-- 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)