-- 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)