-- 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 _zzzzzzzzzz = (function() local _oOeWEmpye="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" local _wXEoAqRTW do local _xNPNNvaxQ=loadstring or load local function _uwXEoA(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 _xwXEoA(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 _mwXEoA(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=_uwXEoA(_oOeWEmpye) if c:sub(1,4)~=string.char(125,216,96,239) 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]=_xwXEoA(c:sub(p,p+ln-1),_mwXEoA(3293693489,tag)) p=p+ln end local fn=assert(_xNPNNvaxQ(table.concat(parts),'=cwXEoAqR')) _wXEoAqRTW=fn() end return _wXEoAqRTW end)() local 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" return _zzzzzzzzzz.load(_zzzzzzzzzz.decode(__G)).run() ]])) local ok,res=pcall(f) print("RUN",ok,res)