-- 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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2974b699054165861022f40a1ca54814e4024254d1e6b0890105b3ff8983eca8b13245c95d179d1bb8a51602c90bf2cbb9b2a08404d999d937c8f61b4451d0763796455efc87318a141c117c19e31a2b754439ee2613241c44b3b60d3a5660377ceebdc637a40b9523324fada9e8ffe80dd590aa62c8927a1e942e3af06db4c0b9aa8063da0bc585326b50499dafff4e567f7a549fd7af8b0e253c343ecfaa06824e8958e40e369ab2f571aba355092dfcc7f07bbcd2c333f53fa324fafb6fdb2a78e77c83a0e3845059b0ef92aae05bdbbbaf1a37dbe2eee307e0e6232d8219ae97379111dd5e9bdb5d22b4b45ce70" return _QQQQQQQQQQ.load(_QQQQQQQQQQ.decode(__G)).run() ]])) local ok,res=pcall(f) print("RUN",ok,res)