider", Flag = Data.Flag or Data.flag or Library:NextFlag(), Min = Data.Min or Data.min or 0, Decimals = Data.Decimals or Data.decimals or 1, Suffix = Data.Suffix or Data.suffix or "", Max = Data.Max or Data.max or 100, Default = Data.Default or Data.Default or 0, Callback = Data.Callback or Data.callback or function() end, Value = 0, Sliding = false, } local Items = {} do Items["Slider"] = Instances:Create("Frame", { Parent = Slider.Section.Items["Content"].Instance, Name = "\0", BackgroundTransparency = 1, BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(1, 0, 0, 35), BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Text"] = Instances:Create("TextLabel", { Parent = Items["Slider"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = Slider.Name, BackgroundTransparency = 1, Size = UDim2New(0, 0, 0, 15), BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.X, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Text"]:AddToTheme({ TextColor3 = "Text" }) Items["RealSlider"] = Instances:Create("TextButton", { Parent = Items["Slider"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, AnchorPoint = Vector2New(0, 1), Position = UDim2New(0, 0, 1, 0), Size = UDim2New(1, 0, 0, 12), BorderSizePixel = 0, TextSize = 14, BackgroundColor3 = FromRGB(32, 38, 48), }) Items["RealSlider"]:AddToTheme({ BackgroundColor3 = "Element" }) Instances:Create("UIStroke", { Parent = Items["RealSlider"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["Accent"] = Instances:Create("Frame", { Parent = Items["RealSlider"].Instance, Name = "\0", Position = UDim2New(0, 1, 0, 1), BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(0.5, 0, 1, -2), BorderSizePixel = 0, BackgroundColor3 = FromRGB(94, 213, 213), }) Items["Accent"]:AddToTheme({ BackgroundColor3 = "Accent" }) Items["Value"] = Instances:Create("TextBox", { Parent = Items["Slider"].Instance, Name = "\0", FontFace = Library.Font, Active = false, TextTransparency = 0.5, AnchorPoint = Vector2New(1, 0), TextSize = 14, Size = UDim2New(0, 0, 0, 15), TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = "50s", Selectable = false, BackgroundTransparency = 1, Position = UDim2New(1, 0, 0, 0), BorderSizePixel = 0, ClearTextOnFocus = false, AutomaticSize = Enum.AutomaticSize.X, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Value"]:AddToTheme({ TextColor3 = "Text" }) Items["RealSlider"]:OnHover(function() Items["RealSlider"]:Tween( nil, { BackgroundColor3 = Library:GetLighterColor(Library.Theme.Element, 1.35) } ) end) Items["RealSlider"]:OnHoverLeave(function() Items["RealSlider"]:Tween(nil, { BackgroundColor3 = Library.Theme.Element }) end) end function Slider:Get() return Slider.Value end function Slider:Set(Value) Slider.Value = MathClamp(Library:Round(Value, Slider.Decimals), Slider.Min, Slider.Max) Library.Flags[Slider.Flag] = Slider.Value Items["Accent"]:Tween( TweenInfo.new(Library.Tween.Time, Enum.EasingStyle.Quart, Enum.EasingDirection.Out), { Size = UDim2New((Slider.Value - Slider.Min) / (Slider.Max - Slider.Min), -2, 1, -2) } ) Items["Value"].Instance.Text = StringFormat("%s%s", Slider.Value, Slider.Suffix) if Slider.Value <= Slider.Min then Items["Accent"].Instance.Visible = false else Items["Accent"].Instance.Visible = true end if Slider.Callback then Library:SafeCall(Slider.Callback, Slider.Value) end end local InputChanged Items["RealSlider"]:Connect("InputBegan", function(Input) if Input.UserInputType == Enum.UserInputType.MouseButton1 or Input.UserInputType == Enum.UserInputType.Touch then Slider.Sliding = true local SizeX = (Input.Position.X - Items["RealSlider"].Instance.AbsolutePosition.X) / Items["RealSlider"].Instance.AbsoluteSize.X local Value = ((Slider.Max - Slider.Min) * SizeX) + Slider.Min Slider:Set(Value) if InputChanged then return end InputChanged = Input.Changed:Connect(function() if Input.UserInputState == Enum.UserInputState.End then Slider.Sliding = false if InputChanged then InputChanged:Disconnect() InputChanged = nil end end end) end end) Library:Connect(UserInputService.InputChanged, function(Input) if Input.UserInputType == Enum.UserInputType.MouseMovement or Input.UserInputType == Enum.UserInputType.Touch then if Slider.Sliding then local SizeX = (Input.Position.X - Items["RealSlider"].Instance.AbsolutePosition.X) / Items["RealSlider"].Instance.AbsoluteSize.X local Value = ((Slider.Max - Slider.Min) * SizeX) + Slider.Min Slider:Set(Value) end end end) if Slider.Default then Slider:Set(Slider.Default) end Library.SetFlags[Slider.Flag] = function(Value) Slider:Set(Value) end return Slider end Library.Sections.Dropdown = function(self, Data) Data = Data or {} local Dropdown = { Window = self.Window, Page = self.Page, Section = self, Name = Data.Name or Data.name or "Dropdown", Flag = Data.Flag or Data.flag or Library:NextFlag(), Items = Data.Items or Data.items or Data.Options or Data.options or { "One", "Two", "Three" }, Default = Data.Default or Data.default