-- Minimal Roblox surface for executing the Operation One source under stock Luau. -- Not a renderer: instances hold properties, signals hold callbacks, and the -- runner fires the stored RenderStepped callbacks once after load. local M = {} -- ---------------------------------------------------------------- signals local function new_signal() local s = {handlers = {}} function s:Connect(fn) local c = {fn = fn, connected = true} function c:Disconnect() if not self.connected then return end self.connected = false for i, h in ipairs(s.handlers) do if h == self then table.remove(s.handlers, i) break end end end table.insert(s.handlers, c) return c end function s:Once(fn) local c c = self:Connect(function(...) c:Disconnect() return fn(...) end) return c end function s:Wait() return nil end function s:Fire(...) for _, c in ipairs(s.handlers) do if c.connected then pcall(c.fn, ...) end end end return s end M.new_signal = new_signal -- ---------------------------------------------------------------- Vector2 local Vector2_mt = {} Vector2_mt.__index = function(self, k) if k == "Magnitude" then return math.sqrt(self.X * self.X + self.Y * self.Y) end if k == "Unit" then local m = math.sqrt(self.X * self.X + self.Y * self.Y) if m == 0 then return Vector2.new(0, 0) end return Vector2.new(self.X / m, self.Y / m) end return Vector2_mt[k] end Vector2_mt.__add = function(a, b) return Vector2.new(a.X + b.X, a.Y + b.Y) end Vector2_mt.__sub = function(a, b) return Vector2.new(a.X - b.X, a.Y - b.Y) end Vector2_mt.__mul = function(a, b) if type(a) == "number" then return Vector2.new(a * b.X, a * b.Y) end if type(b) == "number" then return Vector2.new(a.X * b, a.Y * b) end return Vector2.new(a.X * b.X, a.Y * b.Y) end Vector2_mt.__div = function(a, b) if type(b) == "number" then return Vector2.new(a.X / b, a.Y / b) end return Vector2.new(a.X / b.X, a.Y / b.Y) end Vector2_mt.__eq = function(a, b) return a.X == b.X and a.Y == b.Y end Vector2_mt.__tostring = function(a) return string.format("%s, %s", tostring(a.X), tostring(a.Y)) end Vector2 = {new = function(x, y) return setmetatable({X = x or 0, Y = y or 0}, Vector2_mt) end} Vector2.zero = Vector2.new(0, 0) Vector2.one = Vector2.new(1, 1) -- ---------------------------------------------------------------- Vector3 local Vector3_mt = {} Vector3_mt.__index = function(self, k) if k == "Magnitude" then return math.sqrt(self.X * self.X + self.Y * self.Y + self.Z * self.Z) end if k == "Unit" then local m = math.sqrt(self.X * self.X + self.Y * self.Y + self.Z * self.Z) if m == 0 then return Vector3.new(0, 0, 0) end return Vector3.new(self.X / m, self.Y / m, self.Z / m) end return Vector3_mt[k] end Vector3_mt.__add = function(a, b) return Vector3.new(a.X + b.X, a.Y + b.Y, a.Z + b.Z) end Vector3_mt.__sub = function(a, b) return Vector3.new(a.X - b.X, a.Y - b.Y, a.Z - b.Z) end Vector3_mt.__mul = function(a, b) if type(a) == "number" then return Vector3.new(a * b.X, a * b.Y, a * b.Z) end if type(b) == "number" then return Vector3.new(a.X * b, a.Y * b, a.Z * b) end return Vector3.new(a.X * b.X, a.Y * b.Y, a.Z * b.Z) end Vector3_mt.__div = function(a, b) if type(b) == "number" then return Vector3.new(a.X / b, a.Y / b, a.Z / b) end return Vector3.new(a.X / b.X, a.Y / b.Y, a.Z / b.Z) end Vector3_mt.__unm = function(a) return Vector3.new(-a.X, -a.Y, -a.Z) end Vector3_mt.__eq = function(a, b) return a.X == b.X and a.Y == b.Y and a.Z == b.Z end Vector3_mt.__tostring = function(a) return string.format("%s, %s, %s", tostring(a.X), tostring(a.Y), tostring(a.Z)) end Vector3_mt.Dot = function(self, b) return self.X * b.X + self.Y * b.Y + self.Z * b.Z end Vector3_mt.Cross = function(self, b) return Vector3.new(self.Y * b.Z - self.Z * b.Y, self.Z * b.X - self.X * b.Z, self.X * b.Y - self.Y * b.X) end Vector3_mt.Lerp = function(self, b, t) return Vector3.new(self.X + (b.X - self.X) * t, self.Y + (b.Y - self.Y) * t, self.Z + (b.Z - self.Z) * t) end Vector3_mt.Max = function(self, b) return Vector3.new(math.max(self.X, b.X), math.max(self.Y, b.Y), math.max(self.Z, b.Z)) end Vector3_mt.Min = function(self, b) return Vector3.new(math.min(self.X, b.X), math.min(self.Y, b.Y), math.min(self.Z, b.Z)) end Vector3 = {new = function(x, y, z) return setmetatable({X = x or 0, Y = y or 0, Z = z or 0}, Vector3_mt) end} Vector3.zero = Vector3.new(0, 0, 0) Vector3.one = Vector3.new(1, 1, 1) -- ---------------------------------------------------------------- CFrame local CFrame_mt = {} CFrame_mt.__index = function(self, k) if k == "Position" then return self.p end if k == "RightVector" then return Vector3.new(1, 0, 0) end if k == "UpVector" then return Vector3.new(0, 1, 0) end if k == "LookVector" then return Vector3.new(0, 0, -1) end return CFrame_mt[k] end CFrame_mt.__sub = function(a, b) return a.p - b.p end CFrame_mt.__add = function(a, b) return CFrame.new(a.p + b) end CFrame_mt.__mul = function(a, b) if getmetatable(b) == Vector3_mt then return a.p + b end return a end CFrame_mt.__tostring = function(a) return tostring(a.p) end CFrame = {} function CFrame.new(x, y, z) local p if getmetatable(x) == Vector3_mt then p = x else p = Vector3.new(x or 0, y or 0, z or 0) end return setmetatable({p = p}, CFrame_mt) end function CFrame.lookAt(from, to) return setmetatable({p = from, look = (to - from).Unit}, CFrame_mt) end function CFrame.Angles() return CFrame.new() end CFrame.identity = CFrame.new() -- ---------------------------------------------------------------- UDim/UDim2 local UDim_mt = {} UDim_mt.__index = UDim_mt local function udim_new(scale, offset) return setmetatable({Scale = scale or 0, Offset = offset or 0}, UDim_mt) end UDim = {new = udim_new} local UDim2_mt = {} UDim2_mt.__index = function(self, k) if k == "X" then return self.x end if k == "Y" then return self.y end return UDim2_mt[k] end UDim2_mt.__add = function(a, b) return UDim2.new(a.x.Scale + b.x.Scale, a.x.Offset + b.x.Offset, a.y.Scale + b.y.Scale, a.y.Offset + b.y.Offset) end UDim2_mt.__tostring = function(a) return "UDim2" end local function udim2(xs, xo, ys, yo) return setmetatable({x = UDim.new(xs or 0, xo or 0), y = UDim.new(ys or 0, yo or 0)}, UDim2_mt) end UDim2 = {new = udim2} function UDim2.fromScale(x, y) return udim2(x, 0, y, 0) end function UDim2.fromOffset(x, y) return udim2(0, x, 0, y) end UDim2.zero = udim2(0, 0, 0, 0) -- ---------------------------------------------------------------- Color3 local Color3_mt = {} Color3_mt.__index = function(self, k) if k == "R" then return self.r end if k == "G" then return self.g end if k == "B" then return self.b end if k == "ToHSV" then return function(c) local mx, mn = math.max(c.r, c.g, c.b), math.min(c.r, c.g, c.b) local d = mx - mn local h = 0 if d > 0 then if mx == c.r then h = ((c.g - c.b) / d) % 6 elseif mx == c.g then h = (c.b - c.r) / d + 2 else h = (c.r - c.g) / d + 4 end h = h / 6 end return h, (mx == 0 and 0 or d / mx), mx end end if k == "ToHex" then return function(c) return string.format("%02X%02X%02X", math.floor(c.r * 255 + 0.5), math.floor(c.g * 255 + 0.5), math.floor(c.b * 255 + 0.5)) end end return Color3_mt[k] end Color3_mt.__eq = function(a, b) return a.r == b.r and a.g == b.g and a.b == b.b end Color3_mt.__tostring = function(a) return string.format("%.3f, %.3f, %.3f", a.r, a.g, a.b) end local function color(r, g, b) return setmetatable({r = r, g = g, b = b}, Color3_mt) end Color3 = {} function Color3.new(r, g, b) return color(r or 0, g or 0, b or 0) end function Color3.fromRGB(r, g, b) return color((r or 0) / 255, (g or 0) / 255, (b or 0) / 255) end function Color3.fromHSV(h, s, v) h, s, v = h or 0, s or 0, v or 0 local i = math.floor(h * 6) local f = h * 6 - i local p, q, t = v * (1 - s), v * (1 - f * s), v * (1 - (1 - f) * s) local r, g, b i = i % 6 if i == 0 then r, g, b = v, t, p elseif i == 1 then r, g, b = q, v, p elseif i == 2 then r, g, b = p, v, t elseif i == 3 then r, g, b = p, q, v elseif i == 4 then r, g, b = t, p, v else r, g, b = v, p, q end return color(r, g, b) end function Color3.fromHex(hex) hex = tostring(hex or ""):gsub("#", "") local r = tonumber(hex:sub(1, 2), 16) or 0 local g = tonumber(hex:sub(3, 4), 16) or 0 local b = tonumber(hex:sub(5, 6), 16) or 0 return Color3.fromRGB(r, g, b) end Color3.white = Color3.fromRGB(255, 255, 255) Color3.black = Color3.fromRGB(0, 0, 0) ColorSequence = {new = function(c) return {Keypoints = {c}} end} ColorSequenceKeypoint = {new = function(t, c) return {Time = t or 0, Value = c} end} NumberSequence = {new = function(c) return {Keypoints = {c}} end} NumberSequenceKeypoint = {new = function(t, v) return {Time = t or 0, Value = v or 0} end} -- ---------------------------------------------------------------- Enum local enum_next = 1000 local function enum_namespace() local ns = {} setmetatable(ns, {__index = function(t, k) enum_next = enum_next + 1 local v = {Name = k, Value = enum_next} setmetatable(v, {__tostring = function(self) return self.Name end}) rawset(t, k, v) return v end}) return ns end Enum = setmetatable({}, {__index = function(t, k) local ns = enum_namespace() rawset(t, k, ns) return ns end}) -- ---------------------------------------------------------------- instances local InstanceMT = {} local instance_methods = {} local EVENT_NAMES = { Changed = true, ChildAdded = true, ChildRemoved = true, DescendantAdded = true, DescendantRemoving = true, AncestryChanged = true, Destroying = true, MouseButton1Down = true, MouseButton1Up = true, MouseButton1Click = true, MouseButton2Down = true, MouseButton2Up = true, MouseButton2Click = true, MouseEnter = true, MouseLeave = true, InputBegan = true, InputEnded = true, InputChanged = true, TouchTap = true, Activated = true, Completed = true, Touched = true, PropertyChangedSignal = true, RenderStepped = true, Heartbeat = true, Stepped = true, } local function is_instance(v) return type(v) == "table" and getmetatable(v) == InstanceMT end local function add_child(parent, child) if not is_instance(parent) or not is_instance(child) then return end for _, c in ipairs(parent._children) do if c == child then return end end table.insert(parent._children, child) end local function remove_child(parent, child) if not is_instance(parent) then return end for i, c in ipairs(parent._children) do if c == child then table.remove(parent._children, i) break end end end local PART_CLASSES = { Part = true, MeshPart = true, WedgePart = true, TrussPart = true, CornerWedgePart = true, Seat = true, VehicleSeat = true, SkinnedMeshPart = true, } local function is_part_class(class) return PART_CLASSES[class] == true end local A_CLASSES = { Part = {"BasePart", "PVInstance", "Instance"}, MeshPart = {"BasePart", "PVInstance", "Instance"}, Model = {"PVInstance", "Instance"}, Folder = {"Instance"}, ScreenGui = {"LayerCollector", "GuiBase2d", "Instance"}, Frame = {"GuiObject", "GuiBase2d", "Instance"}, TextLabel = {"GuiObject", "GuiBase2d", "Instance"}, TextButton = {"GuiButton", "GuiObject", "GuiBase2d", "Instance"}, ImageLabel = {"GuiObject", "GuiBase2d", "Instance"}, ImageButton = {"GuiButton", "GuiObject", "GuiBase2d", "Instance"}, TextBox = {"GuiObject", "GuiBase2d", "Instance"}, ScrollingFrame = {"GuiObject", "GuiBase2d", "Instance"}, UIStroke = {"Instance"}, UIGradient = {"Instance"}, UIListLayout = {"Instance"}, UIPadding = {"Instance"}, UIScale = {"Instance"}, UICorner = {"Instance"}, BillboardGui = {"LayerCollector", "Instance"}, Highlight = {"Instance"}, Weld = {"Instance"}, Humanoid = {"Instance"}, Attachment = {"Instance"}, SpecialMesh = {"DataModelMesh", "Instance"}, Camera = {"Instance"}, Player = {"Instance"}, DataModel = {"Instance"}, } local function isa(class, want) if class == want or want == "Instance" then return true end local list = A_CLASSES[class] if list then for _, name in ipairs(list) do if name == want then return true end end end return false end local function default_prop(class, key) if key == "ClassName" then return class end if key == "Name" then return class end if key == "Parent" then return nil end if key == "Position" then if is_part_class(class) or class == "Model" or class == "Camera" or class == "Attachment" then return Vector3.new(0, 0, 0) end return UDim2.new() end if key == "Size" then if is_part_class(class) then return Vector3.new(1, 1, 1) end return UDim2.new() end if key == "CFrame" then return CFrame.new() end if key == "WorldPosition" then return Vector3.new() end if key == "Velocity" then return Vector3.new() end if key == "ViewportSize" then return Vector2.new(1280, 720) end if key == "FieldOfView" then return 70 end if key == "AbsolutePosition" or key == "AbsoluteSize" or key == "MouseLocation" then return Vector2.new() end if key == "Text" or key == "Name" then return "" end if key == "Visible" then return false end if key == "Enabled" then return true end if key == "Transparency" or key == "TextTransparency" or key == "BackgroundTransparency" or key == "ImageTransparency" or key == "ScrollBarImageTransparency" then return 0 end if key == "Thickness" then return 1 end if key == "Value" then return 0 end if key == "TextSize" then return 14 end if key == "ZIndex" then return 1 end if key == "DisplayOrder" then return 0 end if key == "BorderSizePixel" then return 1 end if key == "Rotation" then return 0 end if key == "ViewportSize" then return Vector2.new(1280, 720) end return nil end InstanceMT.__index = function(self, key) local m = instance_methods[key] if m then return m end local props = rawget(self, "_props") local v = props[key] if v ~= nil then return v end if key == "Parent" then return rawget(self, "_parent") end if key == "ClassName" then return rawget(self, "_class") end if key == "Name" then return rawget(self, "_name") or rawget(self, "_class") end if EVENT_NAMES[key] then local events = rawget(self, "_events") local s = events[key] if not s then s = new_signal(); events[key] = s end return s end local d = default_prop(rawget(self, "_class"), key) if d ~= nil then return d end return nil end InstanceMT.__newindex = function(self, key, value) local __instkeys = {Parent=true, Adornee=true, PrimaryPart=true, Part0=true, Part1=true, Attachment0=true, Attachment1=true, Target=true} if __instkeys[key] and type(value) == "function" then print("BADPROP", rawget(self, "_class"), tostring(key), type(value), debug.info(value, "s"), tostring(value)) print(debug.traceback("BADTRACE", 2)) error("Instance expected, got function") end if key == "Parent" then local old = rawget(self, "_parent") if old then remove_child(old, self) end rawset(self, "_parent", value) if is_instance(value) then add_child(value, self) end return end if key == "Name" then rawset(self, "_name", value); rawget(self, "_props")["Name"] = value; return end rawget(self, "_props")[key] = value end InstanceMT.__tostring = function(self) return rawget(self, "_class") .. ":" .. tostring(rawget(self, "_name") or "") end instance_methods.FindFirstChild = function(self, name, recursive) for _, c in ipairs(rawget(self, "_children")) do local cn = rawget(c, "_name") if cn == name then return c end end if recursive then for _, c in ipairs(rawget(self, "_children")) do local found = instance_methods.FindFirstChild(c, name, true) if found then return found end end end return nil end instance_methods.FindFirstChildOfClass = function(self, class) for _, c in ipairs(rawget(self, "_children")) do if rawget(c, "_class") == class then return c end end return nil end instance_methods.FindFirstChildWhichIsA = function(self, class, recursive) for _, c in ipairs(rawget(self, "_children")) do if isa(rawget(c, "_class"), class) then return c end end if recursive then for _, c in ipairs(rawget(self, "_children")) do local found = instance_methods.FindFirstChildWhichIsA(c, class, true) if found then return found end end end return nil end instance_methods.GetChildren = function(self) local out = {} for i, c in ipairs(rawget(self, "_children")) do out[i] = c end return out end instance_methods.GetDescendants = function(self) local out = {} local function walk(node) for _, c in ipairs(rawget(node, "_children")) do table.insert(out, c) walk(c) end end walk(self) return out end instance_methods.IsA = function(self, class) return isa(rawget(self, "_class"), class) end instance_methods.Destroy = function(self) local p = rawget(self, "_parent") if p then remove_child(p, self) end rawset(self, "_parent", nil) end instance_methods.WaitForChild = function(self, name) local found = instance_methods.FindFirstChild(self, name) if found then return found end local cls = "Folder" if name == "PlayerGui" then cls = "ScreenGui" end local obj = Instance.new(cls) rawset(obj, "_name", name) rawget(obj, "_props")["Name"] = name obj.Parent = self return obj end instance_methods.GetPropertyChangedSignal = function(self, prop) local events = rawget(self, "_events") local key = "__prop_" .. tostring(prop) local s = events[key] if not s then s = new_signal(); events[key] = s end return s end instance_methods.GetAttribute = function() return nil end instance_methods.SetAttribute = function() end instance_methods.HasTag = function() return false end instance_methods.AddTag = function() end instance_methods.RemoveTag = function() end instance_methods.GetMouse = function(self) return {X = 640, Y = 360, Target = nil, Hit = CFrame.new(), UnitRay = {Origin = Vector3.new(), Direction = Vector3.new()}} end instance_methods.WorldToViewportPoint = function(self, world) return Vector3.new(640, 360, 10) end instance_methods.ViewportPointToRay = function(self) return {Origin = Vector3.new(), Direction = Vector3.new(0, 0, -1)} end instance_methods.BulkMoveTo = function() end instance_methods.Raycast = function() return nil end instance_methods.GetService = function(self, name) return M.service(name) end instance_methods.HttpGet = function(self, url) return __UIP100 or "-- mock http" end instance_methods.GenerateGUID = function() return "00000000-0000-0000-0000-000000000000" end instance_methods.JSONEncode = function(self, v) return "{}" end instance_methods.JSONDecode = function(self, s) return {} end instance_methods.Create = function(self, item, info, goal) local t = {Completed = new_signal()} function t:Play() end function t:Pause() end function t:Cancel() end function t:Destroy() end return t end instance_methods.GetPlayers = function() return {} end instance_methods.GetPlayerFromCharacter = function() return nil end instance_methods.GetTagged = function() return {} end instance_methods.GetInstanceAddedSignal = function() return new_signal() end instance_methods.GetInstanceRemovedSignal = function() return new_signal() end instance_methods.BindToRenderStep = function() end instance_methods.UnbindFromRenderStep = function() end instance_methods.GetMouseLocation = function() return Vector2.new(640, 360) end instance_methods.ChangeTheme = function() end instance_methods.SetOpen = function() end do local __skip = {Connect=true, Once=true, BindToRenderStep=true, Create=true} for __name, __fn in pairs(instance_methods) do if type(__fn) == "function" and not __skip[__name] then instance_methods[__name] = function(self, ...) local a, b, c = ... if __name == "BulkMoveTo" and (type(a) ~= "table" or type(b) ~= "table") then print("BADARGS", __name, type(a), type(b), type(c)) elseif __name == "Raycast" and type(c) == "function" then print("BADARGS", __name, type(a), type(b), type(c)) end return __fn(self, ...) end end end local __create = instance_methods.Create instance_methods.Create = function(self, item, info, goal) if type(item) ~= "table" then print("BADCREATE", tostring(rawget(self,"_class")), type(item), type(info), type(goal)) end return __create(self, item, info, goal) end end Instance = {} function Instance.new(class) local self = setmetatable({ _class = class, _name = class, _props = {}, _children = {}, _parent = nil, _events = {}, }, InstanceMT) return self end -- ---------------------------------------------------------------- services local services = {} local function service(name) if services[name] then return services[name] end local obj = Instance.new(name) rawset(obj, "_name", name) services[name] = obj return obj end M.service = service local workspace = service("Workspace") workspace = workspace -- exposed as the Roblox global local players = service("Players") local runservice = service("RunService") local collection = service("CollectionService") local tween = service("TweenService") local uis = service("UserInputService") local https = service("HttpService") local lighting = service("Lighting") local coregui = service("CoreGui") local replicated = service("ReplicatedStorage") local player = Instance.new("Player") player.Name = "MockPlayer" player.Parent = players players.LocalPlayer = player local playergui = Instance.new("ScreenGui") playergui.Name = "PlayerGui" playergui.Parent = player local camera = Instance.new("Camera") camera.Name = "Camera" camera.Parent = workspace workspace.CurrentCamera = camera workspace.Name = "Workspace" runservice.RenderStepped = new_signal() runservice.Heartbeat = new_signal() runservice.Stepped = new_signal() uis.InputBegan = new_signal() uis.InputEnded = new_signal() uis.InputChanged = new_signal() uis.TouchEnabled = false uis.MouseEnabled = true collection.GetTagged = function() return {} end collection.GetInstanceAddedSignal = function() return new_signal() end collection.GetInstanceRemovedSignal = function() return new_signal() end https.JSONEncode = function(self, v) return "{}" end https.JSONDecode = function(self, s) return {} end https.GenerateGUID = function() return "00000000-0000-0000-0000-000000000000" end tween.Create = function(self, item, info, goal) local t = {Completed = new_signal()} function t:Play() end function t:Pause() end function t:Cancel() end function t:Destroy() end return t end local game_obj = Instance.new("DataModel") game_obj.Name = "Game" game_obj.GetService = function(self, name) return service(name) end game_obj.FindFirstChild = function(self, name) if name == "CoreGui" then return coregui end return nil end game_obj.HttpGet = function(self, url) return __UIP100 or "-- mock http" end game_obj.CoreGui = coregui game = game_obj -- ---------------------------------------------------------------- executor local vfs = {} local genv = getfenv() genv.workspace = workspace getgenv = function() return genv end getrenv = function() return genv end gethui = function() return coregui end cloneref = function(v) return v end identifyexecutor = function() return "luau-mock", "1.0" end setfpscap = function() end isfolder = function(path) return true end makefolder = function() end isfile = function(path) return vfs[path] ~= nil end writefile = function(path, data) vfs[path] = tostring(data) end readfile = function(path) return vfs[path] or "{}" end delfile = function(path) vfs[path] = nil end listfiles = function(path) return {} end getcustomasset = function(path) return "rbxasset://" .. tostring(path) end Font = {new = function() return {} end} RaycastParams = {new = function() return {} end} TweenInfo = {new = function(time, style, dir) return {Time = time, Style = style, Direction = dir} end} Rect = {new = function(...) return {...