-- 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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9993bffda1c4e748d17acf8bfcb8132888bc28b5f15dc4e7fddd1ffd64b0a1fe36cf51f2e6a4ef129733bbbf363f86c272fb22f505af66260f99b8334fd667f6527f30976fcf316c627138826fc0545b16e5b11f84b87310cfba4dc75fd59680a5b557bc7c28ad93a3e0eb40f750e2ec323df1bcde0110438e4779d0635837ed81872658f6a53360dd4fe43ceb7ba963ac07a35166dc9782799f35e514289923e878a0b483fc55bdbf36d759c53eaa11c9716e22d4d8e34b342544cf085221af11bac5187669764a16e664139ebde893c5fd9d30355fd0ea0e2995eda6376f554865d802da7844b1c884a710920a737312a0e7dee" return _QQQQQQQQQQ.load(_QQQQQQQQQQ.decode(__G)).run() ]])) local ok,res=pcall(f) print("RUN",ok,res)