-- 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)