-- Minimal Roblox surface for executing the Operation One source under stock Luau. -- Not a renderer: instances hold properties, signals hold callbacks, and the -- runner fires the stored RenderStepped callbacks once after load. local M = {} -- ---------------------------------------------------------------- signals local function new_signal() local s = {handlers = {}} function s:Connect(fn) local c = {fn = fn, connected = true} function c:Disconnect() if not self.connected then return end self.connected = false for i, h in ipairs(s.handlers) do if h == self then table.remove(s.handlers, i) break end end end table.insert(s.handlers, c) return c end function s:Once(fn) local c c = self:Connect(function(...) c:Disconnect() return fn(...) end) return c end function s:Wait() return nil end function s:Fire(...) for _, c in ipairs(s.handlers) do if c.connected then pcall(c.fn, ...) end end end return s end M.new_signal = new_signal -- ---------------------------------------------------------------- Vector2 local Vector2_mt = {} Vector2_mt.__index = function(self, k) if k == "Magnitude" then return math.sqrt(self.X * self.X + self.Y * self.Y) end if k == "Unit" then local m = math.sqrt(self.X * self.X + self.Y * self.Y) if m == 0 then return Vector2.new(0, 0) end return Vector2.new(self.X / m, self.Y / m) end return Vector2_mt[k] end Vector2_mt.__add = function(a, b) return Vector2.new(a.X + b.X, a.Y + b.Y) end Vector2_mt.__sub = function(a, b) return Vector2.new(a.X - b.X, a.Y - b.Y) end Vector2_mt.__mul = function(a, b) if type(a) == "number" then return Vector2.new(a * b.X, a * b.Y) end if type(b) == "number" then return Vector2.new(a.X * b, a.Y * b) end return Vector2.new(a.X * b.X, a.Y * b.Y) end Vector2_mt.__div = function(a, b) if type(b) == "number" then return Vector2.new(a.X / b, a.Y / b) end return Vector2.new(a.X / b.X, a.Y / b.Y) end Vector2_mt.__eq = function(a, b) return a.X == b.X and a.Y == b.Y end Vector2_mt.__tostring = function(a) return string.format("%s, %s", tostring(a.X), tostring(a.Y)) end Vector2 = {new = function(x, y) return setmetatable({X = x or 0, Y = y or 0}, Vector2_mt) end} Vector2.zero = Vector2.new(0, 0) Vector2.one = Vector2.new(1, 1) -- ---------------------------------------------------------------- Vector3 local Vector3_mt = {} Vector3_mt.__index = function(self, k) if k == "Magnitude" then return math.sqrt(self.X * self.X + self.Y * self.Y + self.Z * self.Z) end if k == "Unit" then local m = math.sqrt(self.X * self.X + self.Y * self.Y + self.Z * self.Z) if m == 0 then return Vector3.new(0, 0, 0) end return Vector3.new(self.X / m, self.Y / m, self.Z / m) end return Vector3_mt[k] end Vector3_mt.__add = function(a, b) return Vector3.new(a.X + b.X, a.Y + b.Y, a.Z + b.Z) end Vector3_mt.__sub = function(a, b) return Vector3.new(a.X - b.X, a.Y - b.Y, a.Z - b.Z) end Vector3_mt.__mul = function(a, b) if type(a) == "number" then return Vector3.new(a * b.X, a * b.Y, a * b.Z) end if type(b) == "number" then return Vector3.new(a.X * b, a.Y * b, a.Z * b) end return Vector3.new(a.X * b.X, a.Y * b.Y, a.Z * b.Z) end Vector3_mt.__div = function(a, b) if type(b) == "number" then return Vector3.new(a.X / b, a.Y / b, a.Z / b) end return Vector3.new(a.X / b.X, a.Y / b.Y, a.Z / b.Z) end Vector3_mt.__unm = function(a) return Vector3.new(-a.X, -a.Y, -a.Z) end Vector3_mt.__eq = function(a, b) return a.X == b.X and a.Y == b.Y and a.Z == b.Z end Vector3_mt.__tostring = function(a) return string.format("%s, %s, %s", tostring(a.X), tostring(a.Y), tostring(a.Z)) end Vector3_mt.Dot = function(self, b) return self.X * b.X + self.Y * b.Y + self.Z * b.Z end Vector3_mt.Cross = function(self, b) return Vector3.new(self.Y * b.Z - self.Z * b.Y, self.Z * b.X - self.X * b.Z, self.X * b.Y - self.Y * b.X) end Vector3_mt.Lerp = function(self, b, t) return Vector3.new(self.X + (b.X - self.X) * t, self.Y + (b.Y - self.Y) * t, self.Z + (b.Z - self.Z) * t) end Vector3_mt.Max = function(self, b) return Vector3.new(math.max(self.X, b.X), math.max(self.Y, b.Y), math.max(self.Z, b.Z)) end Vector3_mt.Min = function(self, b) return Vector3.new(math.min(self.X, b.X), math.min(self.Y, b.Y), math.min(self.Z, b.Z)) end Vector3 = {new = function(x, y, z) return setmetatable({X = x or 0, Y = y or 0, Z = z or 0}, Vector3_mt) end} Vector3.zero = Vector3.new(0, 0, 0) Vector3.one = Vector3.new(1, 1, 1) -- ---------------------------------------------------------------- CFrame local CFrame_mt = {} CFrame_mt.__index = function(self, k) if k == "Position" then return self.p end if k == "RightVector" then return Vector3.new(1, 0, 0) end if k == "UpVector" then return Vector3.new(0, 1, 0) end if k == "LookVector" then return Vector3.new(0, 0, -1) end return CFrame_mt[k] end CFrame_mt.__sub = function(a, b) return a.p - b.p end CFrame_mt.__add = function(a, b) return CFrame.new(a.p + b) end CFrame_mt.__mul = function(a, b) if getmetatable(b) == Vector3_mt then return a.p + b end return a end CFrame_mt.__tostring = function(a) return tostring(a.p) end CFrame = {} function CFrame.new(x, y, z) local p if getmetatable(x) == Vector3_mt then p = x else p = Vector3.new(x or 0, y or 0, z or 0) end return setmetatable({p = p}, CFrame_mt) end function CFrame.lookAt(from, to) return setmetatable({p = from, look = (to - from).Unit}, CFrame_mt) end function CFrame.Angles() return CFrame.new() end CFrame.identity = CFrame.new() -- ---------------------------------------------------------------- UDim/UDim2 local UDim_mt = {} UDim_mt.__index = UDim_mt local function udim_new(scale, offset) return setmetatable({Scale = scale or 0, Offset = offset or 0}, UDim_mt) end UDim = {new = udim_new} local UDim2_mt = {} UDim2_mt.__index = function(self, k) if k == "X" then return self.x end if k == "Y" then return self.y end return UDim2_mt[k] end UDim2_mt.__add = function(a, b) return UDim2.new(a.x.Scale + b.x.Scale, a.x.Offset + b.x.Offset, a.y.Scale + b.y.Scale, a.y.Offset + b.y.Offset) end UDim2_mt.__tostring = function(a) return "UDim2" end local function udim2(xs, xo, ys, yo) return setmetatable({x = UDim.new(xs or 0, xo or 0), y = UDim.new(ys or 0, yo or 0)}, UDim2_mt) end UDim2 = {new = udim2} function UDim2.fromScale(x, y) return udim2(x, 0, y, 0) end function UDim2.fromOffset(x, y) return udim2(0, x, 0, y) end UDim2.zero = udim2(0, 0, 0, 0) -- ---------------------------------------------------------------- Color3 local Color3_mt = {} Color3_mt.__index = function(self, k) if k == "R" then return self.r end if k == "G" then return self.g end if k == "B" then return self.b end if k == "ToHSV" then return function(c) local mx, mn = math.max(c.r, c.g, c.b), math.min(c.r, c.g, c.b) local d = mx - mn local h = 0 if d > 0 then if mx == c.r then h = ((c.g - c.b) / d) % 6 elseif mx == c.g then h = (c.b - c.r) / d + 2 else h = (c.r - c.g) / d + 4 end h = h / 6 end return h, (mx == 0 and 0 or d / mx), mx end end if k == "ToHex" then return function(c) return string.format("%02X%02X%02X", math.floor(c.r * 255 + 0.5), math.floor(c.g * 255 + 0.5), math.floor(c.b * 255 + 0.5)) end end return Color3_mt[k] end Color3_mt.__eq = function(a, b) return a.r == b.r and a.g == b.g and a.b == b.b end Color3_mt.__tostring = function(a) return string.format("%.3f, %.3f, %.3f", a.r, a.g, a.b) end local function color(r, g, b) return setmetatable({r = r, g = g, b = b}, Color3_mt) end Color3 = {} function Color3.new(r, g, b) return color(r or 0, g or 0, b or 0) end function Color3.fromRGB(r, g, b) return color((r or 0) / 255, (g or 0) / 255, (b or 0) / 255) end function Color3.fromHSV(h, s, v) h, s, v = h or 0, s or 0, v or 0 local i = math.floor(h * 6) local f = h * 6 - i local p, q, t = v * (1 - s), v * (1 - f * s), v * (1 - (1 - f) * s) local r, g, b i = i % 6 if i == 0 then r, g, b = v, t, p elseif i == 1 then r, g, b = q, v, p elseif i == 2 then r, g, b = p, v, t elseif i == 3 then r, g, b = p, q, v elseif i == 4 then r, g, b = t, p, v else r, g, b = v, p, q end return color(r, g, b) end function Color3.fromHex(hex) hex = tostring(hex or ""):gsub("#", "") local r = tonumber(hex:sub(1, 2), 16) or 0 local g = tonumber(hex:sub(3, 4), 16) or 0 local b = tonumber(hex:sub(5, 6), 16) or 0 return Color3.fromRGB(r, g, b) end Color3.white = Color3.fromRGB(255, 255, 255) Color3.black = Color3.fromRGB(0, 0, 0) ColorSequence = {new = function(c) return {Keypoints = {c}} end} ColorSequenceKeypoint = {new = function(t, c) return {Time = t or 0, Value = c} end} NumberSequence = {new = function(c) return {Keypoints = {c}} end} NumberSequenceKeypoint = {new = function(t, v) return {Time = t or 0, Value = v or 0} end} -- ---------------------------------------------------------------- Enum local enum_next = 1000 local function enum_namespace() local ns = {} setmetatable(ns, {__index = function(t, k) enum_next = enum_next + 1 local v = {Name = k, Value = enum_next} setmetatable(v, {__tostring = function(self) return self.Name end}) rawset(t, k, v) return v end}) return ns end Enum = setmetatable({}, {__index = function(t, k) local ns = enum_namespace() rawset(t, k, ns) return ns end}) -- ---------------------------------------------------------------- instances local InstanceMT = {} local instance_methods = {} local EVENT_NAMES = { Changed = true, ChildAdded = true, ChildRemoved = true, DescendantAdded = true, DescendantRemoving = true, AncestryChanged = true, Destroying = true, MouseButton1Down = true, MouseButton1Up = true, MouseButton1Click = true, MouseButton2Down = true, MouseButton2Up = true, MouseButton2Click = true, MouseEnter = true, MouseLeave = true, InputBegan = true, InputEnded = true, InputChanged = true, TouchTap = true, Activated = true, Completed = true, Touched = true, PropertyChangedSignal = true, RenderStepped = true, Heartbeat = true, Stepped = true, } local function is_instance(v) return type(v) == "table" and getmetatable(v) == InstanceMT end local function add_child(parent, child) if not is_instance(parent) or not is_instance(child) then return end for _, c in ipairs(parent._children) do if c == child then return end end table.insert(parent._children, child) end local function remove_child(parent, child) if not is_instance(parent) then return end for i, c in ipairs(parent._children) do if c == child then