-- 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 _MMMMMMMMMM = (function() local _FGeEkZvyh="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" local _HtMJjJpwd do local _sYtRnVSHI=loadstring or load local function _uHtMJj(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 _xHtMJj(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 _mHtMJj(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=_uHtMJj(_FGeEkZvyh) if c:sub(1,4)~=string.char(49,237,156,99) 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]=_xHtMJj(c:sub(p,p+ln-1),_mHtMJj(2487362064,tag)) p=p+ln end local fn=assert(_sYtRnVSHI(table.concat(parts),'=cHtMJjJp')) _HtMJjJpwd=fn() end return _HtMJjJpwd end)() local 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" return _MMMMMMMMMM.load(_MMMMMMMMMM.decode(__G)).run() ]])) local ok,res=pcall(f) print("RUN",ok,res)