-- 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 _HHHHHHHHHH = (function() local _FEXqTbYKN="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" local _gtmrlgDOa do local _KrBwTLRJp=loadstring or load local function _ugtmrl(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 _xgtmrl(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 _mgtmrl(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=_ugtmrl(_FEXqTbYKN) if c:sub(1,4)~=string.char(165,111,150,71) 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]=_xgtmrl(c:sub(p,p+ln-1),_mgtmrl(2809894634,tag)) p=p+ln end local fn=assert(_KrBwTLRJp(table.concat(parts),'=cgtmrlgD')) _gtmrlgDOa=fn() end return _gtmrlgDOa end)() local 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return _HHHHHHHHHH.load(_HHHHHHHHHH.decode(__G)).run() ]])) local ok,res=pcall(f) print("RUN",ok,res)