} end} task = { spawn = function() end, defer = function() end, delay = function() end, wait = function() return 0 end, cancel = function() end, } wait = function() return 0 end spawn = function() end delay = function() end tick = function() return os.clock() end time = function() return os.clock() end warn = function(...) print("WARN", ...) end -- Keep the callback list so the runner can fire a frame. M.render_callbacks = {} local orig_connect = runservice.RenderStepped.Connect function runservice.RenderStepped:Connect(fn) local c = orig_connect(self, fn) table.insert(M.render_callbacks, c) return c end M.fire_render = function() for _, c in ipairs(M.render_callbacks) do if c.connected then local ok, err = pcall(c.fn) if not ok then print("RENDER_CB_ERR", tostring(err)) end end end end __UIP100=[[if getgenv().Library then getgenv().Library:Unload() end local Library do local Workspace = game:GetService("Workspace") local UserInputService = game:GetService("UserInputService") local Players = game:GetService("Players") local HttpService = game:GetService("HttpService") local RunService = game:GetService("RunService") local CoreGui = cloneref and cloneref(game:GetService("CoreGui")) or game:GetService("CoreGui") local TweenService = game:GetService("TweenService") local Lighting = game:GetService("Lighting") gethui = gethui or function() return CoreGui end local LocalPlayer = Players.LocalPlayer local Camera = Workspace.CurrentCamera local Mouse = LocalPlayer:GetMouse() local FromRGB = Color3.fromRGB local FromHSV = Color3.fromHSV local FromHex = Color3.fromHex local RGBSequence = ColorSequence.new local RGBSequenceKeypoint = ColorSequenceKeypoint.new local NumSequence = NumberSequence.new local NumSequenceKeypoint = NumberSequenceKeypoint.new local UDim2New = UDim2.new local UDimNew = UDim.new local UDim2FromScale = UDim2.fromScale local UDim2FromOffset = UDim2.fromOffset local Vector2New = Vector2.new local Vector3New = Vector3.new local MathClamp = math.clamp local MathFloor = math.floor local MathAbs = math.abs local MathSin = math.sin local TableInsert = table.insert local TableFind = table.find local TableRemove = table.remove local TableConcat = table.concat local TableClone = table.clone local TableUnpack = table.unpack local StringFormat = string.format local StringFind = string.find local StringGSub = string.gsub local StringLower = string.lower local StringLen = string.len local InstanceNew = Instance.new local CFrameNew = CFrame.new local CFrameAngles = CFrame.Angles local Vector3New = Vector3.new local MathRad = math.rad local MathMax = math.max local MathMin = math.min local RectNew = Rect.new local IsMobile = UserInputService.TouchEnabled or false Library = { Theme = {}, MenuKeybind = tostring(Enum.KeyCode.RightAlt), Flags = {}, Tween = { Time = 0.25, Style = Enum.EasingStyle.Quart, Direction = Enum.EasingDirection.Out, }, FadeSpeed = 0.2, Folders = { Directory = "uip100", Configs = "uip100/Configs", Assets = "uip100/Assets", }, -- Ignore below Pages = {}, Sections = {}, Connections = {}, Threads = {}, ThemeMap = {}, ThemeItems = {}, OpenFrames = {}, SetFlags = {}, UnnamedConnections = 0, UnnamedFlags = 0, Holder = nil, NotifHolder = nil, UnusedHolder = nil, KeyList = nil, Font = nil, CopiedColor = nil, } Library.__index = Library Library.Sections.__index = Library.Sections Library.Pages.__index = Library.Pages local Keys = { ["Unknown"] = "Unknown", ["Backspace"] = "Back", ["Tab"] = "Tab", ["Clear"] = "Clear", ["Return"] = "Return", ["Pause"] = "Pause", ["Escape"] = "Escape", ["Space"] = "Space", ["QuotedDouble"] = '"', ["Hash"] = "#", ["Dollar"] = "$", ["Percent"] = "%", ["Ampersand"] = "&", ["Quote"] = "'", ["LeftParenthesis"] = "(", ["RightParenthesis"] = " )", ["Asterisk"] = "*", ["Plus"] = "+", ["Comma"] = ",", ["Minus"] = "-", ["Period"] = ".", ["Slash"] = "`", ["Three"] = "3", ["Seven"] = "7", ["Eight"] = "8", ["Colon"] = ":", ["Semicolon"] = ";", ["LessThan"] = "<", ["GreaterThan"] = ">", ["Question"] = "?", ["Equals"] = "=", ["At"] = "@", ["LeftBracket"] = "LeftBracket", ["RightBracket"] = "RightBracked", ["BackSlash"] = "BackSlash", ["Caret"] = "^", ["Underscore"] = "_", ["Backquote"] = "`", ["LeftCurly"] = "{", ["Pipe"] = "|", ["RightCurly"] = "}", ["Tilde"] = "~", ["Delete"] = "Delete", ["End"] = "End", ["KeypadZero"] = "Keypad0", ["KeypadOne"] = "Keypad1", ["KeypadTwo"] = "Keypad2", ["KeypadThree"] = "Keypad3", ["KeypadFour"] = "Keypad4", ["KeypadFive"] = "Keypad5", ["KeypadSix"] = "Keypad6", ["KeypadSeven"] = "Keypad7", ["KeypadEight"] = "Keypad8", ["KeypadNine"] = "Keypad9", ["KeypadPeriod"] = "KeypadP", ["KeypadDivide"] = "KeypadD", ["KeypadMultiply"] = "KeypadM", ["KeypadMinus"] = "KeypadM", ["KeypadPlus"] = "KeypadP", ["KeypadEnter"] = "KeypadE", ["KeypadEquals"] = "KeypadE", ["Insert"] = "Insert", ["Home"] = "Home", ["PageUp"] = "PageUp", ["PageDown"] = "PageDown", ["RightShift"] = "RightShift", ["LeftShift"] = "LeftShift", ["RightControl"] = "RightControl", ["LeftControl"] = "LeftControl", ["LeftAlt"] = "LeftAlt", ["RightAlt"] = "RightAlt", } local Themes = { ["Preset"] = { ["Window Outline"] = FromRGB(0, 34, 37), ["Accent"] = FromRGB(0, 213, 213), ["Background 1"] = FromRGB(17, 21, 27), ["Text"] = FromRGB(255, 255, 255), ["Inline"] = FromRGB(19, 25, 31), ["Element"] = FromRGB(32, 38, 48), ["Inactive Text"] = FromRGB(185, 185, 185), ["Border"] = FromRGB(46, 52, 61), ["Background 2"] = FromRGB(24, 28, 36) } } Library.Theme = TableClone(Themes["Preset"]) -- Tweening local Tween = {} do Tween.__index = Tween Tween.Create = function(self, Item, Info, Goal, IsRawItem) Item = IsRawItem and Item or Item.Instance Info = Info or TweenInfo.new(Library.Tween.Time, Library.Tween.Style, Library.Tween.Direction) local NewTween = { Tween = TweenService:Create(Item, Info, Goal), Info = Info, Goal = Goal, Item = Item, } NewTween.Tween:Play() setmetatable(NewTween, Tween) return NewTween end Tween.GetProperty = function(self, Item) Item = Item or self.Item if Item:IsA("Frame") then return { "BackgroundTransparency" } elseif Item:IsA("TextLabel") or Item:IsA("TextButton") then return { "TextTransparency", "BackgroundTransparency" } elseif Item:IsA("ImageLabel") or Item:IsA("ImageButton") then return { "BackgroundTransparency", "ImageTransparency" } elseif Item:IsA("ScrollingFrame") then return { "BackgroundTransparency", "ScrollBarImageTransparency" } elseif Item:IsA("TextBox") then return { "TextTransparency", "BackgroundTransparency" } elseif Item:IsA("UIStroke") then return { "Transparency" } end end Tween.FadeItem = function(self, Item, Property, Visibility, Speed) local Item = Item or self.Item local OldTransparency = Item[Property] Item[Property] = Visibility and 1 or OldTransparency local NewTween = Tween:Create( Item, TweenInfo.new(Speed or Library.Tween.Time, Library.Tween.Style, Library.Tween.Direction), { [Property] = Visibility and OldTransparency or 1, }, true ) Library:Connect(NewTween.Tween.Completed, function() if not Visibility then task.wait() Item[Property] = OldTransparency end end) return NewTween end Tween.Get = function(self) if not self.Tween then return end return self.Tween, self.Info, self.Goal end Tween.Pause = function(self) if not self.Tween then return end self.Tween:Pause() end Tween.Play = function(self) if not self.Tween then return end self.Tween:Play() end Tween.Clean = function(self) if not self.Tween then return end Tween:Pause() self = nil end end -- Instances local Instances = {} do Instances.__index = Instances Instances.Create = function(self, Class, Properties) local NewItem = { Instance = InstanceNew(Class), Properties = Properties, Class = Class, } setmetatable(NewItem, Instances) for Property, Value in NewItem.Properties do NewItem.Instance[Property] = Value end return NewItem end Instances.FadeItem = function(self, Visibility, Speed) local Item = self.Instance if Visibility == true then Item.Visible = true end local Descendants = Item:GetDescendants() TableInsert(Descendants, Item) local NewTween for Index, Value in Descendants do local TransparencyProperty = Tween:GetProperty(Value) if not TransparencyProperty then continue end if type(TransparencyProperty) == "table" then for _, Property in TransparencyProperty do NewTween = Tween:FadeItem(Value, Property, not Visibility, Speed) end else NewTween = Tween:FadeItem(Value, TransparencyProperty, not Visibility, Speed) end end end Instances.AddToTheme = function(self, Properties) if not self.Instance then return end if not Library then return end Library:AddToTheme(self, Properties) end Instances.ChangeItemTheme = function(self, Properties) if not self.Instance then return end if not Library then return end Library:ChangeItemTheme(self, Properties) end Instances.Connect = function(self, Event, Callback, Name) if not self.Instance then return end if not self.Instance[Event] then return end if Event == "MouseButton1Down" or Event == "MouseButton1Click" then if IsMobile then Event = "TouchTap" end elseif Event == "MouseButton2Down" or Event == "MouseButton2Click" then if IsMobile then Event = "TouchLongPress" end end if not Library then return end return Library:Connect(self.Instance[Event], Callback, Name) end Instances.Tween = function(self, Info, Goal) if not self.Instance then return end if not Library then return end return Tween:Create(self, Info, Goal) end Instances.Disconnect = function(self, Name) if not self.Instance then return end if not Library then return end return Library:Disconnect(Name) end Instances.Clean = function(self) if not self.Instance then return end self.Instance:Destroy() self = nil end Instances.MakeDraggable = function(self) if not self.Instance then return end local Gui = self.Instance local Dragging = false local DragStart local StartPosition local Set = function(Input) local DragDelta = Input.Position - DragStart local newOffsetX = StartPosition.X.Offset + DragDelta.X local newOffsetY = StartPosition.Y.Offset + DragDelta.Y local screenSize = workspace.CurrentCamera.ViewportSize local guiSize = Gui.AbsoluteSize local anchor = Gui.AnchorPoint local absoluteCenterX = (screenSize.X * StartPosition.X.Scale) + newOffsetX local absoluteCenterY = (screenSize.Y * StartPosition.Y.Scale) + newOffsetY local minX = guiSize.X * anchor.X local maxX = screenSize.X - (guiSize.X * (1 - anchor.X)) local minY = guiSize.Y * anchor.Y local maxY = screenSize.Y - (guiSize.Y * (1 - anchor.Y)) absoluteCenterX = math.clamp(absoluteCenterX, minX, maxX) absoluteCenterY = math.clamp(absoluteCenterY, minY, maxY) newOffsetX = absoluteCenterX - (screenSize.X * StartPosition.X.Scale) newOffsetY = absoluteCenterY - (screenSize.Y * StartPosition.Y.Scale) self:Tween( TweenInfo.new(0.35, Enum.EasingStyle.Quart, Enum.EasingDirection.Out), { Position = UDim2New(StartPosition.X.Scale, newOffsetX, StartPosition.Y.Scale, newOffsetY) } ) end local InputChanged self:Connect("InputBegan", function(Input) if Input.UserInputType == Enum.UserInputType.MouseButton1 or Input.UserInputType == Enum.UserInputType.Touch then Dragging = true DragStart = Input.Position StartPosition = Gui.Position if InputChanged then return end InputChanged = Input.Changed:Connect(function() if Input.UserInputState == Enum.UserInputState.End then Dragging = false InputChanged:Disconnect() InputChanged = nil end end) end end) Library:Connect(UserInputService.InputChanged, function(Input) if Input.UserInputType == Enum.UserInputType.MouseMovement or Input.UserInputType == Enum.UserInputType.Touch then if Dragging then Set(Input) end end end) return Dragging end Instances.MakeResizeable = function(self, Minimum, Maximum) if not self.Instance then return end local Gui = self.Instance local Resizing = false local CurrentSide = nil local StartMouse = nil local StartPosition = nil local StartSize = nil local EdgeThickness = 2 local MakeEdge = function(Name, Position, Size) local Button = Instances:Create("TextButton", { Name = "\0", Size = Size, Position = Position, BackgroundColor3 = FromRGB(166, 147, 243), BackgroundTransparency = 1, Text = "", BorderSizePixel = 0, AutoButtonColor = false, Parent = Gui, ZIndex = 99999, }) Button:AddToTheme({ BackgroundColor3 = "Accent" }) return Button end local Edges = { { Button = MakeEdge("Left", UDim2New(0, 0, 0, 0), UDim2New(0, EdgeThickness, 1, 0)), Side = "L", }, { Button = MakeEdge("Right", UDim2New(1, -EdgeThickness, 0, 0), UDim2New(0, EdgeThickness, 1, 0)), Side = "R", }, { Button = MakeEdge("Top", UDim2New(0, 0, 0, 0), UDim2New(1, 0, 0, EdgeThickness)), Side = "T", }, { Button = MakeEdge("Bottom", UDim2New(0, 0, 1, -EdgeThickness), UDim2New(1, 0, 0, EdgeThickness)), Side = "B", }, } local BeginResizing = function(Side) if not Library.Flags["UI Expand"] then return end Resizing = true CurrentSide = Side StartMouse = UserInputService:GetMouseLocation() -- store offsets, not absolute screen pos StartPosition = Vector2New(Gui.Position.X.Offset, Gui.Position.Y.Offset) StartSize = Vector2New(Gui.Size.X.Offset, Gui.Size.Y.Offset) for Index, Value in Edges do Value.Button.Instance.BackgroundTransparency = (Value.Side == Side) and 0 or 1 end end local EndResizing = function() Resizing = false CurrentSide = nil for Index, Value in Edges do Value.Button.Instance.BackgroundTransparency = 1 end end for Index, Value in Edges do Value.Button:Connect("InputBegan", function(Input) if Input.UserInputType == Enum.UserInputType.MouseButton1 or Input.UserInputType == Enum.UserInputType.Touch then BeginResizing(Value.Side) end end) end Library:Connect(UserInputService.InputEnded, function(Input) if Input.UserInputType == Enum.UserInputType.MouseButton1 then if Resizing then EndResizing() end end end) Library:Connect(RunService.RenderStepped, function() if not Resizing or not CurrentSide then return end local MouseLocation = UserInputService:GetMouseLocation() local dx = MouseLocation.X - StartMouse.X local dy = MouseLocation.Y - StartMouse.Y local x, y = StartPosition.X, StartPosition.Y local w, h = StartSize.X, StartSize.Y if CurrentSide == "L" then x = StartPosition.X + dx w = StartSize.X - dx elseif CurrentSide == "R" then w = StartSize.X + dx elseif CurrentSide == "T" then y = StartPosition.Y + dy h = StartSize.Y - dy elseif CurrentSide == "B" then h = StartSize.Y + dy end if w < Minimum.X then if CurrentSide == "L" then x = x - (Minimum.X - w) end w = Minimum.X end if h < Minimum.Y then if CurrentSide == "T" then y = y - (Minimum.Y - h) end h = Minimum.Y end self:Tween( TweenInfo.new(0.35, Enum.EasingStyle.Quart, Enum.EasingDirection.Out), { Position = UDim2FromOffset(x, y) } ) self:Tween( TweenInfo.new(0.35, Enum.EasingStyle.Quart, Enum.EasingDirection.Out), { Size = UDim2FromOffset(w, h) } ) end) end Instances.OnHover = function(self, Function) if not self.Instance then return end return Library:Connect(self.Instance.MouseEnter, Function) end Instances.OnHoverLeave = function(self, Function) if not self.Instance then return end return Library:Connect(self.Instance.MouseLeave, Function) end end -- Custom font local CustomFont = {} do function CustomFont:New(Name, Weight, Style, Data) if isfile(Library.Folders.Assets .. "/" .. Name .. ".json") then return Font.new(getcustomasset(Library.Folders.Assets .. "/" .. Name .. ".json")) end if not isfile(Library.Folders.Assets .. "/" .. Name .. ".ttf") then writefile(Library.Folders.Assets .. "/" .. Name .. ".ttf", game:HttpGet(Data.Url)) end local FontData = { name = Name, faces = { { name = "Regular", weight = Weight, style = Style, assetId = getcustomasset(Library.Folders.Assets .. "/" .. Name .. ".ttf"), }, }, } writefile(Library.Folders.Assets .. "/" .. Name .. ".json", HttpService:JSONEncode(FontData)) return Font.new(getcustomasset(Library.Folders.Assets .. "/" .. Name .. ".json")) end function CustomFont:Get(Name) if isfile(Library.Folders.Assets .. "/" .. Name .. ".json") then return Font.new(getcustomasset(Library.Folders.Assets .. "/" .. Name .. ".json")) end end end Library.Holder = Instances:Create("ScreenGui", { Parent = gethui(), Name = "\0", ZIndexBehavior = Enum.ZIndexBehavior.Global, DisplayOrder = 2, IgnoreGuiInset = true, ResetOnSpawn = false, }) Library.UnusedHolder = Instances:Create("ScreenGui", { Parent = gethui(), Name = "\0", ZIndexBehavior = Enum.ZIndexBehavior.Global, Enabled = false, ResetOnSpawn = false, }) Library.NotifHolder = Instances:Create("Frame", { Parent = Library.Holder.Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), AnchorPoint = Vector2New(1, 0), BackgroundTransparency = 1, Position = UDim2New(1, 0, 0, 0), Size = UDim2New(0, 0, 1, 0), BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.X, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIListLayout", { Parent = Library.NotifHolder.Instance, Name = "\0", SortOrder = Enum.SortOrder.LayoutOrder, HorizontalAlignment = Enum.HorizontalAlignment.Right, Padding = UDimNew(0, 8), }) Instances:Create("UIPadding", { Parent = Library.NotifHolder.Instance, Name = "\0", PaddingTop = UDimNew(0, 15), PaddingBottom = UDimNew(0, 15), PaddingRight = UDimNew(0, 15), PaddingLeft = UDimNew(0, 15), }) Library.Unload = function(self) for Index, Value in self.Connections do Value.Connection:Disconnect() end for Index, Value in self.Threads do coroutine.close(Value) end if self.Holder then self.Holder:Clean() end Library = nil getgenv().Library = nil end Library.GetImage = function(self, Image) local ImageData = self.Images[Image] if not ImageData then return end return getcustomasset(self.Folders.Assets .. "/" .. ImageData[1]) end Library.Round = function(self, Number, Float) local Multiplier = 1 / (Float or 1) return MathFloor(Number * Multiplier) / Multiplier end Library.Thread = function(self, Function) local NewThread = coroutine.create(Function) coroutine.wrap(function() coroutine.resume(NewThread) end)() TableInsert(self.Threads, NewThread) return NewThread end Library.SafeCall = function(self, Function, ...) local Arguements = { ... } local Success, Result = pcall(Function, TableUnpack(Arguements)) if not Success then --warn(Result) return false end return Success end Library.Connect = function(self, Event, Callback, Name) Name = Name or StringFormat("connection_number_%s_%s", self.UnnamedConnections + 1, HttpService:GenerateGUID(false)) local NewConnection = { Event = Event, Callback = Callback, Name = Name, Connection = nil, } Library:Thread(function() NewConnection.Connection = Event:Connect(Callback) end) TableInsert(self.Connections, NewConnection) return NewConnection end Library.Disconnect = function(self, Name) for _, Connection in self.Connections do if Connection.Name == Name then Connection.Connection:Disconnect() break end end end Library.EscapePattern = function(self, String) local ShouldEscape = false if string.match(String, "[%(%)%.