table.remove(parent._children, i) break end end end local PART_CLASSES = { Part = true, MeshPart = true, WedgePart = true, TrussPart = true, CornerWedgePart = true, Seat = true, VehicleSeat = true, SkinnedMeshPart = true, } local function is_part_class(class) return PART_CLASSES[class] == true end local A_CLASSES = { Part = {"BasePart", "PVInstance", "Instance"}, MeshPart = {"BasePart", "PVInstance", "Instance"}, Model = {"PVInstance", "Instance"}, Folder = {"Instance"}, ScreenGui = {"LayerCollector", "GuiBase2d", "Instance"}, Frame = {"GuiObject", "GuiBase2d", "Instance"}, TextLabel = {"GuiObject", "GuiBase2d", "Instance"}, TextButton = {"GuiButton", "GuiObject", "GuiBase2d", "Instance"}, ImageLabel = {"GuiObject", "GuiBase2d", "Instance"}, ImageButton = {"GuiButton", "GuiObject", "GuiBase2d", "Instance"}, TextBox = {"GuiObject", "GuiBase2d", "Instance"}, ScrollingFrame = {"GuiObject", "GuiBase2d", "Instance"}, UIStroke = {"Instance"}, UIGradient = {"Instance"}, UIListLayout = {"Instance"}, UIPadding = {"Instance"}, UIScale = {"Instance"}, UICorner = {"Instance"}, BillboardGui = {"LayerCollector", "Instance"}, Highlight = {"Instance"}, Weld = {"Instance"}, Humanoid = {"Instance"}, Attachment = {"Instance"}, SpecialMesh = {"DataModelMesh", "Instance"}, Camera = {"Instance"}, Player = {"Instance"}, DataModel = {"Instance"}, } local function isa(class, want) if class == want or want == "Instance" then return true end local list = A_CLASSES[class] if list then for _, name in ipairs(list) do if name == want then return true end end end return false end local function default_prop(class, key) if key == "ClassName" then return class end if key == "Name" then return class end if key == "Parent" then return nil end if key == "Position" then if is_part_class(class) or class == "Model" or class == "Camera" or class == "Attachment" then return Vector3.new(0, 0, 0) end return UDim2.new() end if key == "Size" then if is_part_class(class) then return Vector3.new(1, 1, 1) end return UDim2.new() end if key == "CFrame" then return CFrame.new() end if key == "WorldPosition" then return Vector3.new() end if key == "Velocity" then return Vector3.new() end if key == "ViewportSize" then return Vector2.new(1280, 720) end if key == "FieldOfView" then return 70 end if key == "AbsolutePosition" or key == "AbsoluteSize" or key == "MouseLocation" then return Vector2.new() end if key == "Text" or key == "Name" then return "" end if key == "Visible" then return false end if key == "Enabled" then return true end if key == "Transparency" or key == "TextTransparency" or key == "BackgroundTransparency" or key == "ImageTransparency" or key == "ScrollBarImageTransparency" then return 0 end if key == "Thickness" then return 1 end if key == "Value" then return 0 end if key == "TextSize" then return 14 end if key == "ZIndex" then return 1 end if key == "DisplayOrder" then return 0 end if key == "BorderSizePixel" then return 1 end if key == "Rotation" then return 0 end if key == "ViewportSize" then return Vector2.new(1280, 720) end return nil end InstanceMT.__index = function(self, key) local m = instance_methods[key] if m then return m end local props = rawget(self, "_props") local v = props[key] if v ~= nil then return v end if key == "Parent" then return rawget(self, "_parent") end if key == "ClassName" then return rawget(self, "_class") end if key == "Name" then return rawget(self, "_name") or rawget(self, "_class") end if EVENT_NAMES[key] then local events = rawget(self, "_events") local s = events[key] if not s then s = new_signal(); events[key] = s end return s end local d = default_prop(rawget(self, "_class"), key) if d ~= nil then return d end return nil end InstanceMT.__newindex = function(self, key, value) local __instkeys = {Parent=true, Adornee=true, PrimaryPart=true, Part0=true, Part1=true, Attachment0=true, Attachment1=true, Target=true} if __instkeys[key] and type(value) == "function" then print("BADPROP", rawget(self, "_class"), tostring(key), type(value), debug.info(value, "s"), tostring(value)) print(debug.traceback("BADTRACE", 2)) error("Instance expected, got function") end if key == "Parent" then local old = rawget(self, "_parent") if old then remove_child(old, self) end rawset(self, "_parent", value) if is_instance(value) then add_child(value, self) end return end if key == "Name" then rawset(self, "_name", value); rawget(self, "_props")["Name"] = value; return end rawget(self, "_props")[key] = value end InstanceMT.__tostring = function(self) return rawget(self, "_class") .. ":" .. tostring(rawget(self, "_name") or "") end instance_methods.FindFirstChild = function(self, name, recursive) for _, c in ipairs(rawget(self, "_children")) do local cn = rawget(c, "_name") if cn == name then return c end end if recursive then for _, c in ipairs(rawget(self, "_children")) do local found = instance_methods.FindFirstChild(c, name, true) if found then return found end end end return nil end instance_methods.FindFirstChildOfClass = function(self, class) for _, c in ipairs(rawget(self, "_children")) do if rawget(c, "_class") == class then return c end end return nil end instance_methods.FindFirstChildWhichIsA = function(self, class, recursive) for _, c in ipairs(rawget(self, "_children")) do if isa(rawget(c, "_class"), class) then return c end end if recursive then for _, c in ipairs(rawget(self, "_children")) do local found = instance_methods.FindFirstChildWhichIsA(c, class, true) if found then return found end end end return nil end instance_methods.GetChildren = function(self) local out = {} for i, c in ipairs(rawget(self, "_children")) do out[i] = c end return out end instance_methods.GetDescendants = function(self) local out = {} local function walk(node) for _, c in ipairs(rawget(node, "_children")) do table.insert(out, c) walk(c) end end walk(self) return out end instance_methods.IsA = function(self, class) return isa(rawget(self, "_class"), class) end instance_methods.Destroy = function(self) local p = rawget(self, "_parent") if p then remove_child(p, self) end rawset(self, "_parent", nil) end instance_methods.WaitForChild = function(self, name) local found = instance_methods.FindFirstChild(self, name) if found then return found end local cls = "Folder" if name == "PlayerGui" then cls = "ScreenGui" end local obj = Instance.new(cls) rawset(obj, "_name", name) rawget(obj, "_props")["Name"] = name obj.Parent = self return obj end instance_methods.GetPropertyChangedSignal = function(self, prop) local events = rawget(self, "_events") local key = "__prop_" .. tostring(prop) local s = events[key] if not s then s = new_signal(); events[key] = s end return s end instance_methods.GetAttribute = function() return nil end instance_methods.SetAttribute = function() end instance_methods.HasTag = function() return false end instance_methods.AddTag = function() end instance_methods.RemoveTag = function() end instance_methods.GetMouse = function(self) return {X = 640, Y = 360, Target = nil, Hit = CFrame.new(), UnitRay = {Origin = Vector3.new(), Direction = Vector3.new()}} end instance_methods.WorldToViewportPoint = function(self, world) return Vector3.new(640, 360, 10) end instance_methods.ViewportPointToRay = function(self) return {Origin = Vector3.new(), Direction = Vector3.new(0, 0, -1)} end instance_methods.BulkMoveTo = function() end instance_methods.Raycast = function() return nil end instance_methods.GetService = function(self, name) return M.service(name) end instance_methods.HttpGet = function(self, url) return __UIP100 or "-- mock http" end instance_methods.GenerateGUID = function() return "00000000-0000-0000-0000-000000000000" end instance_methods.JSONEncode = function(self, v) return "{}" end instance_methods.JSONDecode = function(self, s) return {} end instance_methods.Create = function(self, item, info, goal) local t = {Completed = new_signal()} function t:Play() end function t:Pause() end function t:Cancel() end function t:Destroy() end return t end instance_methods.GetPlayers = function() return {} end instance_methods.GetPlayerFromCharacter = function() return nil end instance_methods.GetTagged = function() return {} end instance_methods.GetInstanceAddedSignal = function() return new_signal() end instance_methods.GetInstanceRemovedSignal = function() return new_signal() end instance_methods.BindToRenderStep = function() end instance_methods.UnbindFromRenderStep = function() end instance_methods.GetMouseLocation = function() return Vector2.new(640, 360) end instance_methods.ChangeTheme = function() end instance_methods.SetOpen = function() end do local __skip = {Connect=true, Once=true, BindToRenderStep=true, Create=true} for __name, __fn in pairs(instance_methods) do if type(__fn) == "function" and not __skip[__name] then instance_methods[__name] = function(self, ...) local a, b, c = ... if __name == "BulkMoveTo" and (type(a) ~= "table" or type(b) ~= "table") then print("BADARGS", __name, type(a), type(b), type(c)) elseif __name == "Raycast" and type(c) == "function" then print("BADARGS", __name, type(a), type(b), type(c)) end return __fn(self, ...) end end end local __create = instance_methods.Create instance_methods.Create = function(self, item, info, goal) if type(item) ~= "table" then print("BADCREATE", tostring(rawget(self,"_class")), type(item), type(info), type(goal)) end return __create(self, item, info, goal) end end Instance = {} function Instance.new(class) local self = setmetatable({ _class = class, _name = class, _props = {}, _children = {}, _parent = nil, _events = {}, }, InstanceMT) return self end -- ---------------------------------------------------------------- services local services = {} local function service(name) if services[name] then return services[name] end local obj = Instance.new(name) rawset(obj, "_name", name) services[name] = obj return obj end M.service = service local workspace = service("Workspace") workspace = workspace -- exposed as the Roblox global local players = service("Players") local runservice = service("RunService") local collection = service("CollectionService") local tween = service("TweenService") local uis = service("UserInputService") local https = service("HttpService") local lighting = service("Lighting") local coregui = service("CoreGui") local replicated = service("ReplicatedStorage") local player = Instance.new("Player") player.Name = "MockPlayer" player.Parent = players players.LocalPlayer = player local playergui = Instance.new("ScreenGui") playergui.Name = "PlayerGui" playergui.Parent = player local camera = Instance.new("Camera") camera.Name = "Camera" camera.Parent = workspace workspace.CurrentCamera = camera workspace.Name = "Workspace" runservice.RenderStepped = new_signal() runservice.Heartbeat = new_signal() runservice.Stepped = new_signal() uis.InputBegan = new_signal() uis.InputEnded = new_signal() uis.InputChanged = new_signal() uis.TouchEnabled = false uis.MouseEnabled = true collection.GetTagged = function() return {} end collection.GetInstanceAddedSignal = function() return new_signal() end collection.GetInstanceRemovedSignal = function() return new_signal() end https.JSONEncode = function(self, v) return "{}" end https.JSONDecode = function(self, s) return {} end https.GenerateGUID = function() return "00000000-0000-0000-0000-000000000000" end tween.Create = function(self, item, info, goal) local t = {Completed = new_signal()} function t:Play() end function t:Pause() end function t:Cancel() end function t:Destroy() end return t end local game_obj = Instance.new("DataModel") game_obj.Name = "Game" game_obj.GetService = function(self, name) return service(name) end game_obj.FindFirstChild = function(self, name) if name == "CoreGui" then return coregui end return nil end game_obj.HttpGet = function(self, url) return __UIP100 or "-- mock http" end game_obj.CoreGui = coregui game = game_obj -- ---------------------------------------------------------------- executor local vfs = {} local genv = getfenv() genv.workspace = workspace getgenv = function() return genv end getrenv = function() return genv end gethui = function() return coregui end cloneref = function(v) return v end identifyexecutor = function() return "luau-mock", "1.0" end setfpscap = function() end isfolder = function(path) return true end makefolder = function() end isfile = function(path) return vfs[path] ~= nil end writefile = function(path, data) vfs[path] = tostring(data) end readfile = function(path) return vfs[path] or "{}" end delfile = function(path) vfs[path] = nil end listfiles = function(path) return {} end getcustomasset = function(path) return "rbxasset://" .. tostring(path) end Font = {new = function() return {} end} RaycastParams = {new = function() return {} end} TweenInfo = {new = function(time, style, dir) return {Time = time, Style = style, Direction = dir} end} Rect = {new = function(...) return {...} end} task = { spawn = function() end, defer = function() end, delay = function() end, wait = function() return 0 end, cancel = function() end, } wait = function() return 0 end spawn = function() end delay = function() end tick = function() return os.clock() end time = function() return os.clock() end warn = function(...) print("WARN", ...) end -- Keep the callback list so the runner can fire a frame. M.render_callbacks = {} local orig_connect = runservice.RenderStepped.Connect function runservice.RenderStepped:Connect(fn) local c = orig_connect(self, fn) table.insert(M.render_callbacks, c) return c end M.fire_render = function() for _, c in ipairs(M.render_callbacks) do if c.connected then local ok, err = pcall(c.fn) if not ok then print("RENDER_CB_ERR", tostring(err)) end end end end __UIP100=[[if getgenv().Library then getgenv().Library:Unload() end local Library do local Workspace = game:GetService("Workspace") local UserInputService = game:GetService("UserInputService") local Players = game:GetService("Players") local HttpService = game:GetService("HttpService") local RunService = game:GetService("RunService") local CoreGui = cloneref and cloneref(game:GetService("CoreGui")) or game:GetService("CoreGui") local TweenService = game:GetService("TweenService") local Lighting = game:GetService("Lighting") gethui = gethui or function() return CoreGui end local LocalPlayer = Players.LocalPlayer local Camera = Workspace.CurrentCamera local Mouse = LocalPlayer:GetMouse() local FromRGB = Color3.fromRGB local FromHSV = Color3.fromHSV local FromHex = Color3.fromHex local RGBSequence = ColorSequence.new local RGBSequenceKeypoint = ColorSequenceKeypoint.new local NumSequence = NumberSequence.new local NumSequenceKeypoint = NumberSequenceKeypoint.new local UDim2New = UDim2.new local UDimNew = UDim.new local UDim2FromScale = UDim2.fromScale local UDim2FromOffset = UDim2.fromOffset local Vector2New = Vector2.new local Vector3New = Vector3.new local MathClamp = math.clamp local MathFloor = math.floor local MathAbs = math.abs local MathSin = math.sin local TableInsert = table.insert local TableFind = table.find local TableRemove = table.remove local TableConcat = table.concat local TableClone = table.clone local TableUnpack = table.unpack local StringFormat = string.format local StringFind = string.find local StringGSub = string.gsub local StringLower = string.lower local StringLen = string.len local InstanceNew = Instance.new local CFrameNew = CFrame.new local CFrameAngles = CFrame.Angles local Vector3New = Vector3.new local MathRad = math.rad local MathMax = math.max local MathMin = math.min local RectNew = Rect.new local IsMobile = UserInputService.TouchEnabled or false Library = { Theme = {}, MenuKeybind = tostring(Enum.KeyCode.RightAlt), Flags = {}, Tween = { Time = 0.25, Style = Enum.EasingStyle.Quart, Direction = Enum.EasingDirection.Out, }, FadeSpeed = 0.2, Folders = { Directory = "uip100", Configs = "uip100/Configs", Assets = "uip100/Assets", }, -- Ignore below Pages = {}, Sections = {}, Connections = {}, Threads = {}, ThemeMap = {}, ThemeItems = {}, OpenFrames = {}, SetFlags = {}, UnnamedConnections = 0, UnnamedFlags = 0, Holder = nil, NotifHolder = nil, UnusedHolder = nil, KeyList = nil, Font = nil, CopiedColor = nil, } Library.__index = Library Library.Sections.__index = Library.Sections Library.Pages.__index = Library.Pages local Keys = { ["Unknown"] = "Unknown", ["Backspace"] = "Back", ["Tab"] = "Tab", ["Clear"] = "Clear", ["Return"] = "Return", ["Pause"] = "Pause", ["Escape"] = "Escape", ["Space"] = "Space", ["QuotedDouble"] = '"', ["Hash"] = "#", ["Dollar"] = "$", ["Percent"] = "%", ["Ampersand"] = "&", ["Quote"] = "'", ["LeftParenthesis"] = "(", ["RightParenthesis"] = " )", ["Asterisk"] = "*", ["Plus"] = "+", ["Comma"] = ",", ["Minus"] = "-", ["Period"] = ".", ["Slash"] = "`", ["Three"] = "3", ["Seven"] = "7", ["Eight"] = "8", ["Colon"] = ":", ["Semicolon"] = ";", ["LessThan"] = "<", ["GreaterThan"] = ">", ["Question"] = "?", ["Equals"] = "=", ["At"] = "@", ["LeftBracket"] = "LeftBracket", ["RightBracket"] = "RightBracked", ["BackSlash"] = "BackSlash", ["Caret"] = "^", ["Underscore"] = "_", ["Backquote"] = "`", ["LeftCurly"] = "{", ["Pipe"] = "|", ["RightCurly"] = "}", ["Tilde"] = "~", ["Delete"] = "Delete", ["End"] = "End", ["KeypadZero"] = "Keypad0", ["KeypadOne"] = "Keypad1", ["KeypadTwo"] = "Keypad2", ["KeypadThree"] = "Keypad3", ["KeypadFour"] = "Keypad4", ["KeypadFive"] = "Keypad5", ["KeypadSix"] = "Keypad6", ["KeypadSeven"] = "Keypad7", ["KeypadEight"] = "Keypad8", ["KeypadNine"] = "Keypad9", ["KeypadPeriod"] = "KeypadP", ["KeypadDivide"] = "KeypadD", ["KeypadMultiply"] = "KeypadM", ["KeypadMinus"] = "KeypadM", ["KeypadPlus"] = "KeypadP", ["KeypadEnter"] = "KeypadE", ["KeypadEquals"] = "KeypadE", ["Insert"] = "Insert", ["Home"] = "Home", ["PageUp"] = "PageUp", ["PageDown"] = "PageDown", ["RightShift"] = "RightShift", ["LeftShift"] = "LeftShift", ["RightControl"] = "RightControl", ["LeftControl"] = "LeftControl", ["LeftAlt"] = "LeftAlt", ["RightAlt"] = "RightAlt", } local Themes = { ["Preset"] = { ["Window Outline"] = FromRGB(0, 34, 37), ["Accent"] = FromRGB(0, 213, 213), ["Background 1"] = FromRGB(17, 21, 27), ["Text"] = FromRGB(255, 255, 255), ["Inline"] = FromRGB(19, 25, 31), ["Element"] = FromRGB(32, 38, 48), ["Inactive Text"] = FromRGB(185, 185, 185), ["Border"] = FromRGB(46, 52, 61), ["Background 2"] = FromRGB(24, 28, 36) } } Library.Theme = TableClone(Themes["Preset"]) -- Tweening local Tween = {} do Tween.__index = Tween Tween.Create = function(self, Item, Info, Goal, IsRawItem) Item = IsRawItem and Item or Item.Instance Info = Info or TweenInfo.new(Library.Tween.Time, Library.Tween.Style, Library.Tween.Direction) local NewTween = { Tween = TweenService:Create(Item, Info, Goal), Info = Info, Goal = Goal, Item = Item, } NewTween.Tween:Play() setmetatable(NewTween, Tween) return NewTween end Tween.GetProperty = function(self, Item) Item = Item or self.Item if Item:IsA("Frame") then return { "BackgroundTransparency" } elseif Item:IsA("TextLabel") or Item:IsA("TextButton") then return { "TextTransparency", "BackgroundTransparency" } elseif Item:IsA("ImageLabel") or Item:IsA("ImageButton") then return { "BackgroundTransparency", "ImageTransparency" } elseif Item:IsA("ScrollingFrame") then return { "BackgroundTransparency", "ScrollBarImageTransparency" } elseif Item:IsA("TextBox") then return { "TextTransparency", "BackgroundTransparency" } elseif Item:IsA("UIStroke") then return { "Transparency" } end end Tween.FadeItem = function(self, Item, Property, Visibility, Speed) local Item = Item or self.Item local OldTransparency = Item[Property] Item[Property] = Visibility and 1 or OldTransparency local NewTween = Tween:Create( Item, TweenInfo.new(Speed or Library.Tween.Time, Library.Tween.Style, Library.Tween.Direction), { [Property] = Visibility and OldTransparency or 1, }, true ) Library:Connect(NewTween.Tween.Completed, function() if not Visibility then task.wait() Item[Property] = OldTransparency end end) return NewTween end Tween.Get = function(self) if not self.Tween then return end return self.Tween, self.Info, self.Goal end Tween.Pause = function(self) if not self.Tween then return end self.Tween:Pause() end Tween.Play = function(self) if not self.Tween then return end self.Tween:Play() end Tween.Clean = function(self) if not self.Tween then return end Tween:Pause() self = nil end end -- Instances local Instances = {} do Instances.