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