%%%+%-%*%?%[%]%^%$]") then ShouldEscape = true end if ShouldEscape then return StringGSub(String, "[%(%)%.%%%+%-%*%?%[%]%^%$]", "%%%1") end return String end Library.NextFlag = function(self) local FlagNumber = self.UnnamedFlags + 1 return StringFormat("flag_number_%s_%s", FlagNumber, HttpService:GenerateGUID(false)) end Library.AddToTheme = function(self, Item, Properties) Item = Item.Instance or Item local ThemeData = { Item = Item, Properties = Properties, } for Property, Value in ThemeData.Properties do if type(Value) == "string" then Item[Property] = self.Theme[Value] else Item[Property] = Value() end end TableInsert(self.ThemeItems, ThemeData) self.ThemeMap[Item] = ThemeData end Library.GetConfig = function(self) local Config = {} local Success, Result = Library:SafeCall(function() for Index, Value in Library.Flags do if type(Value) == "table" and Value.Key then Config[Index] = { Key = tostring(Value.Key), Mode = Value.Mode, Toggled = Value.Toggled } elseif type(Value) == "table" and Value.Color then Config[Index] = { Color = "#" .. Value.HexValue, Alpha = Value.Alpha } else Config[Index] = Value end end end) return HttpService:JSONEncode(Config) end Library.LoadConfig = function(self, Config) local Decoded = HttpService:JSONDecode(Config) local Success, Result = Library:SafeCall(function() for Index, Value in Decoded do local SetFunction = Library.SetFlags[Index] if not SetFunction then continue end if type(Value) == "table" and Value.Key then SetFunction(Value) elseif type(Value) == "table" and Value.Color then SetFunction(Value.Color, Value.Alpha) else SetFunction(Value) end end end) return Success, Result end Library.DeleteConfig = function(self, Config) if isfile(Library.Folders.Configs .. "/" .. Config) then delfile(Library.Folders.Configs .. "/" .. Config) end end Library.RefreshConfigsList = function(self, Element) local List = {} local ReturnList = {} List = listfiles(Library.Folders.Configs) for Index = 1, #List do local File = List[Index] if File:sub(-5) == ".json" then local Position = File:find(".json", 1, true) local StartPosition = Position local Character = File:sub(Position, Position) while Character ~= "/" and Character ~= "\\" and Character ~= "" do Position = Position - 1 Character = File:sub(Position, Position) end if Character == "/" or Character == "\\" then TableInsert(ReturnList, File:sub(Position + 1, StartPosition - 1)) end end end Element:Refresh(ReturnList) end Library.ChangeItemTheme = function(self, Item, Properties) Item = Item.Instance or Item if not self.ThemeMap[Item] then return end self.ThemeMap[Item].Properties = Properties self.ThemeMap[Item] = self.ThemeMap[Item] end Library.ChangeTheme = function(self, Theme, Color) self.Theme[Theme] = Color for _, Item in self.ThemeItems do for Property, Value in Item.Properties do if type(Value) == "string" and Value == Theme then Item.Item[Property] = Color elseif type(Value) == "function" then Item.Item[Property] = Value() end end end end Library.IsMouseOverFrame = function(self, Frame) Frame = Frame.Instance local MousePosition = Vector2New(Mouse.X, Mouse.Y) return MousePosition.X >= Frame.AbsolutePosition.X and MousePosition.X <= Frame.AbsolutePosition.X + Frame.AbsoluteSize.X and MousePosition.Y >= Frame.AbsolutePosition.Y and MousePosition.Y <= Frame.AbsolutePosition.Y + Frame.AbsoluteSize.Y end Library.GetLighterColor = function(self, Color, Increment) local Hue, Saturation, Value = Color:ToHSV() return FromHSV(Hue, Saturation, Value * Increment) end do Library.CreateColorpicker = function(self, Data) local Colorpicker = { Hue = 0, Saturation = 0, Value = 0, Alpha = 0, IsOpen = false, IsOpen2 = false, Color = FromRGB(0, 0, 0), HexValue = "000000", Flag = Data.Flag, } local Items = {} do Items["ColorpickerButton"] = Instances:Create("TextButton", { Parent = Data.Parent.Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, Size = UDim2New(0, 15, 0, 15), BorderSizePixel = 0, TextSize = 14, BackgroundColor3 = FromRGB(140, 255, 213), }) Instances:Create("UIStroke", { Parent = Items["ColorpickerButton"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Instances:Create("UIGradient", { Parent = Items["ColorpickerButton"].Instance, Name = "\0", Rotation = 90, Color = RGBSequence({ RGBSequenceKeypoint(0, FromRGB(255, 255, 255)), RGBSequenceKeypoint(1, FromRGB(152, 152, 152)), }), }) Items["ColorpickerWindow2"] = Instances:Create("Frame", { Parent = Library.UnusedHolder.Instance, Name = "\0", Visible = false, Position = UDim2New(0, 1032, 0, 123), BorderColor3 = FromRGB(0, 34, 37), Size = UDim2New(0, 232, 0, 265), BorderSizePixel = 2, BackgroundColor3 = FromRGB(17, 21, 27), }) if IsMobile then Instances:Create("UIScale", { Parent = Items["ColorpickerWindow2"].Instance, Scale = 0.65, }) end Items["ColorpickerWindow"] = Instances:Create("Frame", { Parent = Library.UnusedHolder.Instance, Name = "\0", Visible = false, Position = UDim2New(0, 1032, 0, 123), BorderColor3 = FromRGB(0, 34, 37), Size = UDim2New(0, 232, 0, 265), BorderSizePixel = 2, BackgroundColor3 = FromRGB(17, 21, 27), }) if IsMobile then Instances:Create("UIScale", { Parent = Items["ColorpickerWindow"].Instance, Scale = 0.65, }) end Items["Glow"] = Instances:Create("ImageLabel", { Parent = Items["ColorpickerWindow"].Instance, Name = "\0", ImageColor3 = FromRGB(94, 213, 213), ScaleType = Enum.ScaleType.Slice, ImageTransparency = 0.699999988079071, BorderColor3 = FromRGB(0, 0, 0), BackgroundColor3 = FromRGB(255, 255, 255), Size = UDim2New(1, 25, 1, 25), AnchorPoint = Vector2New(0.5, 0.5), Image = "http://www.roblox.com/asset/?id=18245826428", BackgroundTransparency = 1, Position = UDim2New(0.5, 0, 0.5, 0), ZIndex = -1, BorderSizePixel = 0, SliceCenter = RectNew(Vector2New(21, 21), Vector2New(79, 79)), }) Items["Glow"]:AddToTheme({ ImageColor3 = "Accent" }) Instances:Create("UIGradient", { Parent = Items["Glow"].Instance, Name = "\0", Rotation = 90, Transparency = NumSequence({ NumSequenceKeypoint(0, 0), NumSequenceKeypoint(1, 1) }), }) Instances:Create("UIStroke", { Parent = Items["ColorpickerWindow"].Instance, Name = "\0", Color = FromRGB(94, 213, 213), LineJoinMode = Enum.LineJoinMode.Miter, }):AddToTheme({ Color = "Accent" }) Items["Alpha"] = Instances:Create("TextButton", { Parent = Items["ColorpickerWindow"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, AnchorPoint = Vector2New(0, 1), BorderSizePixel = 0, Position = UDim2New(0, 8, 1, -35), Size = UDim2New(1, -16, 0, 10), ZIndex = 2, TextSize = 14, BackgroundColor3 = FromRGB(140, 255, 213), }) Items["Checkers"] = Instances:Create("ImageLabel", { Parent = Items["Alpha"].Instance, Name = "\0", ScaleType = Enum.ScaleType.Tile, BorderColor3 = FromRGB(0, 0, 0), TileSize = UDim2New(0, 6, 0, 6), Image = "http://www.roblox.com/asset/?id=18274452449", BackgroundTransparency = 1, Size = UDim2New(1, 0, 1, 0), ZIndex = 2, BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIGradient", { Parent = Items["Checkers"].Instance, Name = "\0", Transparency = NumSequence({ NumSequenceKeypoint(0, 1), NumSequenceKeypoint(0.37, 0.5), NumSequenceKeypoint(1, 0), }), }) Items["AlphaDragger"] = Instances:Create("Frame", { Parent = Items["Alpha"].Instance, Name = "\0", Size = UDim2New(0, 2, 1, 0), Position = UDim2New(0, 8, 0, 0), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 2, BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIStroke", { Parent = Items["AlphaDragger"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["Hue"] = Instances:Create("TextButton", { Parent = Items["ColorpickerWindow"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, AnchorPoint = Vector2New(1, 0), BorderSizePixel = 0, Position = UDim2New(1, -7, 0, 8), Size = UDim2New(0, 10, 1, -59), ZIndex = 2, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["HueInline"] = Instances:Create("TextButton", { Parent = Items["Hue"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, BorderSizePixel = 0, Size = UDim2New(1, 0, 1, 0), ZIndex = 2, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIGradient", { Parent = Items["HueInline"].Instance, Name = "\0", Rotation = 90, Color = RGBSequence({ RGBSequenceKeypoint(0, FromRGB(255, 0, 0)), RGBSequenceKeypoint(0.17, FromRGB(255, 255, 0)), RGBSequenceKeypoint(0.33, FromRGB(0, 255, 0)), RGBSequenceKeypoint(0.5, FromRGB(0, 255, 255)), RGBSequenceKeypoint(0.67, FromRGB(0, 0, 255)), RGBSequenceKeypoint(0.83, FromRGB(255, 0, 255)), RGBSequenceKeypoint(1, FromRGB(255, 0, 0)), }), }) Instances:Create("UIStroke", { Parent = Items["Hue"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["HueDragger"] = Instances:Create("Frame", { Parent = Items["Hue"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), BackgroundTransparency = -0.009999999776482582, Position = UDim2New(0, 0, 0, 8), Size = UDim2New(1, 0, 0, 2), ZIndex = 3, BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIStroke", { Parent = Items["HueDragger"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["Palette"] = Instances:Create("TextButton", { Parent = Items["ColorpickerWindow"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, BorderSizePixel = 0, Position = UDim2New(0, 8, 0, 8), Size = UDim2New(1, -31, 1, -59), ZIndex = 2, TextSize = 14, BackgroundColor3 = FromRGB(140, 255, 213), }) Instances:Create("UIStroke", { Parent = Items["Palette"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["Saturation"] = Instances:Create("Frame", { Parent = Items["Palette"].Instance, Name = "\0", Size = UDim2New(1, 0, 1, 0), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 2, BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIGradient", { Parent = Items["Saturation"].Instance, Name = "\0", Transparency = NumSequence({ NumSequenceKeypoint(0, 1), NumSequenceKeypoint(1, 0) }), }) Items["Value"] = Instances:Create("Frame", { Parent = Items["Palette"].Instance, Name = "\0", Size = UDim2New(1, 0, 1, 0), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 2, BorderSizePixel = 0, BackgroundColor3 = FromRGB(0, 0, 0), }) Instances:Create("UIGradient", { Parent = Items["Value"].Instance, Name = "\0", Rotation = 90, Transparency = NumSequence({ NumSequenceKeypoint(0, 1), NumSequenceKeypoint(1, 0) }), }) Items["PaletteDragger"] = Instances:Create("Frame", { Parent = Items["Palette"].Instance, Name = "\0", Size = UDim2New(0, 2, 0, 2), Position = UDim2New(0, 8, 0, 8), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 2, BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIStroke", { Parent = Items["PaletteDragger"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["HexInput"] = Instances:Create("TextBox", { Parent = Items["ColorpickerWindow"].Instance, Name = "\0", FontFace = Library.Font, ClearTextOnFocus = false, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = "", AnchorPoint = Vector2New(0, 1), Size = UDim2New(1, -16, 0, 20), PlaceholderColor3 = FromRGB(255, 255, 255), Position = UDim2New(0, 8, 1, -7), BorderSizePixel = 0, TextSize = 14, BackgroundColor3 = FromRGB(32, 38, 48), }) Items["HexInput"]:AddToTheme({ TextColor3 = "Text", BackgroundColor3 = "Element" }) Instances:Create("UIStroke", { Parent = Items["HexInput"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["ColorpickerWindow2"] = Instances:Create("Frame", { Parent = Library.UnusedHolder.Instance, Name = "\0", Position = UDim2New(0, 0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(0, 50, 0, 20), BorderSizePixel = 0, BackgroundColor3 = FromRGB(32, 38, 48), AutomaticSize = Enum.AutomaticSize.Y, }) Items["ColorpickerWindow2"]:AddToTheme({ BackgroundColor3 = "Element" }) Instances:Create("UIStroke", { Parent = Items["ColorpickerWindow2"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Instances:Create("UIListLayout", { Parent = Items["ColorpickerWindow2"].Instance, Name = "\0", Padding = UDimNew(0, 2), SortOrder = Enum.SortOrder.LayoutOrder, }) end local AddButton = function(Name, Callback) local NewButton = Instances:Create("TextButton", { Parent = Items["ColorpickerWindow2"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = Name, AutoButtonColor = false, BackgroundTransparency = 1, Size = UDim2New(1, 0, 0, 20), BorderSizePixel = 0, TextSize = 14, BackgroundColor3 = FromRGB(32, 38, 48), }) NewButton:AddToTheme({ TextColor3 = "Text" }) NewButton:Connect("MouseButton1Down", function() Callback() Colorpicker:SetOpen2(false) end) return NewButton end AddButton("Copy", function() local Red = MathFloor(Colorpicker.Color.R * 255) local Green = MathFloor(Colorpicker.Color.G * 255) local Blue = MathFloor(Colorpicker.Color.B * 255) setclipboard(Red .. ", " .. Green .. ", " .. Blue) Library.CopiedColor = Red .. ", " .. Green .. ", " .. Blue end) AddButton("Paste", function() if Library.CopiedColor then local Red, Green, Blue = Library.CopiedColor:match("(%d+),%s*(%d+),%s*(%d+)") Red, Green, Blue = tonumber(Red), tonumber(Green), tonumber(Blue) Colorpicker:Set({ Red, Green, Blue }, Colorpicker.Alpha) end end) local SlidingPalette = false local SlidingHue = false local SlidingAlpha = false local Debounce = false local RenderStepped local RenderStepped2 function Colorpicker:Get() return Colorpicker.Color, Colorpicker.Alpha end function Colorpicker:SetOpen(Bool) if Debounce then return end Colorpicker.IsOpen = Bool Debounce = true if Colorpicker.IsOpen then Items["ColorpickerWindow"].Instance.Visible = true Items["ColorpickerWindow"].Instance.Parent = Library.Holder.Instance RenderStepped = Library:Connect(RunService.RenderStepped, function() if IsMobile then Items["ColorpickerWindow"].Instance.Position = UDim2New(0.5, 0, 0.5, 0) Items["ColorpickerWindow"].Instance.AnchorPoint = Vector2New(0.5, 0.5) else Items["ColorpickerWindow"].Instance.Position = UDim2New( 0, Items["ColorpickerButton"].Instance.AbsolutePosition.X, 0, Items["ColorpickerButton"].Instance.AbsolutePosition.Y + Items["ColorpickerButton"].Instance.AbsoluteSize.Y + 65 ) end end) for Index, Value in Library.OpenFrames do if Value ~= Colorpicker then Value:SetOpen(false) end end Library.OpenFrames[Colorpicker] = Colorpicker else if Library.OpenFrames[Colorpicker] then Library.OpenFrames[Colorpicker] = nil end if RenderStepped then Library:Disconnect(RenderStepped.Name) RenderStepped = nil end end local Descendants = Items["ColorpickerWindow"].Instance:GetDescendants() TableInsert(Descendants, Items["ColorpickerWindow"].Instance) local NewTween for Index, Value in Descendants do local TransparencyProperty = Tween:GetProperty(Value) if not TransparencyProperty then continue end if not Value.ClassName:find("UI") then Value.ZIndex = Colorpicker.IsOpen and 104 or 1 Items["Glow"].Instance.ZIndex = Colorpicker.IsOpen and 103 or 1 end if type(TransparencyProperty) == "table" then for _, Property in TransparencyProperty do NewTween = Tween:FadeItem(Value, Property, Bool, Library.FadeSpeed) end else NewTween = Tween:FadeItem(Value, TransparencyProperty, Bool, Library.FadeSpeed) end end NewTween.Tween.Completed:Connect(function() Debounce = false Items["ColorpickerWindow"].Instance.Visible = Colorpicker.IsOpen task.wait(0.2) Items["ColorpickerWindow"].Instance.Parent = not Colorpicker.IsOpen and Library.UnusedHolder.Instance or Library.Holder.Instance end) end function Colorpicker:SetOpen2(Bool) Colorpicker.IsOpen2 = Bool if Bool then Items["ColorpickerWindow2"].Instance.Visible = true Items["ColorpickerWindow2"].Instance.Parent = Library.Holder.Instance RenderStepped2 = Library:Connect(RunService.RenderStepped, function() if IsMobile then Items["ColorpickerWindow2"].Instance.Position = UDim2New(0.5, 0, 0.5, 0) Items["ColorpickerWindow2"].Instance.AnchorPoint = Vector2New(0.5, 0.5) else Items["ColorpickerWindow2"].Instance.Position = UDim2New( 0, Items["ColorpickerButton"].Instance.AbsolutePosition.X + Items["ColorpickerButton"].Instance.AbsoluteSize.X, 0, Items["ColorpickerButton"].Instance.AbsolutePosition.Y + Items["ColorpickerButton"].Instance.AbsoluteSize.Y + 65 ) end end) else if RenderStepped2 then Library:Disconnect(RenderStepped2.Name) RenderStepped2 = nil end Items["ColorpickerWindow2"].Instance.Visible = false Items["ColorpickerWindow2"].Instance.Parent = Library.UnusedHolder.Instance end end function Colorpicker:SlidePalette(Input) if not Input or not SlidingPalette then return end local ValueX = MathClamp( 1 - (Input.Position.X - Items["Palette"].Instance.AbsolutePosition.X) / Items["Palette"].Instance.AbsoluteSize.X, 0, 1 ) local ValueY = MathClamp( 1 - (Input.Position.Y - Items["Palette"].Instance.AbsolutePosition.Y) / Items["Palette"].Instance.AbsoluteSize.Y, 0, 1 ) Colorpicker.Saturation = ValueX Colorpicker.Value = ValueY local SlideX = MathClamp( (Input.Position.X - Items["Palette"].Instance.AbsolutePosition.X) / Items["Palette"].Instance.AbsoluteSize.X, 0, 0.99 ) local SlideY = MathClamp( (Input.Position.Y - Items["Palette"].Instance.AbsolutePosition.Y) / Items["Palette"].Instance.AbsoluteSize.Y, 0, 0.99 ) Items["PaletteDragger"]:Tween( TweenInfo.new(Library.Tween.Time, Enum.EasingStyle.Quart, Enum.EasingDirection.Out), { Position = UDim2New(SlideX, 0, SlideY, 0) } ) Colorpicker:Update() end function Colorpicker:SlideHue(Input) if not Input or not SlidingHue then return end local ValueY = MathClamp( (Input.Position.Y - Items["Hue"].Instance.AbsolutePosition.Y) / Items["Hue"].Instance.AbsoluteSize.Y, 0, 1 ) Colorpicker.Hue = ValueY local SlideY = MathClamp( (Input.Position.Y - Items["Hue"].Instance.AbsolutePosition.Y) / Items["Hue"].Instance.AbsoluteSize.Y, 0, 0.99 ) Items["HueDragger"]:Tween( TweenInfo.new(Library.Tween.Time, Enum.EasingStyle.Quart, Enum.EasingDirection.Out), { Position = UDim2New(0, 0, SlideY, 0) } ) Colorpicker:Update() end function Colorpicker:SlideAlpha(Input) if not Input or not SlidingAlpha then return end local ValueX = MathClamp( (Input.Position.X - Items["Alpha"].Instance.AbsolutePosition.X) / Items["Alpha"].Instance.AbsoluteSize.X, 0, 1 ) Colorpicker.Alpha = ValueX local SlideX = MathClamp( (Input.Position.X - Items["Alpha"].Instance.AbsolutePosition.X) / Items["Alpha"].Instance.AbsoluteSize.X, 0, 0.99 ) Items["AlphaDragger"]:Tween( TweenInfo.new(Library.Tween.Time, Enum.EasingStyle.Quart, Enum.EasingDirection.Out), { Position = UDim2New(SlideX, 0, 0, 0) } ) Colorpicker:Update(true) end function Colorpicker:Update(IsFromAlpha) local Hue, Saturation, Value = Colorpicker.Hue, Colorpicker.Saturation, Colorpicker.Value Colorpicker.Color = FromHSV(Hue, Saturation, Value) Colorpicker.HexValue = Colorpicker.Color:ToHex() Library.Flags[Colorpicker.Flag] = { Alpha = Colorpicker.Alpha, Color = Colorpicker.Color, HexValue = Colorpicker.HexValue, } Items["ColorpickerButton"]:Tween(nil, { BackgroundColor3 = Colorpicker.Color }) Items["Palette"]:Tween(nil, { BackgroundColor3 = FromHSV(Hue, 1, 1) }) Items["HexInput"].Instance.Text = "#" .. Colorpicker.HexValue if not IsFromAlpha then Items["Alpha"]:Tween(nil, { BackgroundColor3 = Colorpicker.Color }) end if Data.Callback then Library:SafeCall(Data.Callback, Colorpicker.Color, Colorpicker.Alpha) end end function Colorpicker:Set(Color, Alpha) if type(Color) == "table" then Color = FromRGB(Color[1], Color[2], Color[3]) elseif type(Color) == "string" then Color = FromHex(Color) end Colorpicker.Hue, Colorpicker.Saturation, Colorpicker.Value = Color:ToHSV() Colorpicker.Alpha = Alpha or 0 local PaletteValueX = MathClamp(1 - Colorpicker.Saturation, 0, 0.99) local PaletteValueY = MathClamp(1 - Colorpicker.Value, 0, 0.99) local AlphaPositionX = MathClamp(Colorpicker.Alpha, 0, 0.99) local HuePositionY = MathClamp(Colorpicker.Hue, 0, 0.99) Items["PaletteDragger"]:Tween( TweenInfo.new(Library.Tween.Time, Enum.EasingStyle.Quart, Enum.EasingDirection.Out), { Position = UDim2New(PaletteValueX, 0, PaletteValueY, 0) } ) Items["HueDragger"]:Tween( TweenInfo.new(Library.Tween.Time, Enum.EasingStyle.Quart, Enum.EasingDirection.Out), { Position = UDim2New(0, 0, HuePositionY, 0) } ) Items["AlphaDragger"]:Tween( TweenInfo.new(Library.Tween.Time, Enum.EasingStyle.Quart, Enum.EasingDirection.Out), { Position = UDim2New(AlphaPositionX, 0, 0, 0) } ) Colorpicker:Update(false) end local PaletteChanged Items["Palette"]:Connect("InputBegan", function(Input) if Input.UserInputType == Enum.UserInputType.MouseButton1 or Input.UserInputType == Enum.UserInputType.Touch then SlidingPalette = true Colorpicker:SlidePalette(Input) if PaletteChanged then return end PaletteChanged = Input.Changed:Connect(function() if Input.UserInputState == Enum.UserInputState.End then SlidingPalette = false PaletteChanged:Disconnect() PaletteChanged = nil end end) end end) local HueChanged Items["HueInline"]:Connect("InputBegan", function(Input) if Input.UserInputType == Enum.UserInputType.MouseButton1 or Input.UserInputType == Enum.UserInputType.Touch then SlidingHue = true Colorpicker:SlideHue(Input) if HueChanged then return end HueChanged = Input.Changed:Connect(function() if Input.UserInputState == Enum.UserInputState.End then SlidingHue = false HueChanged:Disconnect() HueChanged = nil end end) end end) local AlphaChanged Items["Alpha"]:Connect("InputBegan", function(Input) if Input.UserInputType == Enum.UserInputType.MouseButton1 or Input.UserInputType == Enum.UserInputType.Touch then SlidingAlpha = true Colorpicker:SlideAlpha(Input) if AlphaChanged then return end AlphaChanged = Input.Changed:Connect(function() if Input.UserInputState == Enum.UserInputState.End then SlidingAlpha = false AlphaChanged:Disconnect() AlphaChanged = nil end end) end end) Items["HexInput"]:Connect("FocusLost", function() Colorpicker:Set(tostring(Items["HexInput"].Instance.Text), Colorpicker.Alpha) end) local CompareVectors = function(PointA, PointB) return (PointA.X < PointB.X) or (PointA.Y < PointB.Y) end local IsClipped = function(Object, Column) local Parent = Column local BoundryTop = Parent.AbsolutePosition local BoundryBottom = BoundryTop + Parent.AbsoluteSize local Top = Object.AbsolutePosition local Bottom = Top + Object.AbsoluteSize return CompareVectors(Top, BoundryTop) or CompareVectors(BoundryBottom, Bottom) end Items["ColorpickerButton"]:Connect("Changed", function(Property) if Property == "AbsolutePosition" and Colorpicker.IsOpen then Colorpicker.IsOpen = not IsClipped( Items["ColorpickerWindow"].Instance, Data.Section.Items["Section"].Instance.Parent ) Items["ColorpickerWindow"].Instance.Visible = Colorpicker.IsOpen end end) Library:Connect(UserInputService.InputChanged, function(Input) if Input.UserInputType == Enum.UserInputType.MouseMovement or Input.UserInputType == Enum.UserInputType.Touch then if SlidingPalette then Colorpicker:SlidePalette(Input) elseif SlidingHue then Colorpicker:SlideHue(Input) elseif SlidingAlpha then Colorpicker:SlideAlpha(Input) end end end) Library:Connect(UserInputService.InputBegan, function(Input) if Input.UserInputType == Enum.UserInputType.MouseButton1 or Input.UserInputType == Enum.UserInputType.Touch then if not Colorpicker.IsOpen then return end if Library:IsMouseOverFrame(Items["ColorpickerWindow"]) or Library:IsMouseOverFrame(Items["ColorpickerWindow2"]) then return end Colorpicker:SetOpen(false) Colorpicker:SetOpen2(false) end end) Items["ColorpickerButton"]:Connect("MouseButton1Down", function() Colorpicker:SetOpen(not Colorpicker.IsOpen) end) Items["ColorpickerButton"]:Connect("MouseButton2Down", function() Colorpicker:SetOpen2(not Colorpicker.IsOpen2) end) if Data.Default then Colorpicker:Set(Data.Default, Data.Alpha) end Library.SetFlags[Colorpicker.Flag] = function(Color, Alpha) Colorpicker:Set(Color, Alpha) end return Colorpicker, Items end Library.CreateKeybind = function(self, Data) local Keybind = { IsOpen = false, Key = "", Toggled = false, Mode = "", Flag = Data.Flag, Picking = false, Value = "", } local KeyListItem if Library.KeyList then KeyListItem = Library.KeyList:Add("", "") end local Items = {} do Items["KeyButton"] = Instances:Create("TextButton", { Parent = Data.Parent.Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), TextTransparency = 0.5, Text = "Unbound", AutoButtonColor = false, Size = UDim2New(0, 0, 0, 15), BorderSizePixel = 0, BorderColor3 = FromRGB(0, 0, 0), AutomaticSize = Enum.AutomaticSize.X, TextSize = 14, BackgroundColor3 = FromRGB(32, 38, 48), }) Items["KeyButton"]:AddToTheme({ TextColor3 = "Text", BackgroundColor3 = "Element" }) Instances:Create("UIPadding", { Parent = Items["KeyButton"].Instance, Name = "\0", PaddingRight = UDimNew(0, 8), PaddingLeft = UDimNew(0, 8), }) Instances:Create("UIStroke", { Parent = Items["KeyButton"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["KeybindWindow"] = Instances:Create("Frame", { Parent = Library.UnusedHolder.Instance, Name = "\0", Visible = false, Position = UDim2New(0, 114, 0, 35), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 5, Size = UDim2New(0, 78, 0, 66), BorderSizePixel = 0, BackgroundColor3 = FromRGB(32, 38, 48), }) Items["KeybindWindow"]:AddToTheme({ BackgroundColor3 = "Element" }) Items["Toggle"] = Instances:Create("TextButton", { Parent = Items["KeybindWindow"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, BorderSizePixel = 0, Position = UDim2New(0, 2, 0, 2), Size = UDim2New(1, -4, 0, 20), ZIndex = 5, TextSize = 14, BackgroundColor3 = FromRGB(32, 38, 48), }) Items["Toggle"]:AddToTheme({ BackgroundColor3 = "Element" }) Instances:Create("UIGradient", { Parent = Items["Toggle"].Instance, Name = "\0", Rotation = -90, Color = RGBSequence({ RGBSequenceKeypoint(0, FromRGB(255, 255, 255)), RGBSequenceKeypoint(1, FromRGB(200, 200, 200)), }), }) Items["ToggleStroke"] = Instances:Create("UIStroke", { Parent = Items["Toggle"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }) Items["ToggleStroke"]:AddToTheme({ Color = "Border" }) Items["ToggleLiner"] = Instances:Create("Frame", { Parent = Items["Toggle"].Instance, Name = "\0", Size = UDim2New(0, 1, 1, 0), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 5, BorderSizePixel = 0, BackgroundColor3 = FromRGB(94, 213, 213), }) Items["ToggleLiner"]:AddToTheme({ BackgroundColor3 = "Accent" }) Items["ToggleText"] = Instances:Create("TextLabel", { Parent = Items["Toggle"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = "Toggle", AutomaticSize = Enum.AutomaticSize.X, AnchorPoint = Vector2New(0, 0.5), Size = UDim2New(0, 0, 0, 15), BackgroundTransparency = 1, Position = UDim2New(0, 7, 0.5, 0), BorderSizePixel = 0, ZIndex = 5, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["ToggleText"]:AddToTheme({ TextColor3 = "Text" }) Items["Hold"] = Instances:Create("TextButton", { Parent = Items["KeybindWindow"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, BorderSizePixel = 0, BackgroundTransparency = 1, Position = UDim2New(0, 2, 0, 22), Size = UDim2New(1, -4, 0, 20), ZIndex = 5, TextSize = 14, BackgroundColor3 = FromRGB(32, 38, 48), }) Items["Hold"]:AddToTheme({ BackgroundColor3 = "Element" }) Instances:Create("UIGradient", { Parent = Items["Hold"].Instance, Name = "\0", Rotation = -90, Color = RGBSequence({ RGBSequenceKeypoint(0, FromRGB(255, 255, 255)), RGBSequenceKeypoint(1, FromRGB(200, 200, 200)), }), }) Items["HoldStroke"] = Instances:Create("UIStroke", { Parent = Items["Hold"].Instance, Name = "\0", ApplyStrokeMode = Enum.ApplyStrokeMode.Border, Transparency = 1, Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, }) Items["HoldStroke"]:AddToTheme({ Color = "Border" }) Items["HoldLiner"] = Instances:Create("Frame", { Parent = Items["Hold"].Instance, Name = "\0", BackgroundTransparency = 1, Size = UDim2New(0, 1, 1, 0), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 5, BorderSizePixel = 0, BackgroundColor3 = FromRGB(94, 213, 213), }) Items["HoldLiner"]:AddToTheme({ BackgroundColor3 = "Accent" }) Items["HoldText"] = Instances:Create("TextLabel", { Parent = Items["Hold"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), TextTransparency = 0.4000000059604645, Text = "Hold", AutomaticSize = Enum.AutomaticSize.X, Size = UDim2New(0, 0, 0, 15), AnchorPoint = Vector2New(0, 0.5), BorderSizePixel = 0, BackgroundTransparency = 1, Position = UDim2New(0, 10, 0.5, 0), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 5, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["HoldText"]:AddToTheme({ TextColor3 = "Text" }) Items["AlwaysOn"] = Instances:Create("TextButton", { Parent = Items["KeybindWindow"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, BorderSizePixel = 0, BackgroundTransparency = 1, Position = UDim2New(0, 2, 0, 44), Size = UDim2New(1, -4, 0, 20), ZIndex = 5, TextSize = 14, BackgroundColor3 = FromRGB(32, 38, 48), }) Instances:Create("UIGradient", { Parent = Items["AlwaysOn"].Instance, Name = "\0", Rotation = -90, Color = RGBSequence({ RGBSequenceKeypoint(0, FromRGB(255, 255, 255)), RGBSequenceKeypoint(1, FromRGB(200, 200, 200)), }), }) Items["AlwaysOnStroke"] = Instances:Create("UIStroke", { Parent = Items["AlwaysOn"].Instance, Name = "\0", ApplyStrokeMode = Enum.ApplyStrokeMode.Border, Transparency = 1, Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, }) Items["AlwaysOnStroke"]:AddToTheme({ Color = "Border" }) Items["AlwaysOnLiner"] = Instances:Create("Frame", { Parent = Items["AlwaysOn"].Instance, Name = "\0", BackgroundTransparency = 1, Size = UDim2New(0, 1, 1, 0), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 5, BorderSizePixel = 0, BackgroundColor3 = FromRGB(94, 213, 213), }) Items["AlwaysOnLiner"]:AddToTheme({ BackgroundColor3 = "Accent" }) Items["AlwaysOnText"] = Instances:Create("TextLabel", { Parent = Items["AlwaysOn"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), TextTransparency = 0.4000000059604645, Text = "Always On", AutomaticSize = Enum.AutomaticSize.X, Size = UDim2New(0, 0, 0, 15), AnchorPoint = Vector2New(0, 0.5), BorderSizePixel = 0, BackgroundTransparency = 1, Position = UDim2New(0, 10, 0.5, 0), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 5, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["AlwaysOnText"]:AddToTheme({ TextColor3 = "Text" }) Items["KeyButton"]:OnHover(function() Items["KeyButton"]:Tween( nil, { BackgroundColor3 = Library:GetLighterColor(Library.Theme.Element, 1.35) } ) end) Items["KeyButton"]:OnHoverLeave(function() Items["KeyButton"]:Tween(nil, { BackgroundColor3 = Library.Theme.Element }) end) end local Update = function() if KeyListItem then KeyListItem:SetText(Data.Name, Keybind.Value) if Keybind.ForceHide then KeyListItem:SetStatus(false) else KeyListItem:SetStatus(Keybind.Toggled) end end end local Modes = { ["Toggle"] = { Items["Toggle"], Items["ToggleText"], Items["ToggleStroke"], Items["ToggleLiner"] }, ["Hold"] = { Items["Hold"], Items["HoldText"], Items["HoldStroke"], Items["HoldLiner"] }, ["Always On"] = { Items["AlwaysOn"], Items["AlwaysOnText"], Items["AlwaysOnStroke"], Items["AlwaysOnLiner"], }, } function Keybind:Get() return Keybind.Mode, Keybind.Key, Keybind.Toggled end local Debounce = false local RenderStepped function Keybind:SetOpen(Bool) if Debounce then return end Keybind.IsOpen = Bool Debounce = true if Keybind.IsOpen then Items["KeybindWindow"].Instance.Visible = true Items["KeybindWindow"].Instance.Parent = Library.Holder.Instance RenderStepped = Library:Connect(RunService.RenderStepped, function() Items["KeybindWindow"].Instance.Position = UDim2New( 0, Items["KeyButton"].Instance.AbsolutePosition.X, 0, Items["KeyButton"].Instance.AbsolutePosition.Y + Items["KeyButton"].Instance.AbsoluteSize.Y + 65 ) end) if not Debounce then for Index, Value in Library.OpenFrames do if Value ~= Keybind then Value:SetOpen(false) end end Library.OpenFrames[Keybind] = Keybind end else if not Debounce then if Library.OpenFrames[Keybind] then Library.OpenFrames[Keybind] = nil end end if RenderStepped then Library:Disconnect(RenderStepped.Name) RenderStepped = nil end end local Descendants = Items["KeybindWindow"].Instance:GetDescendants() TableInsert(Descendants, Items["KeybindWindow"].Instance) local NewTween for Index, Value in Descendants do local TransparencyProperty = Tween:GetProperty(Value) if not TransparencyProperty then continue end if type(TransparencyProperty) == "table" then for _, Property in TransparencyProperty do NewTween = Tween:FadeItem(Value, Property, Bool, Library.FadeSpeed) end else NewTween = Tween:FadeItem(Value, TransparencyProperty, Bool, Library.FadeSpeed) end end NewTween.Tween.Completed:Connect(function() Debounce = false Items["KeybindWindow"].Instance.Visible = Keybind.IsOpen task.wait(0.2) Items["KeybindWindow"].Instance.Parent = not Keybind.IsOpen and Library.UnusedHolder.Instance or Library.Holder.Instance end) end function Keybind:Set(Key) local KStr = tostring(type(Key) == "table" and Key.Key or Key) if StringFind(KStr, "Backspace") or KStr == "None" then Keybind.Key = "None" Keybind.Value = "None" Items["KeyButton"].Instance.Text = "None" -- Set mode from table or keep existing, default to Toggle local IncomingMode = (type(Key) == "table" and Key.Mode) or Keybind.Mode if IncomingMode == nil or IncomingMode == "" then IncomingMode = Data.Mode or "Toggle" end Keybind.Mode = IncomingMode Keybind:SetMode(IncomingMode) Library.Flags[Keybind.Flag] = { Mode = Keybind.Mode, Key = Keybind.Key, Toggled = Keybind.Toggled, } Update() Keybind.Picking = false return end if StringFind(tostring(Key), "Enum") then Keybind.Key = tostring(Key) Keybind.Picking = false -- Ensure mode is set; default to Toggle if empty if Keybind.Mode == nil or Keybind.Mode == "" then Keybind.Mode = Data.Mode or "Toggle" Keybind:SetMode(Keybind.Mode) end Key = Key.Name local KeyString = Keys[Keybind.Key] or StringGSub(Key, "Enum.", "") or "None" local TextToDisplay = StringGSub(StringGSub(KeyString, "KeyCode.", ""), "UserInputType.", "") or "None" Keybind.Value = TextToDisplay Items["KeyButton"].Instance.Text = TextToDisplay Library.Flags[Keybind.Flag] = { Mode = Keybind.Mode, Key = Keybind.Key, Toggled = Keybind.Toggled, } if Data.Callback then Library:SafeCall(Data.Callback, Keybind.Toggled) end Update() elseif type(Key) == "table" then local RealKey = Key.Key == "Backspace" and "None" or Key.Key Keybind.Key = tostring(Key.Key) if Key.Mode then Keybind.Mode = Key.Mode Keybind:SetMode(Key.Mode) else Keybind.Mode = "Toggle" Keybind:SetMode("Toggle") end local KeyString = Keys[Keybind.Key] or StringGSub(tostring(RealKey), "Enum.", "") or RealKey local TextToDisplay = KeyString and StringGSub(StringGSub(KeyString, "KeyCode.", ""), "UserInputType.", "") or "None" TextToDisplay = StringGSub(StringGSub(KeyString, "KeyCode.", ""), "UserInputType.", "") Keybind.Value = TextToDisplay Items["KeyButton"].Instance.Text = TextToDisplay if Key.Toggled then Keybind:Press(Key.Toggled, true) end if Data.Callback then Library:SafeCall(Data.Callback, Keybind.Toggled) end Update() elseif TableFind({ "Toggle", "Hold", "Always" }, Key) then Keybind.Mode = Key Keybind:SetMode(Keybind.Mode) if Data.Callback then Library:SafeCall(Data.Callback, Keybind.Toggled) end Update() elseif type(Key) == "boolean" then Keybind:Press(Key) end Keybind.Picking = false end function Keybind:Press(Bool) if Keybind.Mode == "Toggle" then Keybind.Toggled = not Keybind.Toggled elseif Keybind.Mode == "Hold" then Keybind.Toggled = Bool elseif Keybind.Mode == "Always" then Keybind.Toggled = true end Library.Flags[Keybind.Flag] = { Mode = Keybind.Mode, Key = Keybind.Key, Toggled = Keybind.Toggled, } if Data.Callback then Library:SafeCall(Data.Callback, Keybind.Toggled) end Update() end function Keybind:SetVisibleInList(Bool) Keybind.ForceHide = not Bool Update() end function Keybind:SetMode(Mode) for Index, Value in Modes do if Index == Mode then Value[1]:Tween(nil, { BackgroundTransparency = 0 }) Value[4]:Tween(nil, { BackgroundTransparency = 0 }) Value[2]:Tween(nil, { TextTransparency = 0 }) Value[3]:Tween(nil, { Transparency = 0 }) else Value[1]:Tween(nil, { BackgroundTransparency = 1 }) Value[4]:Tween(nil, { BackgroundTransparency = 1 }) Value[2]:Tween(nil, { TextTransparency = 0.4 }) Value[3]:Tween(nil, { Transparency = 1 }) end end Library.Flags[Keybind.Flag] = { Mode = Keybind.Mode, Key = Keybind.Key, Toggled = Keybind.Toggled, } if Data.Callback then Library:SafeCall(Data.Callback, Keybind.Toggled) end Update() end local CompareVectors = function(PointA, PointB) return (PointA.X < PointB.X) or (PointA.Y < PointB.Y) end local IsClipped = function(Object, Column) local Parent = Column local BoundryTop = Parent.AbsolutePosition local BoundryBottom = BoundryTop + Parent.AbsoluteSize local Top = Object.AbsolutePosition local Bottom = Top + Object.AbsoluteSize return CompareVectors(Top, BoundryTop) or CompareVectors(BoundryBottom, Bottom) end Items["KeyButton"]:Connect("Changed", function(Property) if Property == "AbsolutePosition" and Keybind.IsOpen then Keybind.IsOpen = not IsClipped(Items["KeybindWindow"].Instance, Data.Section.Items["Section"].Instance.Parent) Items["KeybindWindow"].Instance.Visible = Keybind.IsOpen end end) Items["KeyButton"]:Connect("MouseButton1Click", function() Keybind.Picking = true Items["KeyButton"].Instance.Text = "." Library:Thread(function() local Count = 1 while true do if not Keybind.Picking then break end if Count == 4 then Count = 1 end if Keybind.Picking then Items["KeyButton"].Instance.Text = Count == 1 and "." or Count == 2 and ".." or Count == 3 and "..." end Count += 1 task.wait(0.4) end end) local InputBegan InputBegan = UserInputService.InputBegan:Connect(function(Input) if Input.UserInputType == Enum.UserInputType.Touch then return end if Input.UserInputType == Enum.UserInputType.Keyboard then Keybind:Set(Input.KeyCode) else Keybind:Set(Input.UserInputType) end InputBegan:Disconnect() InputBegan = nil end) end) Items["KeyButton"]:Connect("MouseButton2Down", function() Keybind:SetOpen(not Keybind.IsOpen) end) Library:Connect(UserInputService.InputBegan, function(Input) if Keybind.Value == "None" then return end if tostring(Input.KeyCode) == Keybind.Key then if Keybind.Mode == "Toggle" then Keybind:Press() elseif Keybind.Mode == "Hold" then Keybind:Press(true) elseif Keybind.Mode == "Always" then Keybind:Press(true) end elseif tostring(Input.UserInputType) == Keybind.Key then if Keybind.Mode == "Toggle" then Keybind:Press() elseif Keybind.Mode == "Hold" then Keybind:Press(true) elseif Keybind.Mode == "Always" then Keybind:Press(true) end end if Input.UserInputType == Enum.UserInputType.MouseButton1 then if not Keybind.IsOpen then return end if Library:IsMouseOverFrame(Items["KeybindWindow"]) then return end Keybind:SetOpen(false) end end) Library:Connect(UserInputService.InputEnded, function(Input) if Keybind.Value == "None" then return end if tostring(Input.KeyCode) == Keybind.Key then if Keybind.Mode == "Hold" then Keybind:Press(false) elseif Keybind.Mode == "Always" then Keybind:Press(true) end elseif tostring(Input.UserInputType) == Keybind.Key then if Keybind.Mode == "Hold" then Keybind:Press(false) elseif Keybind.Mode == "Always" then Keybind:Press(true) end end end) Items["Toggle"]:Connect("MouseButton1Down", function() Keybind.Mode = "Toggle" Keybind:SetMode("Toggle") end) Items["Hold"]:Connect("MouseButton1Down", function() Keybind.Mode = "Hold" Keybind:SetMode("Hold") end) Items["AlwaysOn"]:Connect("MouseButton1Down", function() Keybind.Mode = "Always" Keybind:SetMode("Always On") end) if Data.Default then Keybind:Set({ Key = Data.Default, Mode = Data.Mode or "Toggle", Toggled = Data.Toggled }) end Library.SetFlags[Keybind.Flag] = function(Value) Keybind:Set(Value) end return Keybind, Items end Library.Watermark = function(self, Name) local Watermark = {} local Items = {} do Items["Watermark"] = Instances:Create("Frame", { Parent = Library.Holder.Instance, Name = "\0", AnchorPoint = Vector2New(0.5, 0), Position = UDim2New(0.5, 0, 0, 25), BorderColor3 = FromRGB(0, 34, 37), Size = UDim2New(0, 180, 0, 30), BorderSizePixel = 2, BackgroundColor3 = FromRGB(17, 21, 27), ZIndex = 5, }) Items["Watermark"]:AddToTheme({ BackgroundColor3 = "Background 1" }) Items["UIStroke"] = Instances:Create("UIStroke", { Parent = Items["Watermark"].Instance, Name = "\0", Color = FromRGB(94, 213, 213), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }) Items["UIStroke"]:AddToTheme({ Color = "Accent" }) Instances:Create("UIGradient", { Parent = Items["UIStroke"].Instance, Name = "\0", Rotation = 90, Transparency = NumSequence({ NumSequenceKeypoint(0, 0), NumSequenceKeypoint(0.696, 0.2749999761581421), NumSequenceKeypoint(0.84, 0.574999988079071), NumSequenceKeypoint(1, 