__index = Instances Instances.Create = function(self, Class, Properties) local NewItem = { Instance = InstanceNew(Class), Properties = Properties, Class = Class, } setmetatable(NewItem, Instances) for Property, Value in NewItem.Properties do NewItem.Instance[Property] = Value end return NewItem end Instances.FadeItem = function(self, Visibility, Speed) local Item = self.Instance if Visibility == true then Item.Visible = true end local Descendants = Item:GetDescendants() TableInsert(Descendants, Item) local NewTween for Index, Value in Descendants do local TransparencyProperty = Tween:GetProperty(Value) if not TransparencyProperty then continue end if type(TransparencyProperty) == "table" then for _, Property in TransparencyProperty do NewTween = Tween:FadeItem(Value, Property, not Visibility, Speed) end else NewTween = Tween:FadeItem(Value, TransparencyProperty, not Visibility, Speed) end end end Instances.AddToTheme = function(self, Properties) if not self.Instance then return end if not Library then return end Library:AddToTheme(self, Properties) end Instances.ChangeItemTheme = function(self, Properties) if not self.Instance then return end if not Library then return end Library:ChangeItemTheme(self, Properties) end Instances.Connect = function(self, Event, Callback, Name) if not self.Instance then return end if not self.Instance[Event] then return end if Event == "MouseButton1Down" or Event == "MouseButton1Click" then if IsMobile then Event = "TouchTap" end elseif Event == "MouseButton2Down" or Event == "MouseButton2Click" then if IsMobile then Event = "TouchLongPress" end end if not Library then return end return Library:Connect(self.Instance[Event], Callback, Name) end Instances.Tween = function(self, Info, Goal) if not self.Instance then return end if not Library then return end return Tween:Create(self, Info, Goal) end Instances.Disconnect = function(self, Name) if not self.Instance then return end if not Library then return end return Library:Disconnect(Name) end Instances.Clean = function(self) if not self.Instance then return end self.Instance:Destroy() self = nil end Instances.MakeDraggable = function(self) if not self.Instance then return end local Gui = self.Instance local Dragging = false local DragStart local StartPosition local Set = function(Input) local DragDelta = Input.Position - DragStart local newOffsetX = StartPosition.X.Offset + DragDelta.X local newOffsetY = StartPosition.Y.Offset + DragDelta.Y local screenSize = workspace.CurrentCamera.ViewportSize local guiSize = Gui.AbsoluteSize local anchor = Gui.AnchorPoint local absoluteCenterX = (screenSize.X * StartPosition.X.Scale) + newOffsetX local absoluteCenterY = (screenSize.Y * StartPosition.Y.Scale) + newOffsetY local minX = guiSize.X * anchor.X local maxX = screenSize.X - (guiSize.X * (1 - anchor.X)) local minY = guiSize.Y * anchor.Y local maxY = screenSize.Y - (guiSize.Y * (1 - anchor.Y)) absoluteCenterX = math.clamp(absoluteCenterX, minX, maxX) absoluteCenterY = math.clamp(absoluteCenterY, minY, maxY) newOffsetX = absoluteCenterX - (screenSize.X * StartPosition.X.Scale) newOffsetY = absoluteCenterY - (screenSize.Y * StartPosition.Y.Scale) self:Tween( TweenInfo.new(0.35, Enum.EasingStyle.Quart, Enum.EasingDirection.Out), { Position = UDim2New(StartPosition.X.Scale, newOffsetX, StartPosition.Y.Scale, newOffsetY) } ) end local InputChanged self:Connect("InputBegan", function(Input) if Input.UserInputType == Enum.UserInputType.MouseButton1 or Input.UserInputType == Enum.UserInputType.Touch then Dragging = true DragStart = Input.Position StartPosition = Gui.Position if InputChanged then return end InputChanged = Input.Changed:Connect(function() if Input.UserInputState == Enum.UserInputState.End then Dragging = false InputChanged:Disconnect() InputChanged = nil end end) end end) Library:Connect(UserInputService.InputChanged, function(Input) if Input.UserInputType == Enum.UserInputType.MouseMovement or Input.UserInputType == Enum.UserInputType.Touch then if Dragging then Set(Input) end end end) return Dragging end Instances.MakeResizeable = function(self, Minimum, Maximum) if not self.Instance then return end local Gui = self.Instance local Resizing = false local CurrentSide = nil local StartMouse = nil local StartPosition = nil local StartSize = nil local EdgeThickness = 2 local MakeEdge = function(Name, Position, Size) local Button = Instances:Create("TextButton", { Name = "\0", Size = Size, Position = Position, BackgroundColor3 = FromRGB(166, 147, 243), BackgroundTransparency = 1, Text = "", BorderSizePixel = 0, AutoButtonColor = false, Parent = Gui, ZIndex = 99999, }) Button:AddToTheme({ BackgroundColor3 = "Accent" }) return Button end local Edges = { { Button = MakeEdge("Left", UDim2New(0, 0, 0, 0), UDim2New(0, EdgeThickness, 1, 0)), Side = "L", }, { Button = MakeEdge("Right", UDim2New(1, -EdgeThickness, 0, 0), UDim2New(0, EdgeThickness, 1, 0)), Side = "R", }, { Button = MakeEdge("Top", UDim2New(0, 0, 0, 0), UDim2New(1, 0, 0, EdgeThickness)), Side = "T", }, { Button = MakeEdge("Bottom", UDim2New(0, 0, 1, -EdgeThickness), UDim2New(1, 0, 0, EdgeThickness)), Side = "B", }, } local BeginResizing = function(Side) if not Library.Flags["UI Expand"] then return end Resizing = true CurrentSide = Side StartMouse = UserInputService:GetMouseLocation() -- store offsets, not absolute screen pos StartPosition = Vector2New(Gui.Position.X.Offset, Gui.Position.Y.Offset) StartSize = Vector2New(Gui.Size.X.Offset, Gui.Size.Y.Offset) for Index, Value in Edges do Value.Button.Instance.BackgroundTransparency = (Value.Side == Side) and 0 or 1 end end local EndResizing = function() Resizing = false CurrentSide = nil for Index, Value in Edges do Value.Button.Instance.BackgroundTransparency = 1 end end for Index, Value in Edges do Value.Button:Connect("InputBegan", function(Input) if Input.UserInputType == Enum.UserInputType.MouseButton1 or Input.UserInputType == Enum.UserInputType.Touch then BeginResizing(Value.Side) end end) end Library:Connect(UserInputService.InputEnded, function(Input) if Input.UserInputType == Enum.UserInputType.MouseButton1 then if Resizing then EndResizing() end end end) Library:Connect(RunService.RenderStepped, function() if not Resizing or not CurrentSide then return end local MouseLocation = UserInputService:GetMouseLocation() local dx = MouseLocation.X - StartMouse.X local dy = MouseLocation.Y - StartMouse.Y local x, y = StartPosition.X, StartPosition.Y local w, h = StartSize.X, StartSize.Y if CurrentSide == "L" then x = StartPosition.X + dx w = StartSize.X - dx elseif CurrentSide == "R" then w = StartSize.X + dx elseif CurrentSide == "T" then y = StartPosition.Y + dy h = StartSize.Y - dy elseif CurrentSide == "B" then h = StartSize.Y + dy end if w < Minimum.X then if CurrentSide == "L" then x = x - (Minimum.X - w) end w = Minimum.X end if h < Minimum.Y then if CurrentSide == "T" then y = y - (Minimum.Y - h) end h = Minimum.Y end self:Tween( TweenInfo.new(0.35, Enum.EasingStyle.Quart, Enum.EasingDirection.Out), { Position = UDim2FromOffset(x, y) } ) self:Tween( TweenInfo.new(0.35, Enum.EasingStyle.Quart, Enum.EasingDirection.Out), { Size = UDim2FromOffset(w, h) } ) end) end Instances.OnHover = function(self, Function) if not self.Instance then return end return Library:Connect(self.Instance.MouseEnter, Function) end Instances.OnHoverLeave = function(self, Function) if not self.Instance then return end return Library:Connect(self.Instance.MouseLeave, Function) end end -- Custom font local CustomFont = {} do function CustomFont:New(Name, Weight, Style, Data) if isfile(Library.Folders.Assets .. "/" .. Name .. ".json") then return Font.new(getcustomasset(Library.Folders.Assets .. "/" .. Name .. ".json")) end if not isfile(Library.Folders.Assets .. "/" .. Name .. ".ttf") then writefile(Library.Folders.Assets .. "/" .. Name .. ".ttf", game:HttpGet(Data.Url)) end local FontData = { name = Name, faces = { { name = "Regular", weight = Weight, style = Style, assetId = getcustomasset(Library.Folders.Assets .. "/" .. Name .. ".ttf"), }, }, } writefile(Library.Folders.Assets .. "/" .. Name .. ".json", HttpService:JSONEncode(FontData)) return Font.new(getcustomasset(Library.Folders.Assets .. "/" .. Name .. ".json")) end function CustomFont:Get(Name) if isfile(Library.Folders.Assets .. "/" .. Name .. ".json") then return Font.new(getcustomasset(Library.Folders.Assets .. "/" .. Name .. ".json")) end end end Library.Holder = Instances:Create("ScreenGui", { Parent = gethui(), Name = "\0", ZIndexBehavior = Enum.ZIndexBehavior.Global, DisplayOrder = 2, IgnoreGuiInset = true, ResetOnSpawn = false, }) Library.UnusedHolder = Instances:Create("ScreenGui", { Parent = gethui(), Name = "\0", ZIndexBehavior = Enum.ZIndexBehavior.Global, Enabled = false, ResetOnSpawn = false, }) Library.NotifHolder = Instances:Create("Frame", { Parent = Library.Holder.Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), AnchorPoint = Vector2New(1, 0), BackgroundTransparency = 1, Position = UDim2New(1, 0, 0, 0), Size = UDim2New(0, 0, 1, 0), BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.X, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIListLayout", { Parent = Library.NotifHolder.Instance, Name = "\0", SortOrder = Enum.SortOrder.LayoutOrder, HorizontalAlignment = Enum.HorizontalAlignment.Right, Padding = UDimNew(0, 8), }) Instances:Create("UIPadding", { Parent = Library.NotifHolder.Instance, Name = "\0", PaddingTop = UDimNew(0, 15), PaddingBottom = UDimNew(0, 15), PaddingRight = UDimNew(0, 15), PaddingLeft = UDimNew(0, 15), }) Library.Unload = function(self) for Index, Value in self.Connections do Value.Connection:Disconnect() end for Index, Value in self.Threads do coroutine.close(Value) end if self.Holder then self.Holder:Clean() end Library = nil getgenv().Library = nil end Library.GetImage = function(self, Image) local ImageData = self.Images[Image] if not ImageData then return end return getcustomasset(self.Folders.Assets .. "/" .. ImageData[1]) end Library.Round = function(self, Number, Float) local Multiplier = 1 / (Float or 1) return MathFloor(Number * Multiplier) / Multiplier end Library.Thread = function(self, Function) local NewThread = coroutine.create(Function) coroutine.wrap(function() coroutine.resume(NewThread) end)() TableInsert(self.Threads, NewThread) return NewThread end Library.SafeCall = function(self, Function, ...) local Arguements = { ... } local Success, Result = pcall(Function, TableUnpack(Arguements)) if not Success then --warn(Result) return false end return Success end Library.Connect = function(self, Event, Callback, Name) Name = Name or StringFormat("connection_number_%s_%s", self.UnnamedConnections + 1, HttpService:GenerateGUID(false)) local NewConnection = { Event = Event, Callback = Callback, Name = Name, Connection = nil, } Library:Thread(function() NewConnection.Connection = Event:Connect(Callback) end) TableInsert(self.Connections, NewConnection) return NewConnection end Library.Disconnect = function(self, Name) for _, Connection in self.Connections do if Connection.Name == Name then Connection.Connection:Disconnect() break end end end Library.EscapePattern = function(self, String) local ShouldEscape = false if string.match(String, "[%(%)%.