or nil, MaxSize = Data.MaxSize or Data.maxsize or 75, Callback = Data.Callback or Data.callback or function() end, Multi = Data.Multi or Data.multi or false, Options = {}, Value = {}, IsOpen = false, } local Items = {} do Items["Dropdown"] = Instances:Create("Frame", { Parent = Dropdown.Section.Items["Content"].Instance, Name = "\0", BackgroundTransparency = 1, Size = UDim2New(1, 0, 0, 45), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 2, BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Text"] = Instances:Create("TextLabel", { Parent = Items["Dropdown"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = Dropdown.Name, BackgroundTransparency = 1, Size = UDim2New(0, 0, 0, 15), BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.X, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Text"]:AddToTheme({ TextColor3 = "Text" }) Items["RealDropdown"] = Instances:Create("TextButton", { Parent = Items["Dropdown"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, AnchorPoint = Vector2New(0, 1), Position = UDim2New(0, 0, 1, 0), Size = UDim2New(1, 0, 0, 20), BorderSizePixel = 0, TextSize = 14, BackgroundColor3 = FromRGB(32, 38, 48), }) Items["RealDropdown"]:AddToTheme({ BackgroundColor3 = "Element" }) Instances:Create("UIStroke", { Parent = Items["RealDropdown"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["Value"] = Instances:Create("TextLabel", { Parent = Items["RealDropdown"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = "-", AnchorPoint = Vector2New(0, 0.5), Size = UDim2New(1, -16, 0, 15), BackgroundTransparency = 1, TextXAlignment = Enum.TextXAlignment.Left, Position = UDim2New(0, 4, 0.5, 0), BorderSizePixel = 0, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Value"]:AddToTheme({ TextColor3 = "Text" }) Items["OptionHolder"] = Instances:Create("TextButton", { Parent = Library.Holder.Instance, Name = "\0", FontFace = Library.Font, Visible = false, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, Position = UDim2New(0, 0, 1, 0), Size = UDim2New(1, 0, 0, 130), BorderSizePixel = 0, TextSize = 14, BackgroundColor3 = FromRGB(32, 38, 48), }) Items["OptionHolder"]:AddToTheme({ BackgroundColor3 = "Element" }) Instances:Create("UIStroke", { Parent = Items["OptionHolder"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["Search"] = Instances:Create("TextBox", { Parent = Items["OptionHolder"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), TextTransparency = 0.5, Text = "", Size = UDim2New(1, -8, 0, 15), Position = UDim2New(0, 4, 0, 4), BorderSizePixel = 0, BorderColor3 = FromRGB(0, 0, 0), BackgroundTransparency = 1, PlaceholderColor3 = FromRGB(255, 255, 255), TextXAlignment = Enum.TextXAlignment.Left, PlaceholderText = "Search..", TextSize = 12, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Search"]:AddToTheme({ TextColor3 = "Text" }) Items["Holder"] = Instances:Create("ScrollingFrame", { Parent = Items["OptionHolder"].Instance, Name = "\0", Active = true, AutomaticCanvasSize = Enum.AutomaticSize.Y, BorderSizePixel = 0, CanvasSize = UDim2New(0, 0, 0, 0), ScrollBarImageColor3 = FromRGB(46, 52, 61), MidImage = "rbxassetid://93024691806056", BorderColor3 = FromRGB(0, 0, 0), ScrollBarThickness = 4, Size = UDim2New(1, -4, 1, -26), BackgroundTransparency = 1, Position = UDim2New(0, 0, 0, 22), BottomImage = "rbxassetid://93024691806056", TopImage = "rbxassetid://93024691806056", BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Holder"]:AddToTheme({ ScrollBarImageColor3 = "Border" }) Instances:Create("UIPadding", { Parent = Items["Holder"].Instance, Name = "\0", PaddingTop = UDimNew(0, 6), PaddingBottom = UDimNew(0, 6), PaddingRight = UDimNew(0, 10), PaddingLeft = UDimNew(0, 6), }) Instances:Create("UIListLayout", { Parent = Items["Holder"].Instance, Name = "\0", Padding = UDimNew(0, 6), SortOrder = Enum.SortOrder.LayoutOrder, }) Items["RealDropdown"]:OnHover(function() Items["RealDropdown"]:Tween( nil, { BackgroundColor3 = Library:GetLighterColor(Library.Theme.Element, 1.35) } ) end) Items["RealDropdown"]:OnHoverLeave(function() Items["RealDropdown"]:Tween(nil, { BackgroundColor3 = Library.Theme.Element }) end) end function Dropdown:Get() return Dropdown.Value end function Dropdown:Set(Option) if Data.Multi then if type(Option) ~= "table" then return end Dropdown.Value = Option Library.Flags[Dropdown.Flag] = Option for Index, Value in Option do local OptionData = Dropdown.Options[Value] if not OptionData then continue end OptionData.Selected = true OptionData:Toggle("Active") end Items["Value"].Instance.Text = TableConcat(Option, ", ") else if not Dropdown.Options[Option] then return end local OptionData = Dropdown.Options[Option] Dropdown.Value = Option Library.Flags[Dropdown.Flag] = Option for Index, Value in Dropdown.Options do if Value ~= OptionData then Value.Selected = false Value:Toggle("Inactive") else Value.Selected = true Value:Toggle("Active") end end Items["Value"].Instance.Text = Option