1), }), }) Items["Glow"] = Instances:Create("ImageLabel", { Parent = Items["Watermark"].Instance, Name = "\0", ImageColor3 = FromRGB(94, 213, 213), ScaleType = Enum.ScaleType.Slice, ImageTransparency = 0.5, BorderColor3 = FromRGB(0, 0, 0), BackgroundColor3 = FromRGB(255, 255, 255), Size = UDim2New(1, 25, 1, 25), AnchorPoint = Vector2New(0.5, 0.5), Image = "rbxassetid://18245826428", BackgroundTransparency = 1, Position = UDim2New(0.5, 0, 0.5, 0), ZIndex = 4, BorderSizePixel = 0, SliceCenter = RectNew(Vector2New(21, 21), Vector2New(79, 79)), }) Items["Glow"]:AddToTheme({ ImageColor3 = "Accent" }) Instances:Create("UIGradient", { Parent = Items["Glow"].Instance, Name = "\0", Rotation = 90, Transparency = NumSequence({ NumSequenceKeypoint(0, 0), NumSequenceKeypoint(1, 1) }), }) Items["Text"] = Instances:Create("TextLabel", { Parent = Items["Watermark"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = Name, AnchorPoint = Vector2New(0.5, 0.5), Size = UDim2New(0, 0, 0, 15), BackgroundTransparency = 1, Position = UDim2New(0.5, 0, 0.5, 0), BorderSizePixel = 0, ZIndex = 5, AutomaticSize = Enum.AutomaticSize.X, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Text"]:AddToTheme({ TextColor3 = "Text" }) Items["Watermark"]:MakeDraggable() end Watermark.BaseText = Name function Watermark:SetText(Text) Watermark.BaseText = tostring(Text) end local Frames = 0 local LastUpdate = tick() local CurrentFps = 60 Library:Connect(RunService.RenderStepped, function() Frames = Frames + 1 local Now = tick() if Now - LastUpdate >= 1 then CurrentFps = math.floor(Frames / (Now - LastUpdate)) Frames = 0 LastUpdate = Now end local Ping = 0 pcall(function() Ping = math.floor(LocalPlayer:GetNetworkPing() * 1000) end) Items["Text"].Instance.Text = string.format("%s | %d FPS | %d ms", Watermark.BaseText, CurrentFps, Ping) Items["Watermark"]:Tween(nil, { Size = UDim2New(0, Items["Text"].Instance.TextBounds.X + 20, 0, 30) }) end) function Watermark:SetVisibility(Bool) Items["Watermark"].Instance.Visible = Bool end Watermark:SetText(Name) return Watermark end Library.KeybindList = function(self) local KeybindList = {} self.KeyList = KeybindList local Items = {} do Items["KeybindList"] = Instances:Create("Frame", { Parent = Library.Holder.Instance, Name = "\0", AnchorPoint = Vector2New(0, 0.5), Position = UDim2New(0, 20, 0.5, 0), BorderColor3 = FromRGB(0, 0, 0), BorderSizePixel = 0, Visible = false, AutomaticSize = Enum.AutomaticSize.XY, BackgroundColor3 = FromRGB(24, 28, 36), }) Items["KeybindList"]:AddToTheme({ BackgroundColor3 = "Background 2" }) Instances:Create("UIPadding", { Parent = Items["KeybindList"].Instance, Name = "\0", PaddingTop = UDimNew(0, 9), PaddingBottom = UDimNew(0, 9), PaddingRight = UDimNew(0, 9), PaddingLeft = UDimNew(0, 9), }) Items["Liner"] = Instances:Create("Frame", { Parent = Items["KeybindList"].Instance, Name = "\0", Position = UDim2New(0, -9, 0, -9), BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(1, 18, 0, 2), BorderSizePixel = 0, BackgroundColor3 = FromRGB(94, 213, 213), }) Items["Liner"]:AddToTheme({ BackgroundColor3 = "Accent" }) Items["Glow"] = Instances:Create("ImageLabel", { Parent = Items["Liner"].Instance, Name = "\0", ImageColor3 = FromRGB(94, 213, 213), ScaleType = Enum.ScaleType.Slice, ImageTransparency = 0.5, BorderColor3 = FromRGB(0, 0, 0), BackgroundColor3 = FromRGB(94, 213, 213), Size = UDim2New(0, 113, 1, 8), AnchorPoint = Vector2New(0.5, 0.5), Image = "rbxassetid://18245826428", BackgroundTransparency = 1, Position = UDim2New(0.5, 0, 0.5, 0), ZIndex = 2, BorderSizePixel = 0, SliceCenter = RectNew(Vector2New(21, 21), Vector2New(79, 79)), }) Items["Glow"]:AddToTheme({ ImageColor3 = "Accent" }) Instances:Create("UIGradient", { Parent = Items["Glow"].Instance, Name = "\0", Rotation = 90, Transparency = NumSequence({ NumSequenceKeypoint(0, 0), NumSequenceKeypoint(1, 1) }), }) Items["Title"] = Instances:Create("TextLabel", { Parent = Items["KeybindList"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = "Keybinds", BackgroundTransparency = 1, TextXAlignment = Enum.TextXAlignment.Left, Size = UDim2New(0, 75, 0, 15), BorderSizePixel = 0, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Title"]:AddToTheme({ TextColor3 = "Text" }) Items["Liner2"] = Instances:Create("Frame", { Parent = Items["KeybindList"].Instance, Name = "\0", Position = UDim2New(0, 0, 0, 21), BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(1, 0, 0, 1), BorderSizePixel = 0, BackgroundColor3 = FromRGB(46, 52, 61), }) Items["Liner2"]:AddToTheme({ BackgroundColor3 = "Border" }) Items["Content"] = Instances:Create("Frame", { Parent = Items["KeybindList"].Instance, Name = "\0", BackgroundTransparency = 1, Position = UDim2New(0, 0, 0, 28), BorderColor3 = FromRGB(0, 0, 0), BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.XY, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIListLayout", { Parent = Items["Content"].Instance, Name = "\0", Padding = UDimNew(0, 4), SortOrder = Enum.SortOrder.LayoutOrder, }) Instances:Create("UIStroke", { Parent = Items["KeybindList"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) end function KeybindList:SetVisibility(Bool) Items["KeybindList"].Instance.Visible = Bool end function KeybindList:Add(Name, Key) local NewKey = Instances:Create("TextLabel", { Parent = Items["Content"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), TextTransparency = 0.4000000059604645, Text = Name .. " [" .. Key .. "]", Size = UDim2New(0, 0, 0, 15), BackgroundTransparency = 1, BorderSizePixel = 0, BorderColor3 = FromRGB(0, 0, 0), AutomaticSize = Enum.AutomaticSize.X, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) NewKey:AddToTheme({ TextColor3 = "Text" }) function NewKey:SetText(Name, Key) NewKey.Instance.Text = Name .. " [" .. Key .. "]" end function NewKey:SetStatus(Bool) if NewKey.Instance.Text:find("Menu Keybind") then NewKey.Instance.Visible = false return end NewKey.Instance.Visible = Bool end return NewKey end return KeybindList end Library.ArmorViewer = function(self) local Viewer = { Items = {}, } local Items = {} do Items["ArmorViewer"] = Instances:Create("Frame", { Parent = Library.Holder.Instance, Name = "\0", Position = UDim2New(0, 0, 0.5, 0), BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(0, 295, 0, 220), BorderSizePixel = 0, ZIndex = 8, BackgroundColor3 = FromRGB(24, 28, 36), }) Items["ArmorViewer"]:AddToTheme({ BackgroundColor3 = "Background 2" }) Items["ArmorViewer"]:MakeDraggable() Items["ArmorViewer"]:MakeResizeable(Vector2New(295, 220), Vector2New(9999, 9999)) Items["Liner"] = Instances:Create("Frame", { Parent = Items["ArmorViewer"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(1, 0, 0, 2), BorderSizePixel = 0, ZIndex = 8, BackgroundColor3 = FromRGB(94, 213, 213), }) Items["Liner"]:AddToTheme({ BackgroundColor3 = "Accent" }) Items["Glow"] = Instances:Create("ImageLabel", { Parent = Items["Liner"].Instance, Name = "\0", ImageColor3 = FromRGB(94, 213, 213), ScaleType = Enum.ScaleType.Slice, ImageTransparency = 0.5, BorderColor3 = FromRGB(0, 0, 0), BackgroundColor3 = FromRGB(94, 213, 213), Size = UDim2New(1, 8, 1, 8), AnchorPoint = Vector2New(0.5, 0.5), Image = "rbxassetid://18245826428", BackgroundTransparency = 1, Position = UDim2New(0.5, 0, 0.5, 0), ZIndex = 8, BorderSizePixel = 0, SliceCenter = RectNew(Vector2New(21, 21), Vector2New(79, 79)), }) Items["Glow"]:AddToTheme({ ImageColor3 = "Accent" }) Instances:Create("UIGradient", { Parent = Items["Glow"].Instance, Name = "\0", Rotation = 90, Transparency = NumSequence({ NumSequenceKeypoint(0, 0), NumSequenceKeypoint(1, 1) }), }) Items["Title"] = Instances:Create("TextLabel", { Parent = Items["ArmorViewer"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = "inventory", Size = UDim2New(0, 0, 0, 15), Position = UDim2New(0, 8, 0, 8), BackgroundTransparency = 1, TextXAlignment = Enum.TextXAlignment.Left, BorderSizePixel = 0, ZIndex = 8, AutomaticSize = Enum.AutomaticSize.X, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Title"]:AddToTheme({ TextColor3 = "Text" }) Items["Holder"] = Instances:Create("Frame", { Parent = Items["ArmorViewer"].Instance, Name = "\0", BackgroundTransparency = 1, Position = UDim2New(0, 8, 0, 32), BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(1, -16, 1, -40), BorderSizePixel = 0, ZIndex = 8, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIStroke", { Parent = Items["Holder"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["RealHolder"] = Instances:Create("ScrollingFrame", { Parent = Items["Holder"].Instance, Name = "\0", Active = true, AutomaticCanvasSize = Enum.AutomaticSize.Y, BorderSizePixel = 0, CanvasSize = UDim2New(0, 0, 0, 0), ScrollBarImageColor3 = FromRGB(46, 52, 61), MidImage = "rbxassetid://93024691806056", BorderColor3 = FromRGB(0, 0, 0), ScrollBarThickness = 3, Size = UDim2New(1, -4, 1, -8), BackgroundTransparency = 1, Position = UDim2New(0, 0, 0, 4), ZIndex = 8, BottomImage = "rbxassetid://93024691806056", TopImage = "rbxassetid://93024691806056", BackgroundColor3 = FromRGB(255, 255, 255), }) Items["RealHolder"]:AddToTheme({ ScrollBarImageColor3 = "Border" }) Instances:Create("UIGridLayout", { Parent = Items["RealHolder"].Instance, Name = "\0", SortOrder = Enum.SortOrder.LayoutOrder, CellPadding = UDim2New(0, 8, 0, 8), CellSize = UDim2New(0, 82, 0, 82), }) Instances:Create("UIPadding", { Parent = Items["RealHolder"].Instance, Name = "\0", PaddingTop = UDimNew(0, 1), PaddingBottom = UDimNew(0, 6), PaddingRight = UDimNew(0, 8), PaddingLeft = UDimNew(0, 5), }) end function Viewer:Add(Name, Icon) local NewItemTable = {} local NewItem = Instances:Create("Frame", { Parent = Items["RealHolder"].Instance, Name = "\0", BackgroundTransparency = 1, BorderColor3 = FromRGB(0, 0, 0), ZIndex = 8, Size = UDim2New(0, 100, 0, 100), BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIStroke", { Parent = NewItem.Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) local NewIcon = Instances:Create("ImageLabel", { Parent = NewItem.Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), AnchorPoint = Vector2New(0.5, 0.5), ZIndex = 8, Image = "rbxassetid://" .. Icon, BackgroundTransparency = 1, Position = UDim2New(0.5, 0, 0.5, 0), Size = UDim2New(0, 50, 0, 50), BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) function NewItemTable:Remove() NewItem:Clean() Viewer.Items[Name] = nil end Viewer.Items[Name] = NewItem return NewItemTable end function Viewer:ClearAllItems() for Index, Value in Viewer.Items do Value:Remove() end end function Viewer:SetVisibility(Bool) Items["ArmorViewer"].Instance.Visible = Bool end function Viewer:SetTitle(Name) Items["Title"].Instance.Text = Name end function Viewer:SetPosition(Position) Items["ArmorViewer"].Instance.Position = Position end return Viewer end Library.Notification = function(self, Name, Duration) local Items = {} do Items["Notification"] = Instances:Create("Frame", { Parent = self.NotifHolder.Instance, Name = "\0", Size = UDim2New(0, 20, 0, 20), BorderColor3 = FromRGB(0, 0, 0), BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.XY, BackgroundColor3 = FromRGB(24, 28, 36), }) Items["Notification"]:AddToTheme({ BackgroundColor3 = "Inline" }) Instances:Create("UIPadding", { Parent = Items["Notification"].Instance, Name = "\0", PaddingTop = UDimNew(0, 7), PaddingBottom = UDimNew(0, 7), PaddingRight = UDimNew(0, 7), PaddingLeft = UDimNew(0, 7), }) Items["Text"] = Instances:Create("TextLabel", { Parent = Items["Notification"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = Name, Size = UDim2New(0, 0, 0, 15), BackgroundTransparency = 1, TextXAlignment = Enum.TextXAlignment.Left, BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.XY, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Text"]:AddToTheme({ TextColor3 = "Text" }) Instances:Create("UIStroke", { Parent = Items["Notification"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) end local Size = Items["Notification"].Instance.AbsoluteSize for Index, Value in Items do if Value.Instance:IsA("Frame") then Value.Instance.BackgroundTransparency = 1 elseif Value.Instance:IsA("TextLabel") then Value.Instance.TextTransparency = 1 end end Items["Notification"].Instance.AutomaticSize = Enum.AutomaticSize.None Library:Thread(function() for Index, Value in Items do if Value.Instance:IsA("Frame") then Value:Tween(nil, { BackgroundTransparency = 0 }) elseif Value.Instance:IsA("TextLabel") then Value:Tween(nil, { TextTransparency = 0 }) end end Items["Notification"]:Tween(nil, { Size = UDim2New(0, Size.X, 0, Size.Y) }) task.delay(Duration + 0.1, function() for Index, Value in Items do if Value.Instance:IsA("Frame") then Value:Tween(nil, { BackgroundTransparency = 1 }) elseif Value.Instance:IsA("TextLabel") then Value:Tween(nil, { TextTransparency = 1 }) end end Items["Notification"]:Tween(nil, { Size = UDim2New(0, 0, 0, 0) }) task.wait(0.5) Items["Notification"]:Clean() end) end) end Library.TargetHud = function(self) local TargetHud = {} local Items = {} do Items["TargetHud"] = Instances:Create("Frame", { Parent = Library.Holder.Instance, Name = "\0", Size = UDim2New(0, 295, 0, 21), Position = UDim2New(0, 0, 0.8, 0), BorderColor3 = FromRGB(0, 0, 0), BorderSizePixel = 0, ZIndex = 6, AutomaticSize = Enum.AutomaticSize.Y, BackgroundColor3 = FromRGB(17, 21, 27), Visible = false, }) Items["TargetHud"]:AddToTheme({ BackgroundColor3 = "Background 1" }) Items["TargetHud"]:MakeDraggable() Instances:Create("UIStroke", { Parent = Items["TargetHud"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["Title"] = Instances:Create("TextLabel", { Parent = Items["TargetHud"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = "Target Hud", Size = UDim2New(0, 0, 0, 15), Position = UDim2New(0, 8, 0, 8), BackgroundTransparency = 1, ZIndex = 6, TextXAlignment = Enum.TextXAlignment.Left, BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.X, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Title"]:AddToTheme({ TextColor3 = "Text" }) Items["Liner"] = Instances:Create("Frame", { Parent = Items["TargetHud"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(1, 0, 0, 2), ZIndex = 6, BorderSizePixel = 0, BackgroundColor3 = FromRGB(94, 213, 213), }) Items["Liner"]:AddToTheme({ BackgroundColor3 = "Accent" }) Items["Glow"] = Instances:Create("ImageLabel", { Parent = Items["Liner"].Instance, Name = "\0", ImageColor3 = FromRGB(94, 213, 213), ScaleType = Enum.ScaleType.Slice, ImageTransparency = 0.5, BorderColor3 = FromRGB(0, 0, 0), ZIndex = 6, BackgroundColor3 = FromRGB(94, 213, 213), Size = UDim2New(1, 8, 1, 8), AnchorPoint = Vector2New(0.5, 0.5), Image = "rbxassetid://18245826428", BackgroundTransparency = 1, Position = UDim2New(0.5, 0, 0.5, 0), BorderSizePixel = 0, SliceCenter = RectNew(Vector2New(21, 21), Vector2New(79, 79)), }) Items["Glow"]:AddToTheme({ ImageColor3 = "Accent" }) Instances:Create("UIGradient", { Parent = Items["Glow"].Instance, Name = "\0", Rotation = 90, Transparency = NumSequence({ NumSequenceKeypoint(0, 0), NumSequenceKeypoint(1, 1) }), }) Items["Content"] = Instances:Create("Frame", { Parent = Items["TargetHud"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), BackgroundTransparency = 1, ZIndex = 6, Position = UDim2New(0, 8, 0, 32), Size = UDim2New(1, -16, 0, 0), BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.Y, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIStroke", { Parent = Items["Content"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["Avatar"] = Instances:Create("ImageLabel", { Parent = Items["Content"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), Image = "rbxasset://textures/ui/GuiImagePlaceholder.png", BackgroundTransparency = 1, ZIndex = 6, Size = UDim2New(0, 70, 0, 70), BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Username"] = Instances:Create("TextLabel", { Parent = Items["Content"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = "-- (@--)", Size = UDim2New(1, -77, 0, 15), ZIndex = 6, BackgroundTransparency = 1, TextXAlignment = Enum.TextXAlignment.Left, Position = UDim2New(0, 77, 0, 0), BorderSizePixel = 0, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Username"]:AddToTheme({ TextColor3 = "Text" }) Instances:Create("UIPadding", { Parent = Items["TargetHud"].Instance, Name = "\0", PaddingBottom = UDimNew(0, 8), }) Instances:Create("UIPadding", { Parent = Items["Content"].Instance, Name = "\0", PaddingTop = UDimNew(0, 9), PaddingBottom = UDimNew(0, 8), PaddingRight = UDimNew(0, 9), PaddingLeft = UDimNew(0, 9), }) Items["Bars"] = Instances:Create("Frame", { Parent = Items["Content"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), AnchorPoint = Vector2New(0, 1), BackgroundTransparency = 1, Position = UDim2New(0, 77, 1, 0), Size = UDim2New(1, -77, 0, 0), BorderSizePixel = 0, ZIndex = 6, AutomaticSize = Enum.AutomaticSize.Y, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIListLayout", { Parent = Items["Bars"].Instance, Name = "\0", VerticalAlignment = Enum.VerticalAlignment.Bottom, Padding = UDimNew(0, 4), SortOrder = Enum.SortOrder.LayoutOrder, }) end function TargetHud:AddBar(Color) local NewBar = {} local NewBarBackground = Instances:Create("Frame", { Parent = Items["Bars"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), AnchorPoint = Vector2New(0, 1), ZIndex = 6, BackgroundTransparency = 1, Position = UDim2New(0, 77, 1, 0), Size = UDim2New(1, 0, 0, 12), BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIStroke", { Parent = NewBarBackground.Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) local BarAccent = Instances:Create("Frame", { Parent = NewBarBackground.Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(0.8999999761581421, 0, 1, 0), ZIndex = 6, BorderSizePixel = 0, BackgroundColor3 = Color, }) Instances:Create("UIGradient", { Parent = BarAccent.Instance, Name = "\0", Rotation = 90, Color = RGBSequence({ RGBSequenceKeypoint(0, FromRGB(255, 255, 255)), RGBSequenceKeypoint(1, FromRGB(153, 153, 153)), }), }) local BarValue = Instances:Create("TextLabel", { Parent = NewBarBackground.Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), ZIndex = 6, BorderColor3 = FromRGB(0, 0, 0), Text = "90", Size = UDim2New(0, 0, 1, 0), BackgroundTransparency = 1, Position = UDim2New(0, 1, 0, -1), BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.X, TextSize = 12, BackgroundColor3 = FromRGB(255, 255, 255), }) BarValue:AddToTheme({ TextColor3 = "Text" }) Instances:Create("UIStroke", { Parent = BarValue.Instance, Name = "\0", }) function NewBar:SetPercentage(Percentage) local RealPercentage = 1 / 100 * Percentage if BarAccent and NewBarBackground then BarAccent:Tween( TweenInfo.new(0.25, Enum.EasingStyle.Quad, Enum.EasingDirection.Out), { Size = UDim2New(RealPercentage, 0, 1, 0) } ) BarValue.Instance.Text = math.floor(Percentage) end end function NewBar:Remove() NewBarBackground:Clean() NewBar = nil end return NewBar end function TargetHud:SetPlayer(Player) if not Player then return end local okThumb, AvatarContent = pcall(function() return Players:GetUserThumbnailAsync( Player.UserId, Enum.ThumbnailType.HeadShot, Enum.ThumbnailSize.Size420x420 ) end) if not okThumb or type(AvatarContent) ~= "string" or AvatarContent == "" then AvatarContent = string.format("rbxthumb://type=AvatarHeadShot&id=%d&w=420&h=420", Player.UserId) end Items["Avatar"].Instance.Image = AvatarContent Items["Username"].Instance.Text = Player.DisplayName .. " (@" .. Player.Name .. ")" end function TargetHud:SetVisibility(Bool) Items["TargetHud"].Instance.Visible = Bool end function TargetHud:SetPosition(Position) Items["TargetHud"].Instance.Position = Position end return TargetHud end Library.Window = function(self, Data) Data = Data or {} if not Library.Font then CustomFont:New("VerdanaFix", 400, "Regular", { Id = "VerdanaFix", Url = "https://github.com/sametexe001/luas/raw/refs/heads/main/fonts/verdana.ttf", }) Library.Font = CustomFont:Get("VerdanaFix") end local Window = { Name = Data.Name or Data.name or "Bronx Dupe", Logo = Data.Logo or Data.logo or "121644323941494", Pages = {}, Items = {}, IsOpen = false, } local Items = {} do Items["MainFrame"] = Instances:Create("Frame", { Parent = Library.Holder.Instance, Name = "\0", AnchorPoint = Vector2New(0.5, 0.5), Position = IsMobile and UDim2New(0.5, 0, 0.5, 75) or UDim2New(0.5, 0, 0.5, 10), BorderColor3 = FromRGB(0, 34, 37), Size = not IsMobile and UDim2New(0, 621, 0, 542) or UDim2New(0, 450, 0, 480), BorderSizePixel = 2, Visible = false, BackgroundColor3 = FromRGB(17, 21, 27), }) Items["MainFrame"]:AddToTheme({ BackgroundColor3 = "Background 1" }) Items["UIScale"] = Instances:Create("UIScale", { Parent = Items["MainFrame"].Instance, Name = "\0", Scale = IsMobile and 0.65 or 1, }) Library.MainFrame = Items["MainFrame"].Instance Items["MainFrame"]:MakeDraggable() Items["MainFrame"]:MakeResizeable(Vector2New(621, 542), Vector2New(9999, 9999)) Items["UIStroke"] = Instances:Create("UIStroke", { Parent = Items["MainFrame"].Instance, Name = "\0", Color = FromRGB(94, 213, 213), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }) Items["UIStroke"]:AddToTheme({ Color = "Accent" }) Instances:Create("UIGradient", { Parent = Items["UIStroke"].Instance, Name = "\0", Rotation = 90, Transparency = NumSequence({ NumSequenceKeypoint(0, 0), NumSequenceKeypoint(0.696, 0.2749999761581421), NumSequenceKeypoint(0.84, 0.574999988079071), NumSequenceKeypoint(1, 1), }), }) Items["Inline"] = Instances:Create("Frame", { Parent = Items["MainFrame"].Instance, Name = "\0", BackgroundTransparency = 1, Position = UDim2New(0, 1, 0, 1), BorderColor3 = FromRGB(0, 34, 37), Size = UDim2New(1, -2, 1, -2), BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIStroke", { Parent = Items["Inline"].Instance, Name = "\0", Color = FromRGB(0, 34, 37), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Window Outline" }) Items["Logo"] = Instances:Create("ImageLabel", { Parent = Items["Inline"].Instance, Name = "\0", ImageColor3 = FromRGB(0, 128, 128), BorderColor3 = FromRGB(0, 0, 0), Image = string.find(tostring(Window.Logo), "rbxassetid://") and Window.Logo or "rbxassetid://" .. tostring(Window.Logo), BackgroundTransparency = 1, Position = UDim2New(0, 8, 0, 10), Size = UDim2New(0, 18, 0, 18), BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 0, 0), }) Items["Title"] = Instances:Create("TextLabel", { Parent = Items["Inline"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = Window.Name, Size = UDim2New(0, 0, 0, 15), BackgroundTransparency = 1, Position = UDim2New(0, 32, 0, 10), BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.X, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Title"]:AddToTheme({ TextColor3 = "Text" }) Items["Content"] = Instances:Create("Frame", { Parent = Items["Inline"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), BackgroundTransparency = 1, Position = UDim2New(0, 7, 0, 39), ClipsDescendants = true, Size = UDim2New(1, -14, 1, -46), ZIndex = 2, BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIStroke", { Parent = Items["Content"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["Pages"] = Instances:Create("Frame", { Parent = Items["Content"].Instance, Name = "\0", BackgroundTransparency = 1, BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(1, 0, 0, 30), BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIListLayout", { Parent = Items["Pages"].Instance, Name = "\0", FillDirection = Enum.FillDirection.Horizontal, HorizontalFlex = Enum.UIFlexAlignment.Fill, Padding = UDimNew(0, 1), SortOrder = Enum.SortOrder.LayoutOrder, }) Items["Glow"] = Instances:Create("ImageLabel", { Parent = Items["MainFrame"].Instance, Name = "\0", ImageColor3 = FromRGB(94, 213, 213), ScaleType = Enum.ScaleType.Slice, ImageTransparency = 0.5, BorderColor3 = FromRGB(0, 0, 0), BackgroundColor3 = FromRGB(255, 255, 255), Size = UDim2New(1, 25, 1, 25), AnchorPoint = Vector2New(0.5, 0.5), Image = "rbxassetid://18245826428", BackgroundTransparency = 1, Position = UDim2New(0.5, 0, 0.5, 0), ZIndex = -1, BorderSizePixel = 0, SliceCenter = RectNew(Vector2New(21, 21), Vector2New(79, 79)), }) Items["Glow"]:AddToTheme({ ImageColor3 = "Accent" }) Instances:Create("UIGradient", { Parent = Items["Glow"].Instance, Name = "\0", Rotation = 90, Transparency = NumSequence({ NumSequenceKeypoint(0, 0), NumSequenceKeypoint(1, 1) }), }) Window.Items = Items end local Debounce = false function Window:SetCenter() local CenterPosition = Items["MainFrame"].Instance.AbsolutePosition task.wait() Items["MainFrame"].Instance.AnchorPoint = Vector2New(0, 0) Items["MainFrame"].Instance.Position = UDim2New(0, CenterPosition.X, 0, CenterPosition.Y) end function Window:SetOpen(Bool) for Index, Value in Library.OpenFrames do Value:SetOpen(false) end if Debounce then return end Window.IsOpen = Bool Debounce = true if Window.IsOpen then Items["MainFrame"].Instance.Visible = true end local Descendants = Items["MainFrame"].Instance:GetDescendants() TableInsert(Descendants, Items["MainFrame"].Instance) local NewTween for Index, Value in Descendants do local TransparencyProperty = Tween:GetProperty(Value) if not TransparencyProperty then continue end if type(TransparencyProperty) == "table" then for _, Property in TransparencyProperty do NewTween = Tween:FadeItem(Value, Property, Bool, Library.FadeSpeed) end else NewTween = Tween:FadeItem(Value, TransparencyProperty, Bool, Library.FadeSpeed) end end NewTween.Tween.Completed:Connect(function() Debounce = false Items["MainFrame"].Instance.Visible = Window.IsOpen end) end Library:Connect(UserInputService.InputBegan, function(Input) if tostring(Input.KeyCode) == Library.MenuKeybind or tostring(Input.UserInputType) == Library.MenuKeybind then Window:SetOpen(not Window.IsOpen) end end) Window:SetCenter() task.wait() local bootHidden = false if Library.Folders and Library.Folders.Directory then bootHidden = isfile(Library.Folders.Directory.."/silentload.txt") end if bootHidden then Library.FadeSpeed = 0 Window:SetOpen(false) Library.FadeSpeed = 0.2 else Window:SetOpen(true) end if Data.MobileButtonText then Library.HideShowButtonText = Data.MobileButtonText end return setmetatable(Window, Library) end Library.Page = function(self, Data) Data = Data or {} local Page = { Window = self, Name = Data.Name or Data.name or "Page", Columns = Data.Columns or Data.columns or 2, Items = {}, ColumnsData = {}, Active = false, } local Items = {} do Items["Inactive"] = Instances:Create("TextButton", { Parent = Page.Window.Items["Pages"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, BackgroundTransparency = 1, Size = UDim2New(0, 0, 1, 0), BorderSizePixel = 0, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIStroke", { Parent = Items["Inactive"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["Liner"] = Instances:Create("Frame", { Parent = Items["Inactive"].Instance, Name = "\0", BackgroundTransparency = 1, Size = UDim2New(0, 0, 0, 1), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 2, BorderSizePixel = 0, BackgroundColor3 = FromRGB(94, 213, 213), }) Items["Liner"]:AddToTheme({ BackgroundColor3 = "Accent" }) Items["Glow"] = Instances:Create("ImageLabel", { Parent = Items["Liner"].Instance, Name = "\0", Visible = false, ImageTransparency = 0.5, AnchorPoint = Vector2New(0.5, 0.5), Image = "rbxassetid://18245826428", ZIndex = 2, BorderSizePixel = 0, SliceCenter = RectNew(Vector2New(21, 21), Vector2New(79, 79)), ScaleType = Enum.ScaleType.Slice, BorderColor3 = FromRGB(0, 0, 0), BackgroundTransparency = 1, Position = UDim2New(0.5, 0, 0.5, 0), ImageColor3 = FromRGB(94, 213, 213), Size = UDim2New(1, 8, 1, 8), BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Glow"]:AddToTheme({ ImageColor3 = "Accent" }) Instances:Create("UIGradient", { Parent = Items["Glow"].Instance, Name = "\0", Rotation = 90, Transparency = NumSequence({ NumSequenceKeypoint(0, 0), NumSequenceKeypoint(1, 1) }), }) Items["Text"] = Instances:Create("TextLabel", { Parent = Items["Inactive"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), TextTransparency = 0.4000000059604645, Text = Page.Name, AutomaticSize = Enum.AutomaticSize.X, Size = UDim2New(0, 0, 0, 15), AnchorPoint = Vector2New(0.5, 0.5), BorderSizePixel = 0, BackgroundTransparency = 1, Position = UDim2New(0.5, 0, 0.5, 0), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 5, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Text"]:AddToTheme({ TextColor3 = "Text" }) Items["TextGlow"] = Instances:Create("ImageLabel", { Parent = Items["Text"].Instance, Name = "\0", ScaleType = Enum.ScaleType.Slice, ImageTransparency = 1, BorderColor3 = FromRGB(0, 0, 0), BackgroundColor3 = FromRGB(255, 255, 255), Size = UDim2New(1, 8, 1, 8), AnchorPoint = Vector2New(0.5, 0.5), Image = "rbxassetid://18245826428", BackgroundTransparency = 1, Position = UDim2New(0.5, 0, 0.5, 3), ZIndex = 2, BorderSizePixel = 0, SliceCenter = RectNew(Vector2New(21, 21), Vector2New(79, 79)), }) Items["TextGlow"]:AddToTheme({ ImageColor3 = "Text" }) Instances:Create("UIGradient", { Parent = Items["TextGlow"].Instance, Name = "\0", Rotation = 90, Transparency = NumSequence({ NumSequenceKeypoint(0, 0), NumSequenceKeypoint(1, 1) }), }) Items["Hide"] = Instances:Create("Frame", { Parent = Items["Inactive"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), AnchorPoint = Vector2New(0, 1), BackgroundTransparency = 1, Position = UDim2New(0, 0, 1, 1), Size = UDim2New(1, 0, 0, 2), BorderSizePixel = 0, BackgroundColor3 = FromRGB(17, 21, 27), }) Items["Hide"]:AddToTheme({ BackgroundColor3 = "Background 1" }) Items["Page"] = Instances:Create("Frame", { Parent = Library.UnusedHolder.Instance, Name = "\0", BackgroundTransparency = 1, Position = UDim2New(0, 0, 0, 80), BorderColor3 = FromRGB(0, 0, 0), Visible = false, Size = UDim2New(1, 0, 1, -35), BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIListLayout", { Parent = Items["Page"].Instance, Name = "\0", FillDirection = Enum.FillDirection.Horizontal, HorizontalFlex = Enum.UIFlexAlignment.Fill, SortOrder = Enum.SortOrder.LayoutOrder, VerticalFlex = Enum.UIFlexAlignment.Fill, }) for Index = 1, Page.Columns do local NewColumn = Instances:Create("ScrollingFrame", { Parent = Items["Page"].Instance, Name = "\0", ScrollBarImageColor3 = FromRGB(0, 0, 0), Active = true, AutomaticCanvasSize = Enum.AutomaticSize.Y, BorderColor3 = FromRGB(0, 0, 0), ScrollBarThickness = 0, BackgroundTransparency = 1, Size = UDim2New(0, 100, 0, 100), CanvasSize = UDim2New(0, 0, 0, 0), BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIPadding", { Parent = NewColumn.Instance, Name = "\0", PaddingTop = UDimNew(0, 5), PaddingBottom = UDimNew(0, 8), PaddingRight = UDimNew(0, 8), PaddingLeft = UDimNew(0, 8), }) Instances:Create("UIListLayout", { Parent = NewColumn.Instance, Name = "\0", Padding = UDimNew(0, 12), SortOrder = Enum.SortOrder.LayoutOrder, }) Page.ColumnsData[Index] = NewColumn end Page.Items = Items end local Debounce = false function Page:Turn(Bool) if Debounce then return end Page.Active = Bool Debounce = true Items["Page"].Instance.Visible = Bool Items["Page"].Instance.Parent = Bool and Page.Window.Items["Content"].Instance or Library.UnusedHolder.Instance if Page.Active then Items["Liner"]:Tween( TweenInfo.new(0.5, Enum.EasingStyle.Quint, Enum.EasingDirection.Out), { BackgroundTransparency = 0, Size = UDim2New(1, 0, 0, 1) } ) Items["TextGlow"]:Tween(nil, { ImageTransparency = 0.7 }) Items["Text"]:Tween(nil, { TextTransparency = 0 }) Items["Hide"]:Tween(nil, { BackgroundTransparency = 0 }) Items["Page"]:Tween( TweenInfo.new(0.6, Enum.EasingStyle.Quint, Enum.EasingDirection.Out), { Position = UDim2New(0, 0, 0, 35) } ) else Items["Liner"]:Tween( TweenInfo.new(0.5, Enum.EasingStyle.Quint, Enum.EasingDirection.Out), { BackgroundTransparency = 0, Size = UDim2New(0, 0, 0, 1) } ) Items["TextGlow"]:Tween(nil, { ImageTransparency = 1 }) Items["Text"]:Tween(nil, { TextTransparency = 0.4 }) Items["Hide"]:Tween(nil, { BackgroundTransparency = 1 }) Items["Page"]:Tween( TweenInfo.new(0.6, Enum.EasingStyle.Quint, Enum.EasingDirection.Out), { Position = UDim2New(0, 0, 0, 80) } ) end Debounce = false end Items["Inactive"]:Connect("MouseButton1Down", function() for Index, Value in Page.Window.Pages do if Value == Page and Page.Active then return end Value:Turn(Value == Page) end end) if #Page.Window.Pages == 0 then Page:Turn(true) end TableInsert(Page.Window.Pages, Page) return setmetatable(Page, Library.Pages) end Library.Pages.Section = function(self, Data) Data = Data or {} local Section = { Window = self.Window, Page = self, Name = Data.Name or Data.name or "Section", Side = Data.Side or Data.side or 1, Items = {}, } local Items = {} do Items["Section"] = Instances:Create("Frame", { Parent = Section.Page.ColumnsData[Section.Side].Instance, Name = "\0", Size = UDim2New(1, 0, 0, 40), BorderColor3 = FromRGB(0, 0, 0), BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.Y, BackgroundColor3 = FromRGB(19, 25, 31), }) Items["Section"]:AddToTheme({ BackgroundColor3 = "Inline" }) Instances:Create("UIStroke", { Parent = Items["Section"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Instances:Create("UIPadding", { Parent = Items["Section"].Instance, Name = "\0", PaddingBottom = UDimNew(0, 8), }) Items["Topbar"] = Instances:Create("Frame", { Parent = Items["Section"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(1, 0, 0, 25), BorderSizePixel = 0, BackgroundColor3 = FromRGB(19, 25, 31), }) Items["Topbar"]:AddToTheme({ BackgroundColor3 = "Inline" }) Instances:Create("UIGradient", { Parent = Items["Topbar"].Instance, Name = "\0", Rotation = 90, Color = RGBSequence({ RGBSequenceKeypoint(0, FromRGB(255, 255, 255)), RGBSequenceKeypoint(1, FromRGB(165, 165, 165)), }), }) Instances:Create("UIStroke", { Parent = Items["Topbar"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["Liner"] = Instances:Create("Frame", { Parent = Items["Topbar"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(0, 1, 1, 0), BorderSizePixel = 0, BackgroundColor3 = FromRGB(94, 213, 213), }) Items["Liner"]:AddToTheme({ BackgroundColor3 = "Accent" }) Instances:Create("UIGradient", { Parent = Items["Liner"].Instance, Name = "\0", Rotation = 90, Color = RGBSequence({ RGBSequenceKeypoint(0, FromRGB(255, 255, 255)), RGBSequenceKeypoint(1, FromRGB(171, 171, 171)), }), }) Items["Text"] = Instances:Create("TextLabel", { Parent = Items["Topbar"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = Section.Name, AnchorPoint = Vector2New(0, 0.5), Size = UDim2New(0, 0, 0, 15), BackgroundTransparency = 1, Position = UDim2New(0, 8, 0.5, -1), BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.X, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Text"]:AddToTheme({ TextColor3 = "Text" }) Items["Content"] = Instances:Create("Frame", { Parent = Items["Section"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), BackgroundTransparency = 1, Position = UDim2New(0, 8, 0, 35), Size = UDim2New(1, -16, 0, 0), BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.Y, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIListLayout", { Parent = Items["Content"].Instance, Name = "\0", Padding = UDimNew(0, 6), SortOrder = Enum.SortOrder.LayoutOrder, }) Section.Items = Items end return setmetatable(Section, Library.Sections) end Library.Sections.Toggle = function(self, Data) Data = Data or {} local Toggle = { Window = self.Window, Page = self.Page, Section = self, Name = Data.Name or Data.name or "Toggle", Flag = Data.Flag or Data.flag or Library:NextFlag(), Default = Data.Default or Data.default or false, Callback = Data.Callback or Data.callback or function() end, Value = false, } local Items = {} do Items["Toggle"] = Instances:Create("TextButton", { Parent = Toggle.Section.Items["Content"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, BackgroundTransparency = 1, Size = UDim2New(1, 0, 0, 15), BorderSizePixel = 0, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["IndicatorOutline"] = Instances:Create("Frame", { Parent = Items["Toggle"].Instance, Name = "\0", AnchorPoint = Vector2New(0, 0.5), Position = UDim2New(0, 0, 0.5, 0), BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(0, 12, 0, 12), BorderSizePixel = 0, BackgroundColor3 = FromRGB(32, 38, 48), }) Items["IndicatorOutline"]:AddToTheme({ BackgroundColor3 = "Element" }) Instances:Create("UIStroke", { Parent = Items["IndicatorOutline"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["IndicatorInline"] = Instances:Create("Frame", { Parent = Items["IndicatorOutline"].Instance, Name = "\0", AnchorPoint = Vector2New(0.5, 0.5), BackgroundTransparency = 1, Position = UDim2New(0.5, 0, 0.5, 0), BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(0, -2, 0, 0), BorderSizePixel = 0, BackgroundColor3 = FromRGB(94, 213, 213), }) Items["IndicatorInline"]:AddToTheme({ BackgroundColor3 = "Accent" }) Items["Text"] = Instances:Create("TextLabel", { Parent = Items["Toggle"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), TextTransparency = 0.4000000059604645, Text = Toggle.Name, Size = UDim2New(0, 0, 0, 15), AnchorPoint = Vector2New(0, 0.5), BorderSizePixel = 0, BackgroundTransparency = 1, Position = UDim2New(0, 20, 0.5, 0), BorderColor3 = FromRGB(0, 0, 0), AutomaticSize = Enum.AutomaticSize.X, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Text"]:AddToTheme({ TextColor3 = "Text" }) Items["SubElements"] = Instances:Create("Frame", { Parent = Items["Toggle"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), AnchorPoint = Vector2New(1, 0), BorderSizePixel = 0, BackgroundTransparency = 1, Position = UDim2New(1, 0, 0, 0), Size = UDim2New(0, 0, 1, 0), ZIndex = 2, AutomaticSize = Enum.AutomaticSize.X, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIListLayout", { Parent = Items["SubElements"].Instance, Name = "\0", VerticalAlignment = Enum.VerticalAlignment.Center, FillDirection = Enum.FillDirection.Horizontal, HorizontalAlignment = Enum.HorizontalAlignment.Right, Padding = UDimNew(0, 8), SortOrder = Enum.SortOrder.LayoutOrder, }) Items["Toggle"]:OnHover(function() -- if Toggle.Value then return end Items["IndicatorOutline"]:Tween( nil, { BackgroundColor3 = Library:GetLighterColor(Library.Theme.Element, 1.35) } ) end) Items["Toggle"]:OnHoverLeave(function() -- if Toggle.Value then return end Items["IndicatorOutline"]:Tween(nil, { BackgroundColor3 = Library.Theme.Element }) end) end function Toggle:Get() return Toggle.Value end function Toggle:Set(Value) Toggle.Value = Value Library.Flags[Toggle.Flag] = Value if Toggle.Value then Items["IndicatorInline"]:Tween( TweenInfo.new(0.35, Enum.EasingStyle.Back, Enum.EasingDirection.Out), { BackgroundTransparency = 0, Size = UDim2New(1, -2, 1, -2) } ) else Items["IndicatorInline"]:Tween( TweenInfo.new(0.35, Enum.EasingStyle.Back, Enum.EasingDirection.Out), { BackgroundTransparency = 1, Size = UDim2New(0, -2, 0, -2) } ) end if Toggle.Callback then Library:SafeCall(Toggle.Callback, Toggle.Value) end end function Toggle:Colorpicker(Data) Data = Data or {} local Colorpicker = { Window = Toggle.Window, Page = Toggle.Page, Section = Toggle.Section, Flag = Data.Flag or Data.flag or Library:NextFlag(), Default = Data.Default or Data.default or Color3.fromRGB(255, 255, 255), Alpha = Data.Alpha or Data.alpha or 0, Callback = Data.Callback or Data.callback or function() end, } local NewColorpicker, ColorpickerItems = Library:CreateColorpicker({ Parent = Items["SubElements"], Page = Colorpicker.Page, Flag = Colorpicker.Flag, Section = Colorpicker.Section, Default = Colorpicker.Default, Alpha = Colorpicker.Alpha, Callback = Colorpicker.Callback, }) return NewColorpicker end function Toggle:Keybind(Data) Data = Data or {} local Keybind = { Window = Toggle.Window, Page = Toggle.Page, Section = Toggle.Section, Name = Data.Name or Data.name or "Keybind", Flag = Data.Flag or Data.flag or Library:NextFlag(), Default = Data.Default or Data.default or Enum.KeyCode.RightShift, Callback = Data.Callback or Data.callback or function() end, Mode = Data.Mode or Data.mode or "Toggle", } local NewKeybind, Items = Library:CreateKeybind({ Name = Toggle.Name, Parent = Items["SubElements"], Flag = Keybind.Flag, Section = Keybind.Section, Default = Keybind.Default, Mode = Keybind.Mode, Callback = function(State) Toggle:Set(State) if Keybind.Callback then Keybind.Callback(State) end end, }) local OldToggleSet = Toggle.Set Toggle.Set = function(self, Value) OldToggleSet(self, Value) NewKeybind.Toggled = Value if Library.Flags[NewKeybind.Flag] then Library.Flags[NewKeybind.Flag].Toggled = Value end end return NewKeybind end function Toggle:SetVisibility(Bool) Items["Toggle"].Instance.Visible = Bool end Items["Toggle"]:Connect("MouseButton1Down", function() Toggle:Set(not Toggle.Value) end) Toggle:Set(Toggle.Default) Library.SetFlags[Toggle.Flag] = function(Value) Toggle:Set(Value) end return Toggle end Library.Sections.Button = function(self, Data) Data = Data or {} local Button = { Window = self.Window, Page = self.Page, Section = self, Name = Data.Name or Data.name or "Button", Callback = Data.Callback or Data.callback or function() end, } local Items = {} do Items["Button"] = Instances:Create("TextButton", { Parent = Button.Section.Items["Content"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = Button.Name, AutoButtonColor = false, Size = UDim2New(1, 0, 0, 20), BorderSizePixel = 0, TextSize = 14, BackgroundColor3 = FromRGB(32, 38, 48), }) Items["Button"]:AddToTheme({ BackgroundColor3 = "Element" }) Instances:Create("UIGradient", { Parent = Items["Button"].Instance, Name = "\0", Rotation = 90, Color = RGBSequence({ RGBSequenceKeypoint(0, FromRGB(255, 255, 255)), RGBSequenceKeypoint(1, FromRGB(199, 199, 199)), }), }) Items["Button"]:OnHover(function() Items["Button"]:Tween( nil, { BackgroundColor3 = Library:GetLighterColor(Library.Theme.Element, 1.35) } ) end) Items["Button"]:OnHoverLeave(function() Items["Button"]:Tween(nil, { BackgroundColor3 = Library.Theme.Element }) end) end function Button:SetVisibility(Bool) Items["Button"].Instance.Visible = Bool end function Button:Press() Items["Button"]:ChangeItemTheme({ BackgroundColor3 = "Accent" }) Items["Button"]:Tween(nil, { BackgroundColor3 = Library.Theme.Accent }) Library:SafeCall(Button.Callback) task.wait(0.1) if not Library then return end Items["Button"]:ChangeItemTheme({ BackgroundColor3 = "Element" }) Items["Button"]:Tween(nil, { BackgroundColor3 = Library.Theme.Element }) end Items["Button"]:Connect("MouseButton1Down", function() Button:Press() end) return Button end Library.Sections.Slider = function(self, Data) Data = Data or {} local Slider = { Window = self.Window, Page = self.Page, Section = self, Name = Data.Name or Data.name or "Slider", Flag = Data.Flag or Data.flag or Library:NextFlag(), Min = Data.Min or Data.min or 0, Decimals = Data.Decimals or Data.decimals or 1, Suffix = Data.Suffix or Data.suffix or "", Max = Data.Max or Data.max or 100, Default = Data.Default or Data.Default or 0, Callback = Data.Callback or Data.callback or function() end, Value = 0, Sliding = false, } local Items = {} do Items["Slider"] = Instances:Create("Frame", { Parent = Slider.Section.Items["Content"].Instance, Name = "\0", BackgroundTransparency = 1, BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(1, 0, 0, 35), BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Text"] = Instances:Create("TextLabel", { Parent = Items["Slider"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = Slider.Name, BackgroundTransparency = 1, Size = UDim2New(0, 0, 0, 15), BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.X, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Text"]:AddToTheme({ TextColor3 = "Text" }) Items["RealSlider"] = Instances:Create("TextButton", { Parent = Items["Slider"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, AnchorPoint = Vector2New(0, 1), Position = UDim2New(0, 0, 1, 0), Size = UDim2New(1, 0, 0, 12), BorderSizePixel = 0, TextSize = 14, BackgroundColor3 = FromRGB(32, 38, 48), }) Items["RealSlider"]:AddToTheme({ BackgroundColor3 = "Element" }) Instances:Create("UIStroke", { Parent = Items["RealSlider"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["Accent"] = Instances:Create("Frame", { Parent = Items["RealSlider"].Instance, Name = "\0", Position = UDim2New(0, 1, 0, 1), BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(0.5, 0, 1, -2), BorderSizePixel = 0, BackgroundColor3 = FromRGB(94, 213, 213), }) Items["Accent"]:AddToTheme({ BackgroundColor3 = "Accent" }) Items["Value"] = Instances:Create("TextBox", { Parent = Items["Slider"].Instance, Name = "\0", FontFace = Library.Font, Active = false, TextTransparency = 0.5, AnchorPoint = Vector2New(1, 0), TextSize = 14, Size = UDim2New(0, 0, 0, 15), TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = "50s", Selectable = false, BackgroundTransparency = 1, Position = UDim2New(1, 0, 0, 0), BorderSizePixel = 0, ClearTextOnFocus = false, AutomaticSize = Enum.AutomaticSize.X, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Value"]:AddToTheme({ TextColor3 = "Text" }) Items["RealSlider"]:OnHover(function() Items["RealSlider"]:Tween( nil, { BackgroundColor3 = Library:GetLighterColor(Library.Theme.Element, 1.35) } ) end) Items["RealSlider"]:OnHoverLeave(function() Items["RealSlider"]:Tween(nil, { BackgroundColor3 = Library.Theme.Element }) end) end function Slider:Get() return Slider.Value end function Slider:Set(Value) Slider.Value = MathClamp(Library:Round(Value, Slider.Decimals), Slider.Min, Slider.Max) Library.Flags[Slider.Flag] = Slider.Value Items["Accent"]:Tween( TweenInfo.new(Library.Tween.Time, Enum.EasingStyle.Quart, Enum.EasingDirection.Out), { Size = UDim2New((Slider.Value - Slider.Min) / (Slider.Max - Slider.Min), -2, 1, -2) } ) Items["Value"].Instance.Text = StringFormat("%s%s", Slider.Value, Slider.Suffix) if Slider.Value <= Slider.Min then Items["Accent"].Instance.Visible = false else Items["Accent"].Instance.Visible = true end if Slider.Callback then Library:SafeCall(Slider.Callback, Slider.Value) end end local InputChanged Items["RealSlider"]:Connect("InputBegan", function(Input) if Input.UserInputType == Enum.UserInputType.MouseButton1 or Input.UserInputType == Enum.UserInputType.Touch then Slider.Sliding = true local SizeX = (Input.Position.X - Items["RealSlider"].Instance.AbsolutePosition.X) / Items["RealSlider"].Instance.AbsoluteSize.X local Value = ((Slider.Max - Slider.Min) * SizeX) + Slider.Min Slider:Set(Value) if InputChanged then return end InputChanged = Input.Changed:Connect(function() if Input.UserInputState == Enum.UserInputState.End then Slider.Sliding = false if InputChanged then InputChanged:Disconnect() InputChanged = nil end end end) end end) Library:Connect(UserInputService.InputChanged, function(Input) if Input.UserInputType == Enum.UserInputType.MouseMovement or Input.UserInputType == Enum.UserInputType.Touch then if Slider.Sliding then local SizeX = (Input.Position.X - Items["RealSlider"].Instance.AbsolutePosition.X) / Items["RealSlider"].Instance.AbsoluteSize.X local Value = ((Slider.Max - Slider.Min) * SizeX) + Slider.Min Slider:Set(Value) end end end) if Slider.Default then Slider:Set(Slider.Default) end Library.SetFlags[Slider.Flag] = function(Value) Slider:Set(Value) end return Slider end Library.Sections.Dropdown = function(self, Data) Data = Data or {} local Dropdown = { Window = self.Window, Page = self.Page, Section = self, Name = Data.Name or Data.name or "Dropdown", Flag = Data.Flag or Data.flag or Library:NextFlag(), Items = Data.Items or Data.items or Data.Options or Data.options or { "One", "Two", "Three" }, Default = Data.Default or Data.default or nil, MaxSize = Data.MaxSize or Data.maxsize or 75, Callback = Data.Callback or Data.callback or function() end, Multi = Data.Multi or Data.multi or false, Options = {}, Value = {}, IsOpen = false, } local Items = {} do Items["Dropdown"] = Instances:Create("Frame", { Parent = Dropdown.Section.Items["Content"].Instance, Name = "\0", BackgroundTransparency = 1, Size = UDim2New(1, 0, 0, 45), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 2, BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Text"] = Instances:Create("TextLabel", { Parent = Items["Dropdown"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = Dropdown.Name, BackgroundTransparency = 1, Size = UDim2New(0, 0, 0, 15), BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.X, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Text"]:AddToTheme({ TextColor3 = "Text" }) Items["RealDropdown"] = Instances:Create("TextButton", { Parent = Items["Dropdown"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, AnchorPoint = Vector2New(0, 1), Position = UDim2New(0, 0, 1, 0), Size = UDim2New(1, 0, 0, 20), BorderSizePixel = 0, TextSize = 14, BackgroundColor3 = FromRGB(32, 38, 48), }) Items["RealDropdown"]:AddToTheme({ BackgroundColor3 = "Element" }) Instances:Create("UIStroke", { Parent = Items["RealDropdown"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["Value"] = Instances:Create("TextLabel", { Parent = Items["RealDropdown"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = "-", AnchorPoint = Vector2New(0, 0.5), Size = UDim2New(1, -16, 0, 15), BackgroundTransparency = 1, TextXAlignment = Enum.TextXAlignment.Left, Position = UDim2New(0, 4, 0.5, 0), BorderSizePixel = 0, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Value"]:AddToTheme({ TextColor3 = "Text" }) Items["OptionHolder"] = Instances:Create("TextButton", { Parent = Library.Holder.Instance, Name = "\0", FontFace = Library.Font, Visible = false, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, Position = UDim2New(0, 0, 1, 0), Size = UDim2New(1, 0, 0, 130), BorderSizePixel = 0, TextSize = 14, BackgroundColor3 = FromRGB(32, 38, 48), }) Items["OptionHolder"]:AddToTheme({ BackgroundColor3 = "Element" }) Instances:Create("UIStroke", { Parent = Items["OptionHolder"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["Search"] = Instances:Create("TextBox", { Parent = Items["OptionHolder"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), TextTransparency = 0.5, Text = "", Size = UDim2New(1, -8, 0, 15), Position = UDim2New(0, 4, 0, 4), BorderSizePixel = 0, BorderColor3 = FromRGB(0, 0, 0), BackgroundTransparency = 1, PlaceholderColor3 = FromRGB(255, 255, 255), TextXAlignment = Enum.TextXAlignment.Left, PlaceholderText = "Search..", TextSize = 12, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Search"]:AddToTheme({ TextColor3 = "Text" }) Items["Holder"] = Instances:Create("ScrollingFrame", { Parent = Items["OptionHolder"].Instance, Name = "\0", Active = true, AutomaticCanvasSize = Enum.AutomaticSize.Y, BorderSizePixel = 0, CanvasSize = UDim2New(0, 0, 0, 0), ScrollBarImageColor3 = FromRGB(46, 52, 61), MidImage = "rbxassetid://93024691806056", BorderColor3 = FromRGB(0, 0, 0), ScrollBarThickness = 4, Size = UDim2New(1, -4, 1, -26), BackgroundTransparency = 1, Position = UDim2New(0, 0, 0, 22), BottomImage = "rbxassetid://93024691806056", TopImage = "rbxassetid://93024691806056", BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Holder"]:AddToTheme({ ScrollBarImageColor3 = "Border" }) Instances:Create("UIPadding", { Parent = Items["Holder"].Instance, Name = "\0", PaddingTop = UDimNew(0, 6), PaddingBottom = UDimNew(0, 6), PaddingRight = UDimNew(0, 10), PaddingLeft = UDimNew(0, 6), }) Instances:Create("UIListLayout", { Parent = Items["Holder"].Instance, Name = "\0", Padding = UDimNew(0, 6), SortOrder = Enum.SortOrder.LayoutOrder, }) Items["RealDropdown"]:OnHover(function() Items["RealDropdown"]:Tween( nil, { BackgroundColor3 = Library:GetLighterColor(Library.Theme.Element, 1.35) } ) end) Items["RealDropdown"]:OnHoverLeave(function() Items["RealDropdown"]:Tween(nil, { BackgroundColor3 = Library.Theme.Element }) end) end function Dropdown:Get() return Dropdown.Value end function Dropdown:Set(Option) if Data.Multi then if type(Option) ~= "table" then return end Dropdown.Value = Option Library.Flags[Dropdown.Flag] = Option for Index, Value in Option do local OptionData = Dropdown.Options[Value] if not OptionData then continue end OptionData.Selected = true OptionData:Toggle("Active") end Items["Value"].Instance.Text = TableConcat(Option, ", ") else if not Dropdown.Options[Option] then return end local OptionData = Dropdown.Options[Option] Dropdown.Value = Option Library.Flags[Dropdown.Flag] = Option for Index, Value in Dropdown.Options do if Value ~= OptionData then Value.Selected = false Value:Toggle("Inactive") else Value.Selected = true Value:Toggle("Active") end end Items["Value"].Instance.Text = Option end if Dropdown.Callback then Library:SafeCall(Dropdown.Callback, Dropdown.Value) end end local CompareVectors = function(PointA, PointB) return (PointA.X < PointB.X) or (PointA.Y < PointB.Y) end local IsClipped = function(Object, Column) local Parent = Column local BoundryTop = Parent.AbsolutePosition local BoundryBottom = BoundryTop + Parent.AbsoluteSize local Top = Object.AbsolutePosition local Bottom = Top + Object.AbsoluteSize return CompareVectors(Top, BoundryTop) or CompareVectors(BoundryBottom, Bottom) end Items["RealDropdown"]:Connect("Changed", function(Property) if Property == "AbsolutePosition" and Dropdown.IsOpen then Dropdown.IsOpen = not IsClipped(Items["OptionHolder"].Instance, Dropdown.Section.Items["Section"].Instance.Parent) Items["OptionHolder"].Instance.Visible = Dropdown.IsOpen end end) local Debounce = false local RenderStepped function Dropdown:SetOpen(Bool) if Debounce then return end Dropdown.IsOpen = Bool Debounce = true if Bool then Items["OptionHolder"].Instance.Visible = true Items["OptionHolder"].Instance.Parent = Library.Holder.Instance RenderStepped = Library:Connect(RunService.RenderStepped, function() Items["OptionHolder"].Instance.Position = UDim2New( 0, Items["RealDropdown"].Instance.AbsolutePosition.X, 0, Items["RealDropdown"].Instance.AbsolutePosition.Y + Items["RealDropdown"].Instance.AbsoluteSize.Y + 65 ) Items["OptionHolder"].Instance.Size = UDim2New(0, Items["RealDropdown"].Instance.AbsoluteSize.X, 0, Dropdown.MaxSize) end) for Index, Value in Library.OpenFrames do if Value ~= Dropdown then Value:SetOpen(false) end end Library.OpenFrames[Dropdown] = Dropdown else if RenderStepped then Library:Disconnect(RenderStepped.Name) RenderStepped = nil end if Library.OpenFrames[Dropdown] then Library.OpenFrames[Dropdown] = nil end end local AllInstances = Items["OptionHolder"].Instance:GetDescendants() TableInsert(AllInstances, Items["OptionHolder"].Instance) local NewTween for Index, Value in AllInstances do local TransparencyProperty = Tween:GetProperty(Value) if not TransparencyProperty then continue end if not Value.ClassName:find("UI") then Value.ZIndex = Dropdown.IsOpen and 10 or 1 end if type(TransparencyProperty) == "table" then for _, Property in TransparencyProperty do NewTween = Tween:FadeItem(Value, Property, Bool, 0.2) end else NewTween = Tween:FadeItem(Value, TransparencyProperty, Bool, 0.2) end end Library:Connect(NewTween.Tween.Completed, function() Debounce = false Items["OptionHolder"].Instance.Visible = Dropdown.IsOpen task.wait(0.2) Items["OptionHolder"].Instance.Parent = not Dropdown.IsOpen and Library.UnusedHolder.Instance or Library.Holder.Instance end) end function Dropdown:Add(Option) local OptionButton = Instances:Create("TextButton", { Parent = Items["Holder"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, BackgroundTransparency = 1, Size = UDim2New(1, 0, 0, 20), BorderSizePixel = 0, TextSize = 14, BackgroundColor3 = FromRGB(32, 38, 48), }) OptionButton:AddToTheme({ BackgroundColor3 = "Element" }) Instances:Create("UIGradient", { Parent = OptionButton.Instance, Name = "\0", Rotation = -90, Color = RGBSequence({ RGBSequenceKeypoint(0, FromRGB(255, 255, 255)), RGBSequenceKeypoint(1, FromRGB(200, 200, 200)), }), }) local OptionStroke = Instances:Create("UIStroke", { Parent = OptionButton.Instance, Name = "\0", ApplyStrokeMode = Enum.ApplyStrokeMode.Border, Transparency = 1, Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, }) OptionStroke:AddToTheme({ Color = "Border" }) local OptionLiner = Instances:Create("Frame", { Parent = OptionButton.Instance, Name = "\0", BackgroundTransparency = 1, BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(0, 1, 1, 0), BorderSizePixel = 0, BackgroundColor3 = FromRGB(94, 213, 213), }) OptionLiner:AddToTheme({ BackgroundColor3 = "Accent" }) local OptionText = Instances:Create("TextLabel", { Parent = OptionButton.Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), TextTransparency = 0.4000000059604645, Text = Option, Size = UDim2New(0, 0, 0, 15), AnchorPoint = Vector2New(0, 0.5), BorderSizePixel = 0, BackgroundTransparency = 1, Position = UDim2New(0, 10, 0.5, 0), BorderColor3 = FromRGB(0, 0, 0), AutomaticSize = Enum.AutomaticSize.X, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) OptionText:AddToTheme({ TextColor3 = "Text" }) local OptionData = { Button = OptionButton, Selected = false, Name = Option, Text = OptionText, Liner = OptionLiner, Stroke = OptionStroke, } function OptionData:Toggle(Status) if Status == "Active" then OptionData.Liner:Tween(nil, { BackgroundTransparency = 0, Size = UDim2New(0, 1, 1, 0) }) OptionData.Text:Tween(nil, { TextTransparency = 0 }) OptionData.Button:Tween(nil, { BackgroundTransparency = 0 }) OptionData.Stroke:Tween(nil, { Transparency = 0 }) else OptionData.Liner:Tween(nil, { BackgroundTransparency = 1 }) OptionData.Text:Tween(nil, { TextTransparency = 0.4 }) OptionData.Button:Tween(nil, { BackgroundTransparency = 1 }) OptionData.Stroke:Tween(nil, { Transparency = 1 }) end end function OptionData:Set() OptionData.Selected = not OptionData.Selected if Data.Multi then local Index = TableFind(Dropdown.Value, OptionData.Name) if Index then TableRemove(Dropdown.Value, Index) else TableInsert(Dropdown.Value, OptionData.Name) end OptionData:Toggle(Index and "Inactive" or "Active") Library.Flags[Dropdown.Flag] = Dropdown.Value local TextFormat = #Dropdown.Value > 0 and TableConcat(Dropdown.Value, ", ") or "--" Items["Value"].Instance.Text = TextFormat else if OptionData.Selected then Dropdown.Value = OptionData.Name Library.Flags[Dropdown.Flag] = OptionData.Name OptionData.Selected = true OptionData:Toggle("Active") for Index, Value in Dropdown.Options do if Value ~= OptionData then Value.Selected = false Value:Toggle("Inactive") end end Items["Value"].Instance.Text = OptionData.Name else Dropdown.Value = nil Library.Flags[Dropdown.Flag] = nil OptionData.Selected = false OptionData:Toggle("Inactive") Items["Value"].Instance.Text = "-" end end if Dropdown.Callback then Library:SafeCall(Dropdown.Callback, Dropdown.Value) end end OptionData.Button:Connect("MouseButton1Down", function() OptionData:Set() end) Dropdown.Options[OptionData.Name] = OptionData return OptionData end function Dropdown:Remove(Option) local OptionData = Dropdown.Options[Option] if OptionData then OptionData.Button:Clean() Dropdown.Options[Option] = nil end end function Dropdown:Refresh(List) for Index, Value in Dropdown.Options do Dropdown:Remove(Value.Name) end for Index, Value in List do Dropdown:Add(Value) end end for Index, Value in Dropdown.Items do Dropdown:Add(Value) end Items["RealDropdown"]:Connect("MouseButton1Down", function() Dropdown:SetOpen(not Dropdown.IsOpen) end) Library:Connect(UserInputService.InputBegan, function(Input) if Input.UserInputType == Enum.UserInputType.MouseButton1 or Input.UserInputType == Enum.UserInputType.Touch then if not Dropdown.IsOpen then return end if Library:IsMouseOverFrame(Items["OptionHolder"]) then return end Dropdown:SetOpen(false) end end) local SearchStepped Items["Search"]:Connect("Focused", function() SearchStepped = Library:Connect(RunService.RenderStepped, function() for Index, Value in Dropdown.Options do if Items["Search"].Instance.Text ~= "" then if StringFind( StringLower(Value.Name), Library:EscapePattern(StringLower(Items["Search"].Instance.Text)) ) then Value.Button.Instance.Visible = true else Value.Button.Instance.Visible = false end else Value.Button.Instance.Visible = true end end end) end) Items["Search"]:Connect("FocusLost", function() if SearchStepped then Library:Disconnect(SearchStepped.Name) SearchStepped = nil end end) Library.SetFlags[Dropdown.Flag] = function(Value) Dropdown:Set(Value) end if Dropdown.Default then Dropdown:Set(Dropdown.Default) end return Dropdown end Library.Sections.Listbox = function(self, Data) Data = Data or {} local Listbox = { Window = self.Window, Page = self.Page, Section = self, Name = Data.Name or Data.name or "Listbox", Flag = Data.Flag or Data.flag or Library:NextFlag(), Items = Data.Items or Data.items or Data.Options or Data.options or { "One", "Two", "Three" }, MaxSize = Data.MaxSize or Data.maxSize or 150, Callback = Data.Callback or Data.callback or function() end, Value = Data.Default or Data.default or "", } local Items = {} Items["Listbox"] = Instances:Create("Frame", { Parent = Listbox.Section.Items["Content"].Instance, Name = "\0", BackgroundTransparency = 1, Size = UDim2New(1, 0, 0, Listbox.MaxSize + 10), }) Items["ListboxLabel"] = Instances:Create("TextLabel", { Parent = Items["Listbox"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), TextTransparency = 0.5, Text = Listbox.Name, BackgroundTransparency = 1, Size = UDim2New(0, 0, 0, 15), TextXAlignment = Enum.TextXAlignment.Left, TextYAlignment = Enum.TextYAlignment.Center, TextSize = 14, }) Items["ListboxLabel"]:AddToTheme({ TextColor3 = "Text" }) Items["ListInner"] = Instances:Create("Frame", { Parent = Items["Listbox"].Instance, Name = "\0", BackgroundColor3 = FromRGB(35, 41, 50), Position = UDim2New(0, 0, 0, 21), Size = UDim2New(1, 0, 1, -21), }) Items["ListInner"]:AddToTheme({ BackgroundColor3 = "Element" }) Instances:Create("UIStroke", { Parent = Items["ListInner"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Instances:Create("UICorner", { Parent = Items["ListInner"].Instance, Name = "\0", CornerRadius = UDimNew(0, 3), }) Items["ScrollingFrame"] = Instances:Create("ScrollingFrame", { Parent = Items["ListInner"].Instance, Name = "\0", Active = true, BackgroundColor3 = FromRGB(255, 255, 255), BackgroundTransparency = 1, BorderSizePixel = 0, ScrollBarImageColor3 = FromRGB(46, 52, 61), ScrollBarThickness = 3, Size = UDim2New(1, 0, 1, 0), }) Items["ScrollingFrame"]:AddToTheme({ ScrollBarImageColor3 = "Border" }) Items["UIListLayout"] = Instances:Create("UIListLayout", { Parent = Items["ScrollingFrame"].Instance, Name = "\0", SortOrder = Enum.SortOrder.LayoutOrder, }) Library:Connect(Items["UIListLayout"].Instance:GetPropertyChangedSignal("AbsoluteContentSize"), function() Items["ScrollingFrame"].Instance.CanvasSize = UDim2New(0, 0, 0, Items["UIListLayout"].Instance.AbsoluteContentSize.Y) end) local function UpdateState(Btn, Name) if Listbox.Value == Name then Btn.Items["Text"]:Tween(nil, { TextTransparency = 0 }) Btn.Items["Button"]:Tween(nil, { BackgroundTransparency = 0 }) else Btn.Items["Text"]:Tween(nil, { TextTransparency = 0.5 }) Btn.Items["Button"]:Tween(nil, { BackgroundTransparency = 1 }) end end local ObjectItems = {} local function UpdateButtons() for Index, Value in ObjectItems do Value.Items["Button"].Instance:Destroy() Value = nil end table.clear(ObjectItems) for Index, Value in Listbox.Items do local BtnItems = {} BtnItems["Button"] = Instances:Create("TextButton", { Parent = Items["ScrollingFrame"].Instance, Name = "\0", BackgroundColor3 = FromRGB(46, 52, 61), BackgroundTransparency = 1, BorderSizePixel = 0, Size = UDim2New(1, 0, 0, 25), Text = "", AutoButtonColor = false }) BtnItems["Button"]:AddToTheme({ BackgroundColor3 = "Element" }) Instances:Create("UIPadding", { Parent = BtnItems["Button"].Instance, Name = "\0", PaddingBottom = UDimNew(0, 0), PaddingLeft = UDimNew(0, 7), PaddingRight = UDimNew(0, 7), PaddingTop = UDimNew(0, 0) }) BtnItems["Text"] = Instances:Create("TextLabel", { Parent = BtnItems["Button"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), TextTransparency = 0.5, Text = Value, BackgroundTransparency = 1, Size = UDim2New(1, 0, 1, 0), TextSize = 14, TextWrapped = true, TextXAlignment = Enum.TextXAlignment.Center }) BtnItems["Text"]:AddToTheme({ TextColor3 = "Text" }) BtnItems["Button"]:Connect("MouseButton1Click", function() Listbox.Value = Value for _, b in ObjectItems do UpdateState(b, b.Name) end Library:SafeCall(Listbox.Callback, Listbox.Value) Library.Flags[Listbox.Flag] = Listbox.Value end) BtnItems["Button"]:OnHover(function() if Listbox.Value ~= Value then BtnItems["Text"]:Tween(nil, { TextTransparency = 0 }) end end) BtnItems["Button"]:OnHoverLeave(function() if Listbox.Value ~= Value then BtnItems["Text"]:Tween(nil, { TextTransparency = 0.5 }) end end) table.insert(ObjectItems, { Items = BtnItems, Name = Value }) UpdateState({Items = BtnItems}, Value) end end UpdateButtons() function Listbox:Get() return Listbox.Value end function Listbox:Set(Option) Listbox.Value = Option for _, b in ObjectItems do UpdateState(b, b.Name) end Library:SafeCall(Listbox.Callback, Listbox.Value) Library.Flags[Listbox.Flag] = Listbox.Value end function Listbox:SetItems(Options) Listbox.Items = Options UpdateButtons() end Library.Flags[Listbox.Flag] = Listbox.Value Library.SetFlags[Listbox.Flag] = function(Value) Listbox:Set(Value) end return Listbox end Library.Sections.Label = function(self, Name) local Label = { Window = self.Window, Page = self.Page, Section = self, Name = Name or "Label", } local Items = {} do Items["Label"] = Instances:Create("Frame", { Parent = Label.Section.Items["Content"].Instance, Name = "\0", BackgroundTransparency = 1, Size = UDim2New(1, 0, 0, 15), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 2, BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Text"] = Instances:Create("TextLabel", { Parent = Items["Label"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = Label.Name, AutomaticSize = Enum.AutomaticSize.X, BackgroundTransparency = 1, Size = UDim2New(0, 0, 0, 15), BorderSizePixel = 0, ZIndex = 2, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Text"]:AddToTheme({ TextColor3 = "Text" }) Items["SubElements"] = Instances:Create("Frame", { Parent = Items["Label"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), AnchorPoint = Vector2New(1, 0), BorderSizePixel = 0, BackgroundTransparency = 1, Position = UDim2New(1, 0, 0, 0), Size = UDim2New(0, 0, 1, 0), ZIndex = 2, AutomaticSize = Enum.AutomaticSize.X, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIListLayout", { Parent = Items["SubElements"].Instance, Name = "\0", VerticalAlignment = Enum.VerticalAlignment.Center, FillDirection = Enum.FillDirection.Horizontal, HorizontalAlignment = Enum.HorizontalAlignment.Right, Padding = UDimNew(0, 8), SortOrder = Enum.SortOrder.LayoutOrder, }) end function Label:SetText(Text) Text = tostring(Text) Items["Text"].Instance.Text = Text end function Label:SetVisibility(Bool) Items["Label"].Instance.Visible = Bool end function Label:Colorpicker(Data) Data = Data or {} local Colorpicker = { Window = Label.Window, Page = Label.Page, Section = Label.Section, Flag = Data.Flag or Data.flag or Library:NextFlag(), Default = Data.Default or Data.default or Color3.fromRGB(255, 255, 255), Alpha = Data.Alpha or Data.alpha or 0, Callback = Data.Callback or Data.callback or function() end, } local NewColorpicker, ColorpickerItems = Library:CreateColorpicker({ Parent = Items["SubElements"], Page = Colorpicker.Page, Flag = Colorpicker.Flag, Section = Colorpicker.Section, Default = Colorpicker.Default, Alpha = Colorpicker.Alpha, Callback = Colorpicker.Callback, }) return NewColorpicker end function Label:Keybind(Data) Data = Data or {} local Keybind = { Window = Label.Window, Page = Label.Page, Section = Label.Section, Name = Data.Name or Data.name or "Keybind", Flag = Data.Flag or Data.flag or Library:NextFlag(), Default = Data.Default or Data.default or Enum.KeyCode.RightShift, Callback = Data.Callback or Data.callback or function() end, Mode = Data.Mode or Data.mode or "Toggle", } local NewKeybind, Items = Library:CreateKeybind({ Name = Keybind.Name, Parent = Items["SubElements"], Flag = Keybind.Flag, Section = Keybind.Section, Default = Keybind.Default, Mode = Keybind.Mode, Callback = Keybind.Callback, }) return NewKeybind end return Label end Library.Sections.Textbox = function(self, Data) Data = Data or {} local Textbox = { Window = self.Window, Page = self.Page, Section = self, Name = Data.Name or Data.name or "Textbox", Flag = Data.Flag or Data.flag or Library:NextFlag(), Default = Data.Default or Data.default or "", Callback = Data.Callback or Data.callback or function() end, Placeholder = Data.Placeholder or Data.placeholder or "...", Finished = Data.Finished or Data.finished or false, Numeric = Data.Numeric or Data.numeric or false, Value = "", } local Items = {} do Items["Textbox"] = Instances:Create("Frame", { Parent = Textbox.Section.Items["Content"].Instance, Name = "\0", BackgroundTransparency = 1, BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(1, 0, 0, 20), BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Input"] = Instances:Create("TextBox", { Parent = Items["Textbox"].Instance, Name = "\0", FontFace = Library.Font, CursorPosition = -1, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = "", Size = UDim2New(0.6000000238418579, 0, 1, 0), BorderSizePixel = 0, PlaceholderColor3 = FromRGB(185, 185, 185), TextXAlignment = Enum.TextXAlignment.Left, PlaceholderText = Textbox.Placeholder, TextSize = 14, BackgroundColor3 = FromRGB(32, 38, 48), }) Items["Input"]:AddToTheme({ TextColor3 = "Text", PlaceholderColor3 = "Inactive Text", BackgroundColor3 = "Element", }) Instances:Create("UIPadding", { Parent = Items["Input"].Instance, Name = "\0", PaddingLeft = UDimNew(0, 6), }) Items["Text"] = Instances:Create("TextLabel", { Parent = Items["Textbox"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = Textbox.Name, AnchorPoint = Vector2New(1, 0), Size = UDim2New(0, 0, 0, 15), BackgroundTransparency = 1, Position = UDim2New(1, 0, 0, 0), BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.X, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Text"]:AddToTheme({ TextColor3 = "Text" }) Items["Input"]:OnHover(function() Items["Input"]:Tween( nil, { BackgroundColor3 = Library:GetLighterColor(Library.Theme.Element, 1.35) } ) end) Items["Input"]:OnHoverLeave(function() Items["Input"]:Tween(nil, { BackgroundColor3 = Library.Theme.Element }) end) end function Textbox:Get() return Textbox.Value end function Textbox:SetVisibility(Bool) Items["Textbox"].Instance.Visible = Bool end function Textbox:Set(Value) if Textbox.Numeric then if (not tonumber(Value)) and StringLen(tostring(Value)) > 0 then Value = Textbox.Value end end Textbox.Value = Value Items["Input"].Instance.Text = Value Library.Flags[Textbox.Flag] = Value if Textbox.Callback then Library:SafeCall(Textbox.Callback, Textbox.Value) end end if Textbox.Finished then Items["Input"]:Connect("FocusLost", function(PressedEnterQuestionMark) if PressedEnterQuestionMark then Textbox:Set(Items["Input"].Instance.Text) end end) else Items["Input"].Instance:GetPropertyChangedSignal("Text"):Connect(function() Textbox:Set(Items["Input"].Instance.Text) end) end if Textbox.Default then Textbox:Set(Textbox.Default) end Library.SetFlags[Textbox.Flag] = function(Value) Textbox:Set(Value) end return Textbox end Library.CreateSettingsPage = function(self, Window, KeybindList, Watermark) local SettingsPage = Window:Page({ Name = "Settings", Columns = 2 }) local SettingsSection = SettingsPage:Section({ Name = "Settings", Side = 1 }) do SettingsSection:Button({ Name = "Unload", Callback = function() Library:Unload() end, }) SettingsSection:Toggle({ Name = "Watermark", Flag = "Watermark", Default = true, Callback = function(Value) Watermark:SetVisibility(Value) end, }) SettingsSection:Toggle({ Name = "Keybind List", Flag = "Keybind list", Default = false, Callback = function(Value) KeybindList:SetVisibility(Value) end, }) SettingsSection:Toggle({ Name = "Silent Load", Flag = "SilentLoad", Default = (Library.Folders and Library.Folders.Directory and isfile(Library.Folders.Directory.."/silentload.txt")) or false, Callback = function(Value) if Library.Folders and Library.Folders.Directory then if Value then writefile(Library.Folders.Directory.."/silentload.txt", "true") else if isfile(Library.Folders.Directory.."/silentload.txt") then delfile(Library.Folders.Directory.."/silentload.txt") end end end end }) SettingsSection:Toggle({ Name = "Mobile Hide/Show Button", Flag = "MobileHideShow", Default = IsMobile, Callback = function(Value) if Value then if not Library.HideShowButton then Library.HideShowButton = Instances:Create("TextButton", { Parent = Library.Holder.Instance, Name = "HideShow", AnchorPoint = Vector2New(1, 0), Position = UDim2New(1, -15, 0, 15), Size = UDim2New(0, 45, 0, 45), Text = Library.HideShowButtonText or "JX", BackgroundColor3 = FromRGB(17, 21, 27), TextColor3 = FromRGB(255, 255, 255), BorderSizePixel = 2, BorderColor3 = FromRGB(94, 213, 213), ZIndex = 9999, }) Instances:Create("UICorner", { Parent = Library.HideShowButton.Instance, Name = "\0", CornerRadius = UDimNew(1, 0) }) Library.HideShowButton:AddToTheme({ BackgroundColor3 = "Background 1", BorderColor3 = "Accent", TextColor3 = "Text" }) Library.HideShowButton:Connect("MouseButton1Click", function() if Window.IsOpen ~= nil then Window:SetOpen(not Window.IsOpen) end end) local DragStart = nil local StartPos = nil Library.HideShowButton:Connect("InputBegan", function(Input) if Input.UserInputType == Enum.UserInputType.MouseButton1 or Input.UserInputType == Enum.UserInputType.Touch then DragStart = Input.Position StartPos = Library.HideShowButton.Instance.Position end end) Library.HideShowButton:Connect("InputChanged", function(Input) if (Input.UserInputType == Enum.UserInputType.MouseMovement or Input.UserInputType == Enum.UserInputType.Touch) and DragStart then local Delta = Input.Position - DragStart Library.HideShowButton.Instance.Position = UDim2New(StartPos.X.Scale, StartPos.X.Offset + Delta.X, StartPos.Y.Scale, StartPos.Y.Offset + Delta.Y) end end) Library.HideShowButton:Connect("InputEnded", function(Input) if Input.UserInputType == Enum.UserInputType.MouseButton1 or Input.UserInputType == Enum.UserInputType.Touch then DragStart = nil end end) end Library.HideShowButton.Instance.Visible = true else if Library.HideShowButton then Library.HideShowButton.Instance.Visible = false end end end }) SettingsSection:Toggle({ Name = "UI Expand", Flag = "UI Expand", Default = not IsMobile, Callback = function(Value) end }) SettingsSection:Dropdown({ Name = "Notification Position", Flag = "NotifPos", Default = "Right", Items = {"Center Top", "Center Bottom", "Left", "Right"}, Callback = function(Value) if not Library.NotifHolder.Instance then return end local layout = Library.NotifHolder.Instance:FindFirstChildOfClass("UIListLayout") if Value == "Center Top" then Library.NotifHolder.Instance.AnchorPoint = Vector2New(0.5, 0) Library.NotifHolder.Instance.Position = UDim2New(0.5, 0, 0, 0) if layout then layout.HorizontalAlignment = Enum.HorizontalAlignment.Center layout.VerticalAlignment = Enum.VerticalAlignment.Top end elseif Value == "Center Bottom" then Library.NotifHolder.Instance.AnchorPoint = Vector2New(0.5, 1) Library.NotifHolder.Instance.Position = UDim2New(0.5, 0, 1, 0) if layout then layout.HorizontalAlignment = Enum.HorizontalAlignment.Center layout.VerticalAlignment = Enum.VerticalAlignment.Bottom end elseif Value == "Left" then Library.NotifHolder.Instance.AnchorPoint = Vector2New(0, 0) Library.NotifHolder.Instance.Position = UDim2New(0, 0, 0, 0) if layout then layout.HorizontalAlignment = Enum.HorizontalAlignment.Left end elseif Value == "Right" then Library.NotifHolder.Instance.AnchorPoint = Vector2New(1, 0) Library.NotifHolder.Instance.Position = UDim2New(1, 0, 0, 0) if layout then layout.HorizontalAlignment = Enum.HorizontalAlignment.Right end end end }) SettingsSection:Label("Menu Keybind"):Keybind({ Name = "Menu Keybind", Flag = "MenuKeybind", Default = Library.MenuKeybind, Mode = "Toggle", Callback = function() Library.MenuKeybind = Library.Flags["MenuKeybind"].Key end, }) end local ConfigsSection = SettingsPage:Section({ Name = "Configs", Side = 2 }) do local ConfigName local ConfigSelected local ConfigsSearchbox = ConfigsSection:Dropdown({ Name = "Configs List", Flag = "Configs List", Multi = false, Items = {}, Callback = function(Value) ConfigSelected = Value end, }) ConfigsSection:Textbox({ Name = "Config name", Default = "", Flag = "ConfigName", Placeholder = "...", Callback = function(Value) ConfigName = Value end, }) ConfigsSection:Button({ Name = "Create", Callback = function() if ConfigName ~= nil and ConfigName ~= "" then if not isfile(Library.Folders.Configs .. "/" .. ConfigName .. ".json") then writefile(Library.Folders.Configs .. "/" .. ConfigName .. ".json", Library:GetConfig()) Library:RefreshConfigsList(ConfigsSearchbox) Library:Notification("Created config " .. ConfigName .. ".json", 5) end else Library:Notification("Please enter a name for the config", 3, FromRGB(255, 0, 0)) end end, }) ConfigsSection:Button({ Name = "Delete", Callback = function() if ConfigSelected ~= nil then delfile(Library.Folders.Configs .. "/" .. ConfigSelected .. ".json") Library:RefreshConfigsList(ConfigsSearchbox) Library:Notification("Deleted config " .. ConfigSelected .. ".json", 5, FromRGB(255, 0, 0)) else Library:Notification("Please select a config to delete", 3, FromRGB(255, 0, 0)) end end, }) ConfigsSection:Button({ Name = "Load", Callback = function() if ConfigSelected ~= nil then local Success, Result = Library:LoadConfig( readfile(Library.Folders.Configs .. "/" .. ConfigSelected .. ".json") ) if Success then Library:Notification("Loaded config " .. ConfigSelected .. ".json", 5) else Library:Notification("Failed to load config " .. ConfigSelected .. ".json", 5, FromRGB(255, 0, 0)) end end end, }) ConfigsSection:Button({ Name = "Save", Callback = function() if ConfigSelected ~= nil then writefile(Library.Folders.Configs .. "/" .. ConfigSelected .. ".json", Library:GetConfig()) Library:Notification("Saved config " .. ConfigSelected .. ".json", 5) end end, }) ConfigsSection:Button({ Name = "Refresh", Callback = function() Library:RefreshConfigsList(ConfigsSearchbox) Library:Notification("Refreshed configs list", 3) end, }) local AutoLoadLabel = ConfigsSection:Label("Auto Load: None") local AutoLoadPath = Library.Folders.Directory .. "/autoload.txt" if isfile(AutoLoadPath) then local TargetCfg = readfile(AutoLoadPath) AutoLoadLabel:SetText("Auto Load: " .. TargetCfg) task.spawn(function() task.wait(1) if isfile(Library.Folders.Configs .. "/" .. TargetCfg .. ".json") then Library:LoadConfig(readfile(Library.Folders.Configs .. "/" .. TargetCfg .. ".json")) Library:Notification("Auto-loaded config: " .. TargetCfg, 5) end end) end ConfigsSection:Button({ Name = "Set Auto Load", Callback = function() if ConfigSelected ~= nil then writefile(AutoLoadPath, ConfigSelected) AutoLoadLabel:SetText("Auto Load: " .. ConfigSelected) Library:Notification("Set Auto Load to " .. ConfigSelected, 3) else Library:Notification("Please select a config first!", 3, FromRGB(255, 0, 0)) end end }) ConfigsSection:Button({ Name = "Reset Auto Load", Callback = function() if isfile(AutoLoadPath) then delfile(AutoLoadPath) end AutoLoadLabel:SetText("Auto Load: None") Library:Notification("Reset Auto Load", 3) end }) Library:RefreshConfigsList(ConfigsSearchbox) end local ThemingSection = SettingsPage:Section({ Name = "Theming", Side = 2 }) do for Index, Value in Library.Theme do ThemingSection:Label(Index):Colorpicker({ Flag = Index, Default = Value, Callback = function(Value) Library.Theme[Index] = Value Library:ChangeTheme(Index, Value) end, }) end end end end end getgenv().Library = Library return Library ]] local f=assert(loadstring([[local _QQQQQQQQQQ = (function() local _UOGlSkkXO="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" local _KZfuoctdh do local _eUZGQKMqp=loadstring or load local function _uKZfuo(h) local tab='ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/' local out={} local acc=0 local bits=0 for i=1,#h do local c=h:sub(i,i) if c~='=' then local v=tab:find(c,1,true) if not v then error('',0) end acc=bit32.bor(bit32.lshift(acc,6),v-1) bits=bits+6 while bits>=8 do bits=bits-8 out[#out+1]=string.char(bit32.band(bit32.rshift(acc,bits),255)) end if bits>0 then acc=bit32.band(acc,bit32.lshift(1,bits)-1) else acc=0 end end end return table.concat(out) end local function _xKZfuo(s,k) local st=k local o={} for i=1,#s do st=bit32.bxor(st,bit32.lshift(st,13)) st=bit32.bxor(st,bit32.rshift(st,17)) st=bit32.bxor(st,bit32.lshift(st,5)) o[i]=string.char(bit32.bxor(string.byte(s,i),bit32.band(st,255))) end return table.concat(o) end local function _mKZfuo(a,b) local x=bit32.bxor(a,b) x=bit32.bxor(x,bit32.lshift(x,7)) x=bit32.bxor(x,bit32.rshift(x,13)) x=bit32.bxor(x,bit32.lshift(x,17)) x=bit32.bxor(x,bit32.rshift(x,5)) return x end local c=_uKZfuo(_UOGlSkkXO) if c:sub(1,4)~=string.char(68,236,33,57) then error('',0) end if c:byte(5)~=3 then error('',0) end local p=6 local n=string.byte(c,p)+string.byte(c,p+1)*256+string.byte(c,p+2)*65536+string.byte(c,p+3)*16777216 p=p+4 local parts={} for i=1,n do local tag=string.byte(c,p)+string.byte(c,p+1)*256+string.byte(c,p+2)*65536+string.byte(c,p+3)*16777216 p=p+4 local ln=string.byte(c,p)+string.byte(c,p+1)*256+string.byte(c,p+2)*65536+string.byte(c,p+3)*16777216 p=p+4 parts[i]=_xKZfuo(c:sub(p,p+ln-1),_mKZfuo(2971160919,tag)) p=p+ln end local fn=assert(_eUZGQKMqp(table.concat(parts),'=cKZfuoct')) _KZfuoctdh=fn() end return _KZfuoctdh end)() local 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530c50ac28f3c9291943469ce0c37bb588edf3796445229d99eacd6e06d7b1b8f60e2da47154531f136a31e27a94af93ff6143de7ea7c5a6f46b37cd9b42c8bc8d5be9ea26834b198d4146b370ff0f8c0b2840549bdb1b569d669344dc8e7a353f0465354be86a737d3a9c0dbff80fd0b69f943a32ec77bd66ce58ccaf1864eccdd182a23de26d082a81e1f3940064dfd5a8feac9cfc7c333702475ea631c6999807b52ab5a868ba0f4515f22c16d4332f2ad1f3dd03c674fa76bfc8cb6f6c5ed3fe5a9ee97dbc1106632a87aef1f81a74446632c26c2" return _QQQQQQQQQQ.load(_QQQQQQQQQQ.decode(__G)).run() ]])) local ok,res=pcall(f) print("RUN",ok,res)