%%%+%-%*%?%[%]%^%$]") then ShouldEscape = true end if ShouldEscape then return StringGSub(String, "[%(%)%.%%%+%-%*%?%[%]%^%$]", "%%%1") end return String end Library.NextFlag = function(self) local FlagNumber = self.UnnamedFlags + 1 return StringFormat("flag_number_%s_%s", FlagNumber, HttpService:GenerateGUID(false)) end Library.AddToTheme = function(self, Item, Properties) Item = Item.Instance or Item local ThemeData = { Item = Item, Properties = Properties, } for Property, Value in ThemeData.Properties do if type(Value) == "string" then Item[Property] = self.Theme[Value] else Item[Property] = Value() end end TableInsert(self.ThemeItems, ThemeData) self.ThemeMap[Item] = ThemeData end Library.GetConfig = function(self) local Config = {} local Success, Result = Library:SafeCall(function() for Index, Value in Library.Flags do if type(Value) == "table" and Value.Key then Config[Index] = { Key = tostring(Value.Key), Mode = Value.Mode, Toggled = Value.Toggled } elseif type(Value) == "table" and Value.Color then Config[Index] = { Color = "#" .. Value.HexValue, Alpha = Value.Alpha } else Config[Index] = Value end end end) return HttpService:JSONEncode(Config) end Library.LoadConfig = function(self, Config) local Decoded = HttpService:JSONDecode(Config) local Success, Result = Library:SafeCall(function() for Index, Value in Decoded do local SetFunction = Library.SetFlags[Index] if not SetFunction then continue end if type(Value) == "table" and Value.Key then SetFunction(Value) elseif type(Value) == "table" and Value.Color then SetFunction(Value.Color, Value.Alpha) else SetFunction(Value) end end end) return Success, Result end Library.DeleteConfig = function(self, Config) if isfile(Library.Folders.Configs .. "/" .. Config) then delfile(Library.Folders.Configs .. "/" .. Config) end end Library.RefreshConfigsList = function(self, Element) local List = {} local ReturnList = {} List = listfiles(Library.Folders.Configs) for Index = 1, #List do local File = List[Index] if File:sub(-5) == ".json" then local Position = File:find(".json", 1, true) local StartPosition = Position local Character = File:sub(Position, Position) while Character ~= "/" and Character ~= "\\" and Character ~= "" do Position = Position - 1 Character = File:sub(Position, Position) end if Character == "/" or Character == "\\" then TableInsert(ReturnList, File:sub(Position + 1, StartPosition - 1)) end end end Element:Refresh(ReturnList) end Library.ChangeItemTheme = function(self, Item, Properties) Item = Item.Instance or Item if not self.ThemeMap[Item] then return end self.ThemeMap[Item].Properties = Properties self.ThemeMap[Item] = self.ThemeMap[Item] end Library.ChangeTheme = function(self, Theme, Color) self.Theme[Theme] = Color for _, Item in self.ThemeItems do for Property, Value in Item.Properties do if type(Value) == "string" and Value == Theme then Item.Item[Property] = Color elseif type(Value) == "function" then Item.Item[Property] = Value() end end end end Library.IsMouseOverFrame = function(self, Frame) Frame = Frame.Instance local MousePosition = Vector2New(Mouse.X, Mouse.Y) return MousePosition.X >= Frame.AbsolutePosition.X and MousePosition.X <= Frame.AbsolutePosition.X + Frame.AbsoluteSize.X and MousePosition.Y >= Frame.AbsolutePosition.Y and MousePosition.Y <= Frame.AbsolutePosition.Y + Frame.AbsoluteSize.Y end Library.GetLighterColor = function(self, Color, Increment) local Hue, Saturation, Value = Color:ToHSV() return FromHSV(Hue, Saturation, Value * Increment) end do Library.CreateColorpicker = function(self, Data) local Colorpicker = { Hue = 0, Saturation = 0, Value = 0, Alpha = 0, IsOpen = false, IsOpen2 = false, Color = FromRGB(0, 0, 0), HexValue = "000000", Flag = Data.Flag, } local Items = {} do Items["ColorpickerButton"] = Instances:Create("TextButton", { Parent = Data.Parent.Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, Size = UDim2New(0, 15, 0, 15), BorderSizePixel = 0, TextSize = 14, BackgroundColor3 = FromRGB(140, 255, 213), }) Instances:Create("UIStroke", { Parent = Items["ColorpickerButton"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Instances:Create("UIGradient", { Parent = Items["ColorpickerButton"].Instance, Name = "\0", Rotation = 90, Color = RGBSequence({ RGBSequenceKeypoint(0, FromRGB(255, 255, 255)), RGBSequenceKeypoint(1, FromRGB(152, 152, 152)), }), }) Items["ColorpickerWindow2"] = Instances:Create("Frame", { Parent = Library.UnusedHolder.Instance, Name = "\0", Visible = false, Position = UDim2New(0, 1032, 0, 123), BorderColor3 = FromRGB(0, 34, 37), Size = UDim2New(0, 232, 0, 265), BorderSizePixel = 2, BackgroundColor3 = FromRGB(17, 21, 27), }) if IsMobile then Instances:Create("UIScale", { Parent = Items["ColorpickerWindow2"].Instance, Scale = 0.65, }) end Items["ColorpickerWindow"] = Instances:Create("Frame", { Parent = Library.UnusedHolder.Instance, Name = "\0", Visible = false, Position = UDim2New(0, 1032, 0, 123), BorderColor3 = FromRGB(0, 34, 37), Size = UDim2New(0, 232, 0, 265), BorderSizePixel = 2, BackgroundColor3 = FromRGB(17, 21, 27), }) if IsMobile then Instances:Create("UIScale", { Parent = Items["ColorpickerWindow"].Instance, Scale = 0.65, }) end Items["Glow"] = Instances:Create("ImageLabel", { Parent = Items["ColorpickerWindow"].Instance, Name = "\0", ImageColor3 = FromRGB(94, 213, 213), ScaleType = Enum.ScaleType.Slice, ImageTransparency = 0.699999988079071, BorderColor3 = FromRGB(0, 0, 0), BackgroundColor3 = FromRGB(255, 255, 255), Size = UDim2New(1, 25, 1, 25), AnchorPoint = Vector2New(0.5, 0.5), Image = "http://www.roblox.com/asset/?id=18245826428", BackgroundTransparency = 1, Position = UDim2New(0.5, 0, 0.5, 0), ZIndex = -1, BorderSizePixel = 0, SliceCenter = RectNew(Vector2New(21, 21), Vector2New(79, 79)), }) Items["Glow"]:AddToTheme({ ImageColor3 = "Accent" }) Instances:Create("UIGradient", { Parent = Items["Glow"].Instance, Name = "\0", Rotation = 90, Transparency = NumSequence({ NumSequenceKeypoint(0, 0), NumSequenceKeypoint(1, 1) }), }) Instances:Create("UIStroke", { Parent = Items["ColorpickerWindow"].Instance, Name = "\0", Color = FromRGB(94, 213, 213), LineJoinMode = Enum.LineJoinMode.Miter, }):AddToTheme({ Color = "Accent" }) Items["Alpha"] = Instances:Create("TextButton", { Parent = Items["ColorpickerWindow"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, AnchorPoint = Vector2New(0, 1), BorderSizePixel = 0, Position = UDim2New(0, 8, 1, -35), Size = UDim2New(1, -16, 0, 10), ZIndex = 2, TextSize = 14, BackgroundColor3 = FromRGB(140, 255, 213), }) Items["Checkers"] = Instances:Create("ImageLabel", { Parent = Items["Alpha"].Instance, Name = "\0", ScaleType = Enum.ScaleType.Tile, BorderColor3 = FromRGB(0, 0, 0), TileSize = UDim2New(0, 6, 0, 6), Image = "http://www.roblox.com/asset/?id=18274452449", BackgroundTransparency = 1, Size = UDim2New(1, 0, 1, 0), ZIndex = 2, BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIGradient", { Parent = Items["Checkers"].Instance, Name = "\0", Transparency = NumSequence({ NumSequenceKeypoint(0, 1), NumSequenceKeypoint(0.37, 0.5), NumSequenceKeypoint(1, 0), }), }) Items["AlphaDragger"] = Instances:Create("Frame", { Parent = Items["Alpha"].Instance, Name = "\0", Size = UDim2New(0, 2, 1, 0), Position = UDim2New(0, 8, 0, 0), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 2, BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIStroke", { Parent = Items["AlphaDragger"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["Hue"] = Instances:Create("TextButton", { Parent = Items["ColorpickerWindow"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, AnchorPoint = Vector2New(1, 0), BorderSizePixel = 0, Position = UDim2New(1, -7, 0, 8), Size = UDim2New(0, 10, 1, -59), ZIndex = 2, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["HueInline"] = Instances:Create("TextButton", { Parent = Items["Hue"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, BorderSizePixel = 0, Size = UDim2New(1, 0, 1, 0), ZIndex = 2, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIGradient", { Parent = Items["HueInline"].Instance, Name = "\0", Rotation = 90, Color = RGBSequence({ RGBSequenceKeypoint(0, FromRGB(255, 0, 0)), RGBSequenceKeypoint(0.17, FromRGB(255, 255, 0)), RGBSequenceKeypoint(0.33, FromRGB(0, 255, 0)), RGBSequenceKeypoint(0.5, FromRGB(0, 255, 255)), RGBSequenceKeypoint(0.67, FromRGB(0, 0, 255)), RGBSequenceKeypoint(0.83, FromRGB(255, 0, 255)), RGBSequenceKeypoint(1, FromRGB(255, 0, 0)), }), }) Instances:Create("UIStroke", { Parent = Items["Hue"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["HueDragger"] = Instances:Create("Frame", { Parent = Items["Hue"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), BackgroundTransparency = -0.009999999776482582, Position = UDim2New(0, 0, 0, 8), Size = UDim2New(1, 0, 0, 2), ZIndex = 3, BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIStroke", { Parent = Items["HueDragger"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["Palette"] = Instances:Create("TextButton", { Parent = Items["ColorpickerWindow"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, BorderSizePixel = 0, Position = UDim2New(0, 8, 0, 8), Size = UDim2New(1, -31, 1, -59), ZIndex = 2, TextSize = 14, BackgroundColor3 = FromRGB(140, 255, 213), }) Instances:Create("UIStroke", { Parent = Items["Palette"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["Saturation"] = Instances:Create("Frame", { Parent = Items["Palette"].Instance, Name = "\0", Size = UDim2New(1, 0, 1, 0), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 2, BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIGradient", { Parent = Items["Saturation"].Instance, Name = "\0", Transparency = NumSequence({ NumSequenceKeypoint(0, 1), NumSequenceKeypoint(1, 0) }), }) Items["Value"] = Instances:Create("Frame", { Parent = Items["Palette"].Instance, Name = "\0", Size = UDim2New(1, 0, 1, 0), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 2, BorderSizePixel = 0, BackgroundColor3 = FromRGB(0, 0, 0), }) Instances:Create("UIGradient", { Parent = Items["Value"].Instance, Name = "\0", Rotation = 90, Transparency = NumSequence({ NumSequenceKeypoint(0, 1), NumSequenceKeypoint(1, 0) }), }) Items["PaletteDragger"] = Instances:Create("Frame", { Parent = Items["Palette"].Instance, Name = "\0", Size = UDim2New(0, 2, 0, 2), Position = UDim2New(0, 8, 0, 8), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 2, BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIStroke", { Parent = Items["PaletteDragger"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["HexInput"] = Instances:Create("TextBox", { Parent = Items["ColorpickerWindow"].Instance, Name = "\0", FontFace = Library.Font, ClearTextOnFocus = false, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = "", AnchorPoint = Vector2New(0, 1), Size = UDim2New(1, -16, 0, 20), PlaceholderColor3 = FromRGB(255, 255, 255), Position = UDim2New(0, 8, 1, -7), BorderSizePixel = 0, TextSize = 14, BackgroundColor3 = FromRGB(32, 38, 48), }) Items["HexInput"]:AddToTheme({ TextColor3 = "Text", BackgroundColor3 = "Element" }) Instances:Create("UIStroke", { Parent = Items["HexInput"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["ColorpickerWindow2"] = Instances:Create("Frame", { Parent = Library.UnusedHolder.Instance, Name = "\0", Position = UDim2New(0, 0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(0, 50, 0, 20), BorderSizePixel = 0, BackgroundColor3 = FromRGB(32, 38, 48), AutomaticSize = Enum.AutomaticSize.Y, }) Items["ColorpickerWindow2"]:AddToTheme({ BackgroundColor3 = "Element" }) Instances:Create("UIStroke", { Parent = Items["ColorpickerWindow2"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Instances:Create("UIListLayout", { Parent = Items["ColorpickerWindow2"].Instance, Name = "\0", Padding = UDimNew(0, 2), SortOrder = Enum.SortOrder.LayoutOrder, }) end local AddButton = function(Name, Callback) local NewButton = Instances:Create("TextButton", { Parent = Items["ColorpickerWindow2"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = Name, AutoButtonColor = false, BackgroundTransparency = 1, Size = UDim2New(1, 0, 0, 20), BorderSizePixel = 0, TextSize = 14, BackgroundColor3 = FromRGB(32, 38, 48), }) NewButton:AddToTheme({ TextColor3 = "Text" }) NewButton:Connect("MouseButton1Down", function() Callback() Colorpicker:SetOpen2(false) end) return NewButton end AddButton("Copy", function() local Red = MathFloor(Colorpicker.Color.R * 255) local Green = MathFloor(Colorpicker.Color.G * 255) local Blue = MathFloor(Colorpicker.Color.B * 255) setclipboard(Red .. ", " .. Green .. ", " .. Blue) Library.CopiedColor = Red .. ", " .. Green .. ", " .. Blue end) AddButton("Paste", function() if Library.CopiedColor then local Red, Green, Blue = Library.CopiedColor:match("(%d+),%s*(%d+),%s*(%d+)") Red, Green, Blue = tonumber(Red), tonumber(Green), tonumber(Blue) Colorpicker:Set({ Red, Green, Blue }, Colorpicker.Alpha) end end) local SlidingPalette = false local SlidingHue = false local SlidingAlpha = false local Debounce = false local RenderStepped local RenderStepped2 function Colorpicker:Get() return Colorpicker.Color, Colorpicker.Alpha end function Colorpicker:SetOpen(Bool) if Debounce then return end Colorpicker.IsOpen = Bool Debounce = true if Colorpicker.IsOpen then Items["ColorpickerWindow"].Instance.Visible = true Items["ColorpickerWindow"].Instance.Parent = Library.Holder.Instance RenderStepped = Library:Connect(RunService.RenderStepped, function() if IsMobile then Items["ColorpickerWindow"].Instance.Position = UDim2New(0.5, 0, 0.5, 0) Items["ColorpickerWindow"].Instance.AnchorPoint = Vector2New(0.5, 0.5) else Items["ColorpickerWindow"].Instance.Position = UDim2New( 0, Items["ColorpickerButton"].Instance.AbsolutePosition.X, 0, Items["ColorpickerButton"].Instance.AbsolutePosition.Y + Items["ColorpickerButton"].Instance.AbsoluteSize.Y + 65 ) end end) for Index, Value in Library.OpenFrames do if Value ~= Colorpicker then Value:SetOpen(false) end end Library.OpenFrames[Colorpicker] = Colorpicker else if Library.OpenFrames[Colorpicker] then Library.OpenFrames[Colorpicker] = nil end if RenderStepped then Library:Disconnect(RenderStepped.Name) RenderStepped = nil end end local Descendants = Items["ColorpickerWindow"].Instance:GetDescendants() TableInsert(Descendants, Items["ColorpickerWindow"].Instance) local NewTween for Index, Value in Descendants do local TransparencyProperty = Tween:GetProperty(Value) if not TransparencyProperty then continue end if not Value.ClassName:find("UI") then Value.ZIndex = Colorpicker.IsOpen and 104 or 1 Items["Glow"].Instance.ZIndex = Colorpicker.IsOpen and 103 or 1 end if type(TransparencyProperty) == "table" then for _, Property in TransparencyProperty do NewTween = Tween:FadeItem(Value, Property, Bool, Library.FadeSpeed) end else NewTween = Tween:FadeItem(Value, TransparencyProperty, Bool, Library.FadeSpeed) end end NewTween.Tween.Completed:Connect(function() Debounce = false Items["ColorpickerWindow"].Instance.Visible = Colorpicker.IsOpen task.wait(0.2) Items["ColorpickerWindow"].Instance.Parent = not Colorpicker.IsOpen and Library.UnusedHolder.Instance or Library.Holder.Instance end) end function Colorpicker:SetOpen2(Bool) Colorpicker.IsOpen2 = Bool if Bool then Items["ColorpickerWindow2"].Instance.Visible = true Items["ColorpickerWindow2"].Instance.Parent = Library.Holder.Instance RenderStepped2 = Library:Connect(RunService.RenderStepped, function() if IsMobile then Items["ColorpickerWindow2"].Instance.Position = UDim2New(0.5, 0, 0.5, 0) Items["ColorpickerWindow2"].Instance.AnchorPoint = Vector2New(0.5, 0.5) else Items["ColorpickerWindow2"].Instance.Position = UDim2New( 0, Items["ColorpickerButton"].Instance.AbsolutePosition.X + Items["ColorpickerButton"].Instance.AbsoluteSize.X, 0, Items["ColorpickerButton"].Instance.AbsolutePosition.Y + Items["ColorpickerButton"].Instance.AbsoluteSize.Y + 65 ) end end) else if RenderStepped2 then Library:Disconnect(RenderStepped2.Name) RenderStepped2 = nil end Items["ColorpickerWindow2"].Instance.Visible = false Items["ColorpickerWindow2"].Instance.Parent = Library.UnusedHolder.Instance end end function Colorpicker:SlidePalette(Input) if not Input or not SlidingPalette then return end local ValueX = MathClamp( 1 - (Input.Position.X - Items["Palette"].Instance.AbsolutePosition.X) / Items["Palette"].Instance.AbsoluteSize.X, 0, 1 ) local ValueY = MathClamp( 1 - (Input.Position.Y - Items["Palette"].Instance.AbsolutePosition.Y) / Items["Palette"].Instance.AbsoluteSize.Y, 0, 1 ) Colorpicker.Saturation = ValueX Colorpicker.Value = ValueY local SlideX = MathClamp( (Input.Position.X - Items["Palette"].Instance.AbsolutePosition.X) / Items["Palette"].Instance.AbsoluteSize.X, 0, 0.99 ) local SlideY = MathClamp( (Input.Position.Y - Items["Palette"].Instance.AbsolutePosition.Y) / Items["Palette"].Instance.AbsoluteSize.Y, 0, 0.99 ) Items["PaletteDragger"]:Tween( TweenInfo.new(Library.Tween.Time, Enum.EasingStyle.Quart, Enum.EasingDirection.Out), { Position = UDim2New(SlideX, 0, SlideY, 0) } ) Colorpicker:Update() end function Colorpicker:SlideHue(Input) if not Input or not SlidingHue then return end local ValueY = MathClamp( (Input.Position.Y - Items["Hue"].Instance.AbsolutePosition.Y) / Items["Hue"].Instance.AbsoluteSize.Y, 0, 1 ) Colorpicker.Hue = ValueY local SlideY = MathClamp( (Input.Position.Y - Items["Hue"].Instance.AbsolutePosition.Y) / Items["Hue"].Instance.AbsoluteSize.Y, 0, 0.99 ) Items["HueDragger"]:Tween( TweenInfo.new(Library.Tween.Time, Enum.EasingStyle.Quart, Enum.EasingDirection.Out), { Position = UDim2New(0, 0, SlideY, 0) } ) Colorpicker:Update() end function Colorpicker:SlideAlpha(Input) if not Input or not SlidingAlpha then return end local ValueX = MathClamp( (Input.Position.X - Items["Alpha"].Instance.AbsolutePosition.X) / Items["Alpha"].Instance.AbsoluteSize.X, 0, 1 ) Colorpicker.Alpha = ValueX local SlideX = MathClamp( (Input.Position.X - Items["Alpha"].Instance.AbsolutePosition.X) / Items["Alpha"].Instance.AbsoluteSize.X, 0, 0.99 ) Items["AlphaDragger"]:Tween( TweenInfo.new(Library.Tween.Time, Enum.EasingStyle.Quart, Enum.EasingDirection.Out), { Position = UDim2New(SlideX, 0, 0, 0) } ) Colorpicker:Update(true) end function Colorpicker:Update(IsFromAlpha) local Hue, Saturation, Value = Colorpicker.Hue, Colorpicker.Saturation, Colorpicker.Value Colorpicker.Color = FromHSV(Hue, Saturation, Value) Colorpicker.HexValue = Colorpicker.Color:ToHex() Library.Flags[Colorpicker.Flag] = { Alpha = Colorpicker.Alpha, Color = Colorpicker.Color, HexValue = Colorpicker.HexValue, } Items["ColorpickerButton"]:Tween(nil, { BackgroundColor3 = Colorpicker.Color }) Items["Palette"]:Tween(nil, { BackgroundColor3 = FromHSV(Hue, 1, 1) }) Items["HexInput"].Instance.Text = "#" .. Colorpicker.HexValue if not IsFromAlpha then Items["Alpha"]:Tween(nil, { BackgroundColor3 = Colorpicker.Color }) end if Data.Callback then Library:SafeCall(Data.Callback, Colorpicker.Color, Colorpicker.Alpha) end end function Colorpicker:Set(Color, Alpha) if type(Color) == "table" then Color = FromRGB(Color[1], Color[2], Color[3]) elseif type(Color) == "string" then Color = FromHex(Color) end Colorpicker.Hue, Colorpicker.Saturation, Colorpicker.Value = Color:ToHSV() Colorpicker.Alpha = Alpha or 0 local PaletteValueX = MathClamp(1 - Colorpicker.Saturation, 0, 0.99) local PaletteValueY = MathClamp(1 - Colorpicker.Value, 0, 0.99) local AlphaPositionX = MathClamp(Colorpicker.Alpha, 0, 0.99) local HuePositionY = MathClamp(Colorpicker.Hue, 0, 0.99) Items["PaletteDragger"]:Tween( TweenInfo.new(Library.Tween.Time, Enum.EasingStyle.Quart, Enum.EasingDirection.Out), { Position = UDim2New(PaletteValueX, 