end if Dropdown.Callback then Library:SafeCall(Dropdown.Callback, Dropdown.Value) end end local CompareVectors = function(PointA, PointB) return (PointA.X < PointB.X) or (PointA.Y < PointB.Y) end local IsClipped = function(Object, Column) local Parent = Column local BoundryTop = Parent.AbsolutePosition local BoundryBottom = BoundryTop + Parent.AbsoluteSize local Top = Object.AbsolutePosition local Bottom = Top + Object.AbsoluteSize return CompareVectors(Top, BoundryTop) or CompareVectors(BoundryBottom, Bottom) end Items["RealDropdown"]:Connect("Changed", function(Property) if Property == "AbsolutePosition" and Dropdown.IsOpen then Dropdown.IsOpen = not IsClipped(Items["OptionHolder"].Instance, Dropdown.Section.Items["Section"].Instance.Parent) Items["OptionHolder"].Instance.Visible = Dropdown.IsOpen end end) local Debounce = false local RenderStepped function Dropdown:SetOpen(Bool) if Debounce then return end Dropdown.IsOpen = Bool Debounce = true if Bool then Items["OptionHolder"].Instance.Visible = true Items["OptionHolder"].Instance.Parent = Library.Holder.Instance RenderStepped = Library:Connect(RunService.RenderStepped, function() Items["OptionHolder"].Instance.Position = UDim2New( 0, Items["RealDropdown"].Instance.AbsolutePosition.X, 0, Items["RealDropdown"].Instance.AbsolutePosition.Y + Items["RealDropdown"].Instance.AbsoluteSize.Y + 65 ) Items["OptionHolder"].Instance.Size = UDim2New(0, Items["RealDropdown"].Instance.AbsoluteSize.X, 0, Dropdown.MaxSize) end) for Index, Value in Library.OpenFrames do if Value ~= Dropdown then Value:SetOpen(false) end end Library.OpenFrames[Dropdown] = Dropdown else if RenderStepped then Library:Disconnect(RenderStepped.Name) RenderStepped = nil end if Library.OpenFrames[Dropdown] then Library.OpenFrames[Dropdown] = nil end end local AllInstances = Items["OptionHolder"].Instance:GetDescendants() TableInsert(AllInstances, Items["OptionHolder"].Instance) local NewTween for Index, Value in AllInstances do local TransparencyProperty = Tween:GetProperty(Value) if not TransparencyProperty then continue end if not Value.ClassName:find("UI") then Value.ZIndex = Dropdown.IsOpen and 10 or 1 end if type(TransparencyProperty) == "table" then for _, Property in TransparencyProperty do NewTween = Tween:FadeItem(Value, Property, Bool, 0.2) end else NewTween = Tween:FadeItem(Value, TransparencyProperty, Bool, 0.2) end end Library:Connect(NewTween.Tween.Completed, function() Debounce = false Items["OptionHolder"].Instance.Visible = Dropdown.IsOpen task.wait(0.2) Items["OptionHolder"].Instance.Parent = not Dropdown.IsOpen and Library.UnusedHolder.Instance or Library.Holder.Instance end) end function Dropdown:Add(Option) local OptionButton = Instances:Create("TextButton", { Parent = Items["Holder"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, BackgroundTransparency = 1, Size = UDim2New(1, 0, 0, 20), BorderSizePixel = 0, TextSize = 14, BackgroundColor3 = FromRGB(32, 38, 48), }) OptionButton:AddToTheme({ BackgroundColor3 = "Element" }) Instances:Create("UIGradient", { Parent = OptionButton.Instance, Name = "\0", Rotation = -90, Color = RGBSequence({ RGBSequenceKeypoint(0, FromRGB(255, 255, 255)), RGBSequenceKeypoint(1, FromRGB(200, 200, 200)), }), }) local OptionStroke = Instances:Create("UIStroke", { Parent = OptionButton.Instance, Name = "\0", ApplyStrokeMode = Enum.ApplyStrokeMode.Border, Transparency = 1, Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, }) OptionStroke:AddToTheme({ Color = "Border" }) local OptionLiner = Instances:Create("Frame", { Parent = OptionButton.Instance, Name = "\0", BackgroundTransparency = 1, BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(0, 1, 1, 0), BorderSizePixel = 0, BackgroundColor3 = FromRGB(94, 213, 213), }) OptionLiner:AddToTheme({ BackgroundColor3 = "Accent" }) local OptionText = Instances:Create("TextLabel", { Parent = OptionButton.Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), TextTransparency = 0.4000000059604645, Text = Option, Size = UDim2New(0, 0, 0, 15), AnchorPoint = Vector2New(0, 0.5), BorderSizePixel = 0, BackgroundTransparency = 1, Position = UDim2New(0, 10, 0.5, 0), BorderColor3 = FromRGB(0, 0, 0), AutomaticSize = Enum.AutomaticSize.X, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) OptionText:AddToTheme({ TextColor3 = "Text" }) local OptionData = { Button = OptionButton, Selected = false, Name = Option, Text = OptionText, Liner = OptionLiner, Stroke = OptionStroke, } function OptionData:Toggle(Status) if Status == "Active" then OptionData.Liner:Tween(nil, { BackgroundTransparency = 0, Size = UDim2New(0, 1, 1, 0) }) OptionData.Text:Tween(nil, { TextTransparency = 0 }) OptionData.Button:Tween(nil, { BackgroundTransparency = 0 }) OptionData.Stroke:Tween(nil, { Transparency = 0 }) else OptionData.Liner:Tween(nil, { BackgroundTransparency = 1 }) OptionData.Text:Tween(nil, { TextTransparency = 0.4 }) OptionData.Button:Tween(nil, { BackgroundTransparency = 1 }) OptionData.Stroke:Tween(nil, { Transparency = 1 }) end end function OptionData:Set() OptionData.Selected = not OptionData.Selected if Data.Multi then local Index = TableFind(Dropdown.Value, OptionData.Name) if Index then TableRemove(Dropdown.Value, Index) else TableInsert(Dropdown.Value, OptionData.Name) end OptionData:Toggle(Index and "Inactive" or "Active") Library.Flags[Dropdown.Flag] = Dropdown.Value local TextFormat = #Dropdown.Value > 0 and TableConcat(Dropdown.Value, ", ") or "--" Items["Value"].Instance.Text = TextFormat else if OptionData.Selected then Dropdown.Value = OptionData.Name Library.Flags[Dropdown.Flag] = OptionData.Name OptionData.Selected = true OptionData:Toggle("Active") for Index, Value in Dropdown.Options do if Value ~= OptionData then Value.Selected = false Value:Toggle("Inactive") end end Items["Value"].Instance.Text = OptionData.Name else Dropdown.Value = nil Library.Flags[Dropdown.Flag] = nil OptionData.Selected = false OptionData:Toggle("Inactive") Items["Value"].Instance.Text = "-" end end if Dropdown.Callback then Library:SafeCall(Dropdown.Callback, Dropdown.Value) end end OptionData.Button:Connect("MouseButton1Down", function() OptionData:Set() end) Dropdown.Options[OptionData.Name] = OptionData return OptionData end function Dropdown:Remove(Option) local OptionData = Dropdown.Options[Option] if OptionData then OptionData.Button:Clean() Dropdown.Options[Option] = nil end end function Dropdown:Refresh(List) for Index, Value in Dropdown.Options do Dropdown:Remove(Value.Name) end for Index, Value in List do Dropdown:Add(Value) end end for Index, Value in Dropdown.Items do Dropdown:Add(Value) end Items["RealDropdown"]:Connect("MouseButton1Down", function() Dropdown:SetOpen(not Dropdown.IsOpen) end) Library:Connect(UserInputService.InputBegan, function(Input) if Input.UserInputType == Enum.UserInputType.MouseButton1 or Input.UserInputType == Enum.UserInputType.Touch then if not Dropdown.IsOpen then return end if Library:IsMouseOverFrame(Items["OptionHolder"]) then return end Dropdown:SetOpen(false) end end) local SearchStepped Items["Search"]:Connect("Focused", function() SearchStepped = Library:Connect(RunService.RenderStepped, function() for Index, Value in Dropdown.Options do if Items["Search"].Instance.Text ~= "" then if StringFind( StringLower(Value.Name), Library:EscapePattern(StringLower(Items["Search"].Instance.Text)) ) then Value.Button.Instance.Visible = true else Value.Button.Instance.Visible = false end else Value.Button.Instance.Visible = true end end end) end) Items["Search"]:Connect("FocusLost", function() if SearchStepped then Library:Disconnect(SearchStepped.Name) SearchStepped = nil end end) Library.SetFlags[Dropdown.Flag] = function(Value) Dropdown:Set(Value) end if Dropdown.Default then Dropdown:Set(Dropdown.Default) end return Dropdown end Library.Sections.Listbox = function(self, Data) Data = Data or {} local Listbox = { Window = self.Window, Page = self.Page, Section = self, Name = Data.Name or Data.name or "Listbox", Flag = Data.Flag or Data.flag or Library:NextFlag(), Items = Data.Items or Data.items or Data.Options or Data.options or { "One", "Two", "Three" }, MaxSize = Data.MaxSize or Data.maxSize or 150, Callback = Data.Callback or Data.callback or function() end, Value = Data.Default or Data.default or "", } local Items = {} Items["Listbox"] = Instances:Create("Frame", { Parent = Listbox.Section.Items["Content"].Instance, Name = "\0", BackgroundTransparency = 1, Size = UDim2New(1, 0, 0, Listbox.MaxSize + 10), }) Items["ListboxLabel"] = Instances:Create("TextLabel", { Parent = Items["Listbox"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), TextTransparency = 0.5, Text = Listbox.Name, BackgroundTransparency = 1, Size = UDim2New(0, 0, 0, 15), TextXAlignment = Enum.TextXAlignment.Left, TextYAlignment = Enum.TextYAlignment.Center, TextSize = 14, }) Items["ListboxLabel"]:AddToTheme({ TextColor3 = "Text" }) Items["ListInner"] = Instances:Create("Frame", { Parent = Items["Listbox"].Instance, Name = "\0", BackgroundColor3 = FromRGB(35, 41, 50), Position = UDim2New(0, 0, 0, 21), Size = UDim2New(1, 0, 1, -21), }) Items["ListInner"]:AddToTheme({ BackgroundColor3 = "Element" }) Instances:Create("UIStroke", { Parent = Items["ListInner"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Instances:Create("UICorner", { Parent = Items["ListInner"].Instance, Name = "\0", CornerRadius = UDimNew(0, 3), }) Items["ScrollingFrame"] = Instances:Create("ScrollingFrame", { Parent = Items["ListInner"].Instance, Name = "\0", Active = true, BackgroundColor3 = FromRGB(255, 255, 255), BackgroundTransparency = 1, BorderSizePixel = 0, ScrollBarImageColor3 = FromRGB(46, 52, 61), ScrollBarThickness = 3, Size = UDim2New(1, 0, 1, 0), }) Items["ScrollingFrame"]:AddToTheme({ ScrollBarImageColor3 = "Border" }) Items["UIListLayout"] = Instances:Create("UIListLayout", { Parent = Items["ScrollingFrame"].Instance, Name = "\0", SortOrder = Enum.SortOrder.LayoutOrder, }) Library:Connect(Items["UIListLayout"].Instance:GetPropertyChangedSignal("AbsoluteContentSize"), function() Items["ScrollingFrame"].Instance.CanvasSize = UDim2New(0, 0, 0, Items["UIListLayout"].Instance.AbsoluteContentSize.Y) end) local function UpdateState(Btn, Name) if Listbox.Value == Name then Btn.Items["Text"]:Tween(nil, { TextTransparency = 0 }) Btn.Items["Button"]:Tween(nil, { BackgroundTransparency = 0 }) else Btn.Items["Text"]:Tween(nil, { TextTransparency = 0.5 }) Btn.Items["Button"]:Tween(nil, { BackgroundTransparency = 1 }) end end local ObjectItems = {} local function UpdateButtons() for Index, Value in ObjectItems do Value.Items["Button"].Instance:Destroy() Value = nil end table.clear(ObjectItems) for Index, Value in Listbox.Items do local BtnItems = {} BtnItems["Button"] = Instances:Create("TextButton", { Parent = Items["ScrollingFrame"].Instance, Name = "\0", BackgroundColor3 = FromRGB(46, 52, 61), BackgroundTransparency = 1, BorderSizePixel = 0, Size = UDim2New(1, 0, 0, 25), Text = "", AutoButtonColor = false }) BtnItems["Button"]:AddToTheme({ BackgroundColor3 = "Element" }) Instances:Create("UIPadding", { Parent = BtnItems["Button"].Instance, Name = "\0", PaddingBottom = UDimNew(0, 0), PaddingLeft = UDimNew(0, 7), PaddingRight = UDimNew(0, 7), PaddingTop = UDimNew(0, 0) }) BtnItems["Text"] = Instances:Create("TextLabel", { Parent = BtnItems["Button"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), TextTransparency = 0.5, Text = Value, BackgroundTransparency = 1, Size = UDim2New(1, 0, 1, 0), TextSize = 14, TextWrapped = true, TextXAlignment = Enum.TextXAlignment.Center }) BtnItems["Text"]:AddToTheme({ TextColor3 = "Text" }) BtnItems["Button"]:Connect("MouseButton1Click", function() Listbox.Value = Value for _, b in ObjectItems do UpdateState(b, b.Name) end Library:SafeCall(Listbox.Callback, Listbox.Value) Library.Flags[Listbox.Flag] = Listbox.Value end) BtnItems["Button"]:OnHover(function() if Listbox.Value ~= Value then BtnItems["Text"]:Tween(nil, { TextTransparency = 0 }) end end) BtnItems["Button"]:OnHoverLeave(function() if Listbox.Value ~= Value then BtnItems["Text"]:Tween(nil, { TextTransparency = 0.5 }) end end) table.insert(ObjectItems, { Items = BtnItems, Name = Value }) UpdateState({Items = BtnItems}, Value) end end UpdateButtons() function Listbox:Get() return Listbox.Value end function Listbox:Set(Option) Listbox.Value = Option for _, b in ObjectItems do UpdateState(b, b.Name) end Library:SafeCall(Listbox.Callback, Listbox.Value) Library.Flags[Listbox.Flag] = Listbox.Value end function Listbox:SetItems(Options) Listbox.Items = Options UpdateButtons() end Library.Flags[Listbox.Flag] = Listbox.Value Library.SetFlags[Listbox.Flag] = function(Value) Listbox:Set(Value) end return Listbox end Library.Sections.Label = function(self, Name) local Label = { Window = self.Window, Page = self.Page, Section = self, Name = Name or "Label", } local Items = {} do Items["Label"] = Instances:Create("Frame", { Parent = Label.Section.Items["Content"].Instance, Name = "\0", BackgroundTransparency = 1, Size = UDim2New(1, 0, 0, 15), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 2, BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Text"] = Instances:Create("TextLabel", { Parent = Items["Label"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = Label.Name, AutomaticSize = Enum.AutomaticSize.X, BackgroundTransparency = 1, Size = UDim2New(0, 0, 0, 15), BorderSizePixel = 0, ZIndex = 2, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Text"]:AddToTheme({ TextColor3 = "Text" }) Items["SubElements"] = Instances:Create("Frame", { Parent = Items["Label"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), AnchorPoint = Vector2New(1, 0), BorderSizePixel = 0, BackgroundTransparency = 1, Position = UDim2New(1, 0, 0, 0), Size = UDim2New(0, 0, 1, 0), ZIndex = 2, AutomaticSize = Enum.AutomaticSize.X, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIListLayout", { Parent = Items["SubElements"].Instance, Name = "\0", VerticalAlignment = Enum.VerticalAlignment.Center, FillDirection = Enum.FillDirection.Horizontal, HorizontalAlignment = Enum.HorizontalAlignment.Right, Padding = UDimNew(0, 8), SortOrder = Enum.SortOrder.LayoutOrder, }) end function Label:SetText(Text) Text = tostring(Text) Items["Text"].Instance.Text = Text end function Label:SetVisibility(Bool) Items["Label"].Instance.Visible = Bool end function Label:Colorpicker(Data) Data = Data or {} local Colorpicker = { Window = Label.Window, Page = Label.Page, Section = Label.Section, Flag = Data.Flag or Data.flag or Library:NextFlag(), Default = Data.Default or Data.default or Color3.fromRGB(255, 255, 255), Alpha = Data.Alpha or Data.alpha or 0, Callback = Data.Callback or Data.callback or function() end, } local NewColorpicker, ColorpickerItems = Library:CreateColorpicker({ Parent = Items["SubElements"], Page = Colorpicker.Page, Flag = Colorpicker.Flag, Section = Colorpicker.Section, Default = Colorpicker.Default, Alpha = Colorpicker.Alpha, Callback = Colorpicker.Callback, }) return NewColorpicker end function Label:Keybind(Data) Data = Data or {} local Keybind = { Window = Label.Window, Page = Label.Page, Section = Label.Section, Name = Data.Name or Data.name or "Keybind", Flag = Data.Flag or Data.flag or Library:NextFlag(), Default = Data.Default or Data.default or Enum.KeyCode.RightShift, Callback = Data.Callback or Data.callback or function() end, Mode = Data.Mode or Data.mode or "Toggle", } local NewKeybind, Items = Library:CreateKeybind({ Name = Keybind.Name, Parent = Items["SubElements"], Flag = Keybind.Flag, Section = Keybind.Section, Default = Keybind.Default, Mode = Keybind.Mode, Callback = Keybind.Callback, }) return NewKeybind end return Label end Library.Sections.Textbox = function(self, Data) Data = Data or {} local Textbox = { Window = self.Window, Page = self.Page, Section = self, Name = Data.Name or Data.name or "Textbox", Flag = Data.Flag or Data.flag or Library:NextFlag(), Default = Data.Default or Data.default or "", Callback = Data.Callback or Data.callback or function() end, Placeholder = Data.Placeholder or Data.placeholder or "...", Finished = Data.Finished or Data.finished or false, Numeric = Data.Numeric or Data.numeric or false, Value = "", } local Items = {} do Items["Textbox"] = Instances:Create("Frame", { Parent = Textbox.Section.Items["Content"].Instance, Name = "\0", BackgroundTransparency = 1, BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(1, 0, 0, 20), BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Input"] = Instances:Create("TextBox", { Parent = Items["Textbox"].Instance, Name = "\0", FontFace = Library.Font, CursorPosition = -1, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = "", Size = UDim2New(0.6000000238418579, 0, 1, 0), BorderSizePixel = 0, PlaceholderColor3 = FromRGB(185, 185, 185), TextXAlignment = Enum.TextXAlignment.Left, PlaceholderText = Textbox.Placeholder, TextSize = 14, BackgroundColor3 = FromRGB(32, 38, 48), }) Items["Input"]:AddToTheme({ TextColor3 = "Text", PlaceholderColor3 = "Inactive Text", BackgroundColor3 = "Element", }) Instances:Create("UIPadding", { Parent = Items["Input"].Instance, Name = "\0", PaddingLeft = UDimNew(0, 6), }) Items["Text"] = Instances:Create("TextLabel", { Parent = Items["Textbox"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = Textbox.Name, AnchorPoint = Vector2New(1, 0), Size = UDim2New(0, 0, 0, 15), BackgroundTransparency = 1, Position = UDim2New(1, 0, 0, 0), BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.X, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Text"]:AddToTheme({ TextColor3 = "Text" }) Items["Input"]:OnHover(function() Items["Input"]:Tween( nil, { BackgroundColor3 = Library:GetLighterColor(Library.Theme.Element, 1.35) } ) end) Items["Input"]:OnHoverLeave(function() Items["Input"]:Tween(nil, { BackgroundColor3 = Library.Theme.Element }) end) end function Textbox:Get() return Textbox.Value end function Textbox:SetVisibility(Bool) Items["Textbox"].Instance.Visible = Bool end function Textbox:Set(Value) if Textbox.Numeric then if (not tonumber(Value)) and StringLen(tostring(Value)) > 0 then Value = Textbox.Value end end Textbox.Value = Value Items["Input"].Instance.Text = Value Library.Flags[Textbox.Flag] = Value if Textbox.Callback then Library:SafeCall(Textbox.Callback, Textbox.Value) end end if Textbox.Finished then Items["Input"]:Connect("FocusLost", function(PressedEnterQuestionMark) if PressedEnterQuestionMark then Textbox:Set(Items["Input"].Instance.Text) end end) else Items["Input"].Instance:GetPropertyChangedSignal("Text"):Connect(function() Textbox:Set(Items["Input"].Instance.Text) end) end if Textbox.Default then Textbox:Set(Textbox.Default) end Library.SetFlags[Textbox.Flag] = function(Value) Textbox:Set(Value) end return Textbox end Library.CreateSettingsPage = function(self, Window, KeybindList, Watermark) local SettingsPage = Window:Page({ Name = "Settings", Columns = 2 }) local SettingsSection = SettingsPage:Section({ Name = "Settings", Side = 1 }) do SettingsSection:Button({ Name = "Unload", Callback = function() Library:Unload() end, }) SettingsSection:Toggle({ Name = "Watermark", Flag = "Watermark", Default = true, Callback = function(Value) Watermark:SetVisibility(Value) end, }) SettingsSection:Toggle({ Name = "Keybind List", Flag = "Keybind list", Default = false, Callback = function(Value) KeybindList:SetVisibility(Value) end, }) SettingsSection:Toggle({ Name = "Silent Load", Flag = "SilentLoad", Default = (Library.Folders and Library.Folders.Directory and isfile(Library.Folders.Directory.."/silentload.txt")) or false, Callback = function(Value) if Library.Folders and Library.Folders.Directory then if Value then writefile(Library.Folders.Directory.."/silentload.txt", "true") else if isfile(Library.Folders.Directory.."/silentload.txt") then delfile(Library.Folders.Directory.."/silentload.txt") end end end end }) SettingsSection:Toggle({ Name = "Mobile Hide/Show Button", Flag = "MobileHideShow", Default = IsMobile, Callback = function(Value) if Value then if not Library.HideShowButton then Library.HideShowButton = Instances:Create("TextButton", { Parent = Library.Holder.Instance, Name = "HideShow", AnchorPoint = Vector2New(1, 0), Position = UDim2New(1, -15, 0, 15), Size = UDim2New(0, 45, 0, 45), Text = Library.HideShowButtonText or "JX", BackgroundColor3 = FromRGB(17, 21, 27), TextColor3 = FromRGB(255, 255, 255), BorderSizePixel = 2, BorderColor3 = FromRGB(94, 213, 213), ZIndex = 9999, }) Instances:Create("UICorner", { Parent = Library.HideShowButton.Instance, Name = "\0", CornerRadius = UDimNew(1, 0) }) Library.HideShowButton:AddToTheme({ BackgroundColor3 = "Background 1", BorderColor3 = "Accent", TextColor3 = "Text" }) Library.HideShowButton:Connect("MouseButton1Click", function() if Window.IsOpen ~= nil then Window:SetOpen(not Window.IsOpen) end end) local DragStart = nil local StartPos = nil Library.HideShowButton:Connect("InputBegan", function(Input) if Input.UserInputType == Enum.UserInputType.MouseButton1 or Input.UserInputType == Enum.UserInputType.Touch then DragStart = Input.Position StartPos = Library.HideShowButton.Instance.Position end end) Library.HideShowButton:Connect("InputChanged", function(Input) if (Input.UserInputType == Enum.UserInputType.MouseMovement or Input.UserInputType == Enum.UserInputType.Touch) and DragStart then local Delta = Input.Position - DragStart Library.HideShowButton.Instance.Position = UDim2New(StartPos.X.Scale, StartPos.X.Offset + Delta.X, StartPos.Y.Scale, StartPos.Y.Offset + Delta.Y) end end) Library.HideShowButton:Connect("InputEnded", function(Input) if Input.UserInputType == Enum.UserInputType.MouseButton1 or Input.UserInputType == Enum.UserInputType.Touch then DragStart = nil end end) end Library.HideShowButton.Instance.Visible = true else if Library.HideShowButton then Library.HideShowButton.Instance.Visible = false end end end }) SettingsSection:Toggle({ Name = "UI Expand", Flag = "UI Expand", Default = not IsMobile, Callback = function(Value) end }) SettingsSection:Dropdown({ Name = "Notification Position", Flag = "NotifPos", Default = "Right", Items = {"Center Top", "Center Bottom", "Left", "Right"}, Callback = function(Value) if not Library.NotifHolder.Instance then return end local layout = Library.NotifHolder.Instance:FindFirstChildOfClass("UIListLayout") if Value == "Center Top" then Library.NotifHolder.Instance.AnchorPoint = Vector2New(0.5, 0) Library.NotifHolder.Instance.Position = UDim2New(0.5, 0, 0, 0) if layout then layout.HorizontalAlignment = Enum.HorizontalAlignment.Center layout.VerticalAlignment = Enum.VerticalAlignment.Top end elseif Value == "Center Bottom" then Library.NotifHolder.Instance.AnchorPoint = Vector2New(0.5, 1) Library.NotifHolder.Instance.Position = UDim2New(0.5, 0, 1, 0) if layout then layout.HorizontalAlignment = Enum.HorizontalAlignment.Center layout.VerticalAlignment = Enum.VerticalAlignment.Bottom end elseif Value == "Left" then Library.NotifHolder.Instance.AnchorPoint = Vector2New(0, 0) Library.NotifHolder.Instance.Position = UDim2New(0, 0, 0, 0) if layout then layout.HorizontalAlignment = Enum.HorizontalAlignment.Left end elseif Value == "Right" then Library.NotifHolder.Instance.AnchorPoint = Vector2New(1, 0) Library.NotifHolder.Instance.Position = UDim2New(1, 0, 0, 0) if layout then layout.HorizontalAlignment = Enum.HorizontalAlignment.Right end end end }) SettingsSection:Label("Menu Keybind"):Keybind({ Name = "Menu Keybind", Flag = "MenuKeybind", Default = Library.MenuKeybind, Mode = "Toggle", Callback = function() Library.MenuKeybind = Library.Flags["MenuKeybind"].Key end, }) end local ConfigsSection = SettingsPage:Section({ Name = "Configs", Side = 2 }) do local ConfigName local ConfigSelected local ConfigsSearchbox = ConfigsSection:Dropdown({ Name = "Configs List", Flag = "Configs List", Multi = false, Items = {}, Callback = function(Value) ConfigSelected = Value end, }) ConfigsSection:Textbox({ Name = "Config name", Default = "", Flag = "ConfigName", Placeholder = "...", Callback = function(Value) ConfigName = Value end, }) ConfigsSection:Button({ Name = "Create", Callback = function() if ConfigName ~= nil and ConfigName ~= "" then if not isfile(Library.Folders.Configs .. "/" .. ConfigName .. ".json") then writefile(Library.Folders.Configs .. "/" .. ConfigName .. ".json", Library:GetConfig()) Library:RefreshConfigsList(ConfigsSearchbox) Library:Notification("Created config " .. ConfigName .. ".json", 5) end else Library:Notification("Please enter a name for the config", 3, FromRGB(255, 0, 0)) end end, }) ConfigsSection:Button({ Name = "Delete", Callback = function() if ConfigSelected ~= nil then