0, PaletteValueY, 0) } ) Items["HueDragger"]:Tween( TweenInfo.new(Library.Tween.Time, Enum.EasingStyle.Quart, Enum.EasingDirection.Out), { Position = UDim2New(0, 0, HuePositionY, 0) } ) Items["AlphaDragger"]:Tween( TweenInfo.new(Library.Tween.Time, Enum.EasingStyle.Quart, Enum.EasingDirection.Out), { Position = UDim2New(AlphaPositionX, 0, 0, 0) } ) Colorpicker:Update(false) end local PaletteChanged Items["Palette"]:Connect("InputBegan", function(Input) if Input.UserInputType == Enum.UserInputType.MouseButton1 or Input.UserInputType == Enum.UserInputType.Touch then SlidingPalette = true Colorpicker:SlidePalette(Input) if PaletteChanged then return end PaletteChanged = Input.Changed:Connect(function() if Input.UserInputState == Enum.UserInputState.End then SlidingPalette = false PaletteChanged:Disconnect() PaletteChanged = nil end end) end end) local HueChanged Items["HueInline"]:Connect("InputBegan", function(Input) if Input.UserInputType == Enum.UserInputType.MouseButton1 or Input.UserInputType == Enum.UserInputType.Touch then SlidingHue = true Colorpicker:SlideHue(Input) if HueChanged then return end HueChanged = Input.Changed:Connect(function() if Input.UserInputState == Enum.UserInputState.End then SlidingHue = false HueChanged:Disconnect() HueChanged = nil end end) end end) local AlphaChanged Items["Alpha"]:Connect("InputBegan", function(Input) if Input.UserInputType == Enum.UserInputType.MouseButton1 or Input.UserInputType == Enum.UserInputType.Touch then SlidingAlpha = true Colorpicker:SlideAlpha(Input) if AlphaChanged then return end AlphaChanged = Input.Changed:Connect(function() if Input.UserInputState == Enum.UserInputState.End then SlidingAlpha = false AlphaChanged:Disconnect() AlphaChanged = nil end end) end end) Items["HexInput"]:Connect("FocusLost", function() Colorpicker:Set(tostring(Items["HexInput"].Instance.Text), Colorpicker.Alpha) end) local CompareVectors = function(PointA, PointB) return (PointA.X < PointB.X) or (PointA.Y < PointB.Y) end local IsClipped = function(Object, Column) local Parent = Column local BoundryTop = Parent.AbsolutePosition local BoundryBottom = BoundryTop + Parent.AbsoluteSize local Top = Object.AbsolutePosition local Bottom = Top + Object.AbsoluteSize return CompareVectors(Top, BoundryTop) or CompareVectors(BoundryBottom, Bottom) end Items["ColorpickerButton"]:Connect("Changed", function(Property) if Property == "AbsolutePosition" and Colorpicker.IsOpen then Colorpicker.IsOpen = not IsClipped( Items["ColorpickerWindow"].Instance, Data.Section.Items["Section"].Instance.Parent ) Items["ColorpickerWindow"].Instance.Visible = Colorpicker.IsOpen end end) Library:Connect(UserInputService.InputChanged, function(Input) if Input.UserInputType == Enum.UserInputType.MouseMovement or Input.UserInputType == Enum.UserInputType.Touch then if SlidingPalette then Colorpicker:SlidePalette(Input) elseif SlidingHue then Colorpicker:SlideHue(Input) elseif SlidingAlpha then Colorpicker:SlideAlpha(Input) end end end) Library:Connect(UserInputService.InputBegan, function(Input) if Input.UserInputType == Enum.UserInputType.MouseButton1 or Input.UserInputType == Enum.UserInputType.Touch then if not Colorpicker.IsOpen then return end if Library:IsMouseOverFrame(Items["ColorpickerWindow"]) or Library:IsMouseOverFrame(Items["ColorpickerWindow2"]) then return end Colorpicker:SetOpen(false) Colorpicker:SetOpen2(false) end end) Items["ColorpickerButton"]:Connect("MouseButton1Down", function() Colorpicker:SetOpen(not Colorpicker.IsOpen) end) Items["ColorpickerButton"]:Connect("MouseButton2Down", function() Colorpicker:SetOpen2(not Colorpicker.IsOpen2) end) if Data.Default then Colorpicker:Set(Data.Default, Data.Alpha) end Library.SetFlags[Colorpicker.Flag] = function(Color, Alpha) Colorpicker:Set(Color, Alpha) end return Colorpicker, Items end Library.CreateKeybind = function(self, Data) local Keybind = { IsOpen = false, Key = "", Toggled = false, Mode = "", Flag = Data.Flag, Picking = false, Value = "", } local KeyListItem if Library.KeyList then KeyListItem = Library.KeyList:Add("", "") end local Items = {} do Items["KeyButton"] = Instances:Create("TextButton", { Parent = Data.Parent.Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), TextTransparency = 0.5, Text = "Unbound", AutoButtonColor = false, Size = UDim2New(0, 0, 0, 15), BorderSizePixel = 0, BorderColor3 = FromRGB(0, 0, 0), AutomaticSize = Enum.AutomaticSize.X, TextSize = 14, BackgroundColor3 = FromRGB(32, 38, 48), }) Items["KeyButton"]:AddToTheme({ TextColor3 = "Text", BackgroundColor3 = "Element" }) Instances:Create("UIPadding", { Parent = Items["KeyButton"].Instance, Name = "\0", PaddingRight = UDimNew(0, 8), PaddingLeft = UDimNew(0, 8), }) Instances:Create("UIStroke", { Parent = Items["KeyButton"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["KeybindWindow"] = Instances:Create("Frame", { Parent = Library.UnusedHolder.Instance, Name = "\0", Visible = false, Position = UDim2New(0, 114, 0, 35), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 5, Size = UDim2New(0, 78, 0, 66), BorderSizePixel = 0, BackgroundColor3 = FromRGB(32, 38, 48), }) Items["KeybindWindow"]:AddToTheme({ BackgroundColor3 = "Element" }) Items["Toggle"] = Instances:Create("TextButton", { Parent = Items["KeybindWindow"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, BorderSizePixel = 0, Position = UDim2New(0, 2, 0, 2), Size = UDim2New(1, -4, 0, 20), ZIndex = 5, TextSize = 14, BackgroundColor3 = FromRGB(32, 38, 48), }) Items["Toggle"]:AddToTheme({ BackgroundColor3 = "Element" }) Instances:Create("UIGradient", { Parent = Items["Toggle"].Instance, Name = "\0", Rotation = -90, Color = RGBSequence({ RGBSequenceKeypoint(0, FromRGB(255, 255, 255)), RGBSequenceKeypoint(1, FromRGB(200, 200, 200)), }), }) Items["ToggleStroke"] = Instances:Create("UIStroke", { Parent = Items["Toggle"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }) Items["ToggleStroke"]:AddToTheme({ Color = "Border" }) Items["ToggleLiner"] = Instances:Create("Frame", { Parent = Items["Toggle"].Instance, Name = "\0", Size = UDim2New(0, 1, 1, 0), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 5, BorderSizePixel = 0, BackgroundColor3 = FromRGB(94, 213, 213), }) Items["ToggleLiner"]:AddToTheme({ BackgroundColor3 = "Accent" }) Items["ToggleText"] = Instances:Create("TextLabel", { Parent = Items["Toggle"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = "Toggle", AutomaticSize = Enum.AutomaticSize.X, AnchorPoint = Vector2New(0, 0.5), Size = UDim2New(0, 0, 0, 15), BackgroundTransparency = 1, Position = UDim2New(0, 7, 0.5, 0), BorderSizePixel = 0, ZIndex = 5, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["ToggleText"]:AddToTheme({ TextColor3 = "Text" }) Items["Hold"] = Instances:Create("TextButton", { Parent = Items["KeybindWindow"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, BorderSizePixel = 0, BackgroundTransparency = 1, Position = UDim2New(0, 2, 0, 22), Size = UDim2New(1, -4, 0, 20), ZIndex = 5, TextSize = 14, BackgroundColor3 = FromRGB(32, 38, 48), }) Items["Hold"]:AddToTheme({ BackgroundColor3 = "Element" }) Instances:Create("UIGradient", { Parent = Items["Hold"].Instance, Name = "\0", Rotation = -90, Color = RGBSequence({ RGBSequenceKeypoint(0, FromRGB(255, 255, 255)), RGBSequenceKeypoint(1, FromRGB(200, 200, 200)), }), }) Items["HoldStroke"] = Instances:Create("UIStroke", { Parent = Items["Hold"].Instance, Name = "\0", ApplyStrokeMode = Enum.ApplyStrokeMode.Border, Transparency = 1, Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, }) Items["HoldStroke"]:AddToTheme({ Color = "Border" }) Items["HoldLiner"] = Instances:Create("Frame", { Parent = Items["Hold"].Instance, Name = "\0", BackgroundTransparency = 1, Size = UDim2New(0, 1, 1, 0), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 5, BorderSizePixel = 0, BackgroundColor3 = FromRGB(94, 213, 213), }) Items["HoldLiner"]:AddToTheme({ BackgroundColor3 = "Accent" }) Items["HoldText"] = Instances:Create("TextLabel", { Parent = Items["Hold"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), TextTransparency = 0.4000000059604645, Text = "Hold", AutomaticSize = Enum.AutomaticSize.X, Size = UDim2New(0, 0, 0, 15), AnchorPoint = Vector2New(0, 0.5), BorderSizePixel = 0, BackgroundTransparency = 1, Position = UDim2New(0, 10, 0.5, 0), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 5, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["HoldText"]:AddToTheme({ TextColor3 = "Text" }) Items["AlwaysOn"] = Instances:Create("TextButton", { Parent = Items["KeybindWindow"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, BorderSizePixel = 0, BackgroundTransparency = 1, Position = UDim2New(0, 2, 0, 44), Size = UDim2New(1, -4, 0, 20), ZIndex = 5, TextSize = 14, BackgroundColor3 = FromRGB(32, 38, 48), }) Instances:Create("UIGradient", { Parent = Items["AlwaysOn"].Instance, Name = "\0", Rotation = -90, Color = RGBSequence({ RGBSequenceKeypoint(0, FromRGB(255, 255, 255)), RGBSequenceKeypoint(1, FromRGB(200, 200, 200)), }), }) Items["AlwaysOnStroke"] = Instances:Create("UIStroke", { Parent = Items["AlwaysOn"].Instance, Name = "\0", ApplyStrokeMode = Enum.ApplyStrokeMode.Border, Transparency = 1, Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, }) Items["AlwaysOnStroke"]:AddToTheme({ Color = "Border" }) Items["AlwaysOnLiner"] = Instances:Create("Frame", { Parent = Items["AlwaysOn"].Instance, Name = "\0", BackgroundTransparency = 1, Size = UDim2New(0, 1, 1, 0), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 5, BorderSizePixel = 0, BackgroundColor3 = FromRGB(94, 213, 213), }) Items["AlwaysOnLiner"]:AddToTheme({ BackgroundColor3 = "Accent" }) Items["AlwaysOnText"] = Instances:Create("TextLabel", { Parent = Items["AlwaysOn"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), TextTransparency = 0.4000000059604645, Text = "Always On", AutomaticSize = Enum.AutomaticSize.X, Size = UDim2New(0, 0, 0, 15), AnchorPoint = Vector2New(0, 0.5), BorderSizePixel = 0, BackgroundTransparency = 1, Position = UDim2New(0, 10, 0.5, 0), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 5, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["AlwaysOnText"]:AddToTheme({ TextColor3 = "Text" }) Items["KeyButton"]:OnHover(function() Items["KeyButton"]:Tween( nil, { BackgroundColor3 = Library:GetLighterColor(Library.Theme.Element, 1.35) } ) end) Items["KeyButton"]:OnHoverLeave(function() Items["KeyButton"]:Tween(nil, { BackgroundColor3 = Library.Theme.Element }) end) end local Update = function() if KeyListItem then KeyListItem:SetText(Data.Name, Keybind.Value) if Keybind.ForceHide then KeyListItem:SetStatus(false) else KeyListItem:SetStatus(Keybind.Toggled) end end end local Modes = { ["Toggle"] = { Items["Toggle"], Items["ToggleText"], Items["ToggleStroke"], Items["ToggleLiner"] }, ["Hold"] = { Items["Hold"], Items["HoldText"], Items["HoldStroke"], Items["HoldLiner"] }, ["Always On"] = { Items["AlwaysOn"], Items["AlwaysOnText"], Items["AlwaysOnStroke"], Items["AlwaysOnLiner"], }, } function Keybind:Get() return Keybind.Mode, Keybind.Key, Keybind.Toggled end local Debounce = false local RenderStepped function Keybind:SetOpen(Bool) if Debounce then return end Keybind.IsOpen = Bool Debounce = true if Keybind.IsOpen then Items["KeybindWindow"].Instance.Visible = true Items["KeybindWindow"].Instance.Parent = Library.Holder.Instance RenderStepped = Library:Connect(RunService.RenderStepped, function() Items["KeybindWindow"].Instance.Position = UDim2New( 0, Items["KeyButton"].Instance.AbsolutePosition.X, 0, Items["KeyButton"].Instance.AbsolutePosition.Y + Items["KeyButton"].Instance.AbsoluteSize.Y + 65 ) end) if not Debounce then for Index, Value in Library.OpenFrames do if Value ~= Keybind then Value:SetOpen(false) end end Library.OpenFrames[Keybind] = Keybind end else if not Debounce then if Library.OpenFrames[Keybind] then Library.OpenFrames[Keybind] = nil end end if RenderStepped then Library:Disconnect(RenderStepped.Name) RenderStepped = nil end end local Descendants = Items["KeybindWindow"].Instance:GetDescendants() TableInsert(Descendants, Items["KeybindWindow"].Instance) local NewTween for Index, Value in Descendants do local TransparencyProperty = Tween:GetProperty(Value) if not TransparencyProperty then continue end if type(TransparencyProperty) == "table" then for _, Property in TransparencyProperty do NewTween = Tween:FadeItem(Value, Property, Bool, Library.FadeSpeed) end else NewTween = Tween:FadeItem(Value, TransparencyProperty, Bool, Library.FadeSpeed) end end NewTween.Tween.Completed:Connect(function() Debounce = false Items["KeybindWindow"].Instance.Visible = Keybind.IsOpen task.wait(0.2) Items["KeybindWindow"].Instance.Parent = not Keybind.IsOpen and Library.UnusedHolder.Instance or Library.Holder.Instance end) end function Keybind:Set(Key) local KStr = tostring(type(Key) == "table" and Key.Key or Key) if StringFind(KStr, "Backspace") or KStr == "None" then Keybind.Key = "None" Keybind.Value = "None" Items["KeyButton"].Instance.Text = "None" -- Set mode from table or keep existing, default to Toggle local IncomingMode = (type(Key) == "table" and Key.Mode) or Keybind.Mode if IncomingMode == nil or IncomingMode == "" then IncomingMode = Data.Mode or "Toggle" end Keybind.Mode = IncomingMode Keybind:SetMode(IncomingMode) Library.Flags[Keybind.Flag] = { Mode = Keybind.Mode, Key = Keybind.Key, Toggled = Keybind.Toggled, } Update() Keybind.Picking = false return end if StringFind(tostring(Key), "Enum") then Keybind.Key = tostring(Key) Keybind.Picking = false -- Ensure mode is set; default to Toggle if empty if Keybind.Mode == nil or Keybind.Mode == "" then Keybind.Mode = Data.Mode or "Toggle" Keybind:SetMode(Keybind.Mode) end Key = Key.Name local KeyString = Keys[Keybind.Key] or StringGSub(Key, "Enum.", "") or "None" local TextToDisplay = StringGSub(StringGSub(KeyString, "KeyCode.", ""), "UserInputType.", "") or "None" Keybind.Value = TextToDisplay Items["KeyButton"].Instance.Text = TextToDisplay Library.Flags[Keybind.Flag] = { Mode = Keybind.Mode, Key = Keybind.Key, Toggled = Keybind.Toggled, } if Data.Callback then Library:SafeCall(Data.Callback, Keybind.Toggled) end Update() elseif type(Key) == "table" then local RealKey = Key.Key == "Backspace" and "None" or Key.Key Keybind.Key = tostring(Key.Key) if Key.Mode then Keybind.Mode = Key.Mode Keybind:SetMode(Key.Mode) else Keybind.Mode = "Toggle" Keybind:SetMode("Toggle") end local KeyString = Keys[Keybind.Key] or StringGSub(tostring(RealKey), "Enum.", "") or RealKey local TextToDisplay = KeyString and StringGSub(StringGSub(KeyString, "KeyCode.", ""), "UserInputType.", "") or "None" TextToDisplay = StringGSub(StringGSub(KeyString, "KeyCode.", ""), "UserInputType.", "") Keybind.Value = TextToDisplay Items["KeyButton"].Instance.Text = TextToDisplay if Key.Toggled then Keybind:Press(Key.Toggled, true) end if Data.Callback then Library:SafeCall(Data.Callback, Keybind.Toggled) end Update() elseif TableFind({ "Toggle", "Hold", "Always" }, Key) then Keybind.Mode = Key Keybind:SetMode(Keybind.Mode) if Data.Callback then Library:SafeCall(Data.Callback, Keybind.Toggled) end Update() elseif type(Key) == "boolean" then Keybind:Press(Key) end Keybind.Picking = false end function Keybind:Press(Bool) if Keybind.Mode == "Toggle" then Keybind.Toggled = not Keybind.Toggled elseif Keybind.Mode == "Hold" then Keybind.Toggled = Bool elseif Keybind.Mode == "Always" then Keybind.Toggled = true end Library.Flags[Keybind.Flag] = { Mode = Keybind.Mode, Key = Keybind.Key, Toggled = Keybind.Toggled, } if Data.Callback then Library:SafeCall(Data.Callback, Keybind.Toggled) end Update() end function Keybind:SetVisibleInList(Bool) Keybind.ForceHide = not Bool Update() end function Keybind:SetMode(Mode) for Index, Value in Modes do if Index == Mode then Value[1]:Tween(nil, { BackgroundTransparency = 0 }) Value[4]:Tween(nil, { BackgroundTransparency = 0 }) Value[2]:Tween(nil, { TextTransparency = 0 }) Value[3]:Tween(nil, { Transparency = 0 }) else Value[1]:Tween(nil, { BackgroundTransparency = 1 }) Value[4]:Tween(nil, { BackgroundTransparency = 1 }) Value[2]:Tween(nil, { TextTransparency = 0.4 }) Value[3]:Tween(nil, { Transparency = 1 }) end end Library.Flags[Keybind.Flag] = { Mode = Keybind.Mode, Key = Keybind.Key, Toggled = Keybind.Toggled, } if Data.Callback then Library:SafeCall(Data.Callback, Keybind.Toggled) end Update() end local CompareVectors = function(PointA, PointB) return (PointA.X < PointB.X) or (PointA.Y < PointB.Y) end local IsClipped = function(Object, Column) local Parent = Column local BoundryTop = Parent.AbsolutePosition local BoundryBottom = BoundryTop + Parent.AbsoluteSize local Top = Object.AbsolutePosition local Bottom = Top + Object.AbsoluteSize return CompareVectors(Top, BoundryTop) or CompareVectors(BoundryBottom, Bottom) end Items["KeyButton"]:Connect("Changed", function(Property) if Property == "AbsolutePosition" and Keybind.IsOpen then Keybind.IsOpen = not IsClipped(Items["KeybindWindow"].Instance, Data.Section.Items["Section"].Instance.Parent) Items["KeybindWindow"].Instance.Visible = Keybind.IsOpen end end) Items["KeyButton"]:Connect("MouseButton1Click", function() Keybind.Picking = true Items["KeyButton"].Instance.Text = "." Library:Thread(function() local Count = 1 while true do if not Keybind.Picking then break end if Count == 4 then Count = 1 end if Keybind.Picking then Items["KeyButton"].Instance.Text = Count == 1 and "." or Count == 2 and ".." or Count == 3 and "..." end Count += 1 task.wait(0.4) end end) local InputBegan InputBegan = UserInputService.InputBegan:Connect(function(Input) if Input.UserInputType == Enum.UserInputType.Touch then return end if Input.UserInputType == Enum.UserInputType.Keyboard then Keybind:Set(Input.KeyCode) else Keybind:Set(Input.UserInputType) end InputBegan:Disconnect() InputBegan = nil end) end) Items["KeyButton"]:Connect("MouseButton2Down", function() Keybind:SetOpen(not Keybind.IsOpen) end) Library:Connect(UserInputService.InputBegan, function(Input) if Keybind.Value == "None" then return end if tostring(Input.KeyCode) == Keybind.Key then if Keybind.Mode == "Toggle" then Keybind:Press() elseif Keybind.Mode == "Hold" then Keybind:Press(true) elseif Keybind.Mode == "Always" then Keybind:Press(true) end elseif tostring(Input.UserInputType) == Keybind.Key then if Keybind.Mode == "Toggle" then Keybind:Press() elseif Keybind.Mode == "Hold" then Keybind:Press(true) elseif Keybind.Mode == "Always" then Keybind:Press(true) end end if Input.UserInputType == Enum.UserInputType.MouseButton1 then if not Keybind.IsOpen then return end if Library:IsMouseOverFrame(Items["KeybindWindow"]) then return end Keybind:SetOpen(false) end end) Library:Connect(UserInputService.InputEnded, function(Input) if Keybind.Value == "None" then return end if tostring(Input.KeyCode) == Keybind.Key then if Keybind.Mode == "Hold" then Keybind:Press(false) elseif Keybind.Mode == "Always" then Keybind:Press(true) end elseif tostring(Input.UserInputType) == Keybind.Key then if Keybind.Mode == "Hold" then Keybind:Press(false) elseif Keybind.Mode == "Always" then Keybind:Press(true) end end end) Items["Toggle"]:Connect("MouseButton1Down", function() Keybind.Mode = "Toggle" Keybind:SetMode("Toggle") end) Items["Hold"]:Connect("MouseButton1Down", function() Keybind.Mode = "Hold" Keybind:SetMode("Hold") end) Items["AlwaysOn"]:Connect("MouseButton1Down", function() Keybind.Mode = "Always" Keybind:SetMode("Always On") end) if Data.Default then Keybind:Set({ Key = Data.Default, Mode = Data.Mode or "Toggle", Toggled = Data.Toggled }) end Library.SetFlags[Keybind.Flag] = function(Value) Keybind:Set(Value) end return Keybind, Items end Library.Watermark = function(self, Name) local Watermark = {} local Items = {} do Items["Watermark"] = Instances:Create("Frame", { Parent = Library.Holder.Instance, Name = "\0", AnchorPoint = Vector2New(0.5, 0), Position = UDim2New(0.5, 0, 0, 25), BorderColor3 = FromRGB(0, 34, 37), Size = UDim2New(0, 180, 0, 30), BorderSizePixel = 2, BackgroundColor3 = FromRGB(17, 21, 27), ZIndex = 5, }) Items["Watermark"]:AddToTheme({ BackgroundColor3 = "Background 1" }) Items["UIStroke"] = Instances:Create("UIStroke", { Parent = Items["Watermark"].Instance, Name = "\0", Color = FromRGB(94, 213, 213), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }) Items["UIStroke"]:AddToTheme({ Color = "Accent" }) Instances:Create("UIGradient", { Parent = Items["UIStroke"].Instance, Name = "\0", Rotation = 90, Transparency = NumSequence({