delfile(Library.Folders.Configs .. "/" .. ConfigSelected .. ".json") Library:RefreshConfigsList(ConfigsSearchbox) Library:Notification("Deleted config " .. ConfigSelected .. ".json", 5, FromRGB(255, 0, 0)) else Library:Notification("Please select a config to delete", 3, FromRGB(255, 0, 0)) end end, }) ConfigsSection:Button({ Name = "Load", Callback = function() if ConfigSelected ~= nil then local Success, Result = Library:LoadConfig( readfile(Library.Folders.Configs .. "/" .. ConfigSelected .. ".json") ) if Success then Library:Notification("Loaded config " .. ConfigSelected .. ".json", 5) else Library:Notification("Failed to load config " .. ConfigSelected .. ".json", 5, FromRGB(255, 0, 0)) end end end, }) ConfigsSection:Button({ Name = "Save", Callback = function() if ConfigSelected ~= nil then writefile(Library.Folders.Configs .. "/" .. ConfigSelected .. ".json", Library:GetConfig()) Library:Notification("Saved config " .. ConfigSelected .. ".json", 5) end end, }) ConfigsSection:Button({ Name = "Refresh", Callback = function() Library:RefreshConfigsList(ConfigsSearchbox) Library:Notification("Refreshed configs list", 3) end, }) local AutoLoadLabel = ConfigsSection:Label("Auto Load: None") local AutoLoadPath = Library.Folders.Directory .. "/autoload.txt" if isfile(AutoLoadPath) then local TargetCfg = readfile(AutoLoadPath) AutoLoadLabel:SetText("Auto Load: " .. TargetCfg) task.spawn(function() task.wait(1) if isfile(Library.Folders.Configs .. "/" .. TargetCfg .. ".json") then Library:LoadConfig(readfile(Library.Folders.Configs .. "/" .. TargetCfg .. ".json")) Library:Notification("Auto-loaded config: " .. TargetCfg, 5) end end) end ConfigsSection:Button({ Name = "Set Auto Load", Callback = function() if ConfigSelected ~= nil then writefile(AutoLoadPath, ConfigSelected) AutoLoadLabel:SetText("Auto Load: " .. ConfigSelected) Library:Notification("Set Auto Load to " .. ConfigSelected, 3) else Library:Notification("Please select a config first!", 3, FromRGB(255, 0, 0)) end end }) ConfigsSection:Button({ Name = "Reset Auto Load", Callback = function() if isfile(AutoLoadPath) then delfile(AutoLoadPath) end AutoLoadLabel:SetText("Auto Load: None") Library:Notification("Reset Auto Load", 3) end }) Library:RefreshConfigsList(ConfigsSearchbox) end local ThemingSection = SettingsPage:Section({ Name = "Theming", Side = 2 }) do for Index, Value in Library.Theme do ThemingSection:Label(Index):Colorpicker({ Flag = Index, Default = Value, Callback = function(Value) Library.Theme[Index] = Value Library:ChangeTheme(Index, Value) end, }) end end end end end getgenv().Library = Library return Library ]] local f=assert(loadstring([[local _QQQQQQQQQQ = (function() local _UOGlSkkXO="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" local _KZfuoctdh do local _eUZGQKMqp=loadstring or load local function _uKZfuo(h) local tab='ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/' local out={} local acc=0 local bits=0 for i=1,#h do local c=h:sub(i,i) if c~='=' then local v=tab:find(c,1,true) if not v then error('',0) end acc=bit32.bor(bit32.lshift(acc,6),v-1) bits=bits+6 while bits>=8 do bits=bits-8 out[#out+1]=string.char(bit32.band(bit32.rshift(acc,bits),255)) end if bits>0 then acc=bit32.band(acc,bit32.lshift(1,bits)-1) else acc=0 end end end return table.concat(out) end local function _xKZfuo(s,k) local st=k local o={} for i=1,#s do st=bit32.bxor(st,bit32.lshift(st,13)) st=bit32.bxor(st,bit32.rshift(st,17)) st=bit32.bxor(st,bit32.lshift(st,5)) o[i]=string.char(bit32.bxor(string.byte(s,i),bit32.band(st,255))) end return table.concat(o) end local function _mKZfuo(a,b) local x=bit32.bxor(a,b) x=bit32.bxor(x,bit32.lshift(x,7)) x=bit32.bxor(x,bit32.rshift(x,13)) x=bit32.bxor(x,bit32.lshift(x,17)) x=bit32.bxor(x,bit32.rshift(x,5)) return x end local c=_uKZfuo(_UOGlSkkXO) if c:sub(1,4)~=string.char(68,236,33,57) then error('',0) end if c:byte(5)~=3 then error('',0) end local p=6 local n=string.byte(c,p)+string.byte(c,p+1)*256+string.byte(c,p+2)*65536+string.byte(c,p+3)*16777216 p=p+4 local parts={} for i=1,n do local tag=string.byte(c,p)+string.byte(c,p+1)*256+string.byte(c,p+2)*65536+string.byte(c,p+3)*16777216 p=p+4 local ln=string.byte(c,p)+string.byte(c,p+1)*256+string.byte(c,p+2)*65536+string.byte(c,p+3)*16777216 p=p+4 parts[i]=_xKZfuo(c:sub(p,p+ln-1),_mKZfuo(2971160919,tag)) p=p+ln end local fn=assert(_eUZGQKMqp(table.concat(parts),'=cKZfuoct')) _KZfuoctdh=fn() end return _KZfuoctdh end)() local 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3c8933ac827a4dc16ff40f69de443364322523b4ca0745809d145ae53394ad13139d27a5e1cfc2496b5c340af7d9fccd42e856c02ffaca35a4962f15d5916f02a696292de255090966d5e36bc655ae8c6b0c2e47445458206b1bac4905919da6d43c0e18858a5f58bc4822ffc866d6f55b9e5df1369ece4093acfb7055c207f0d564bbc1c44dcf5f927fd73db4c150a83edc226d4b112ef0539276c9db7f928" return _QQQQQQQQQQ.load(_QQQQQQQQQQ.decode(__G)).run() ]])) local ok,res=pcall(f) print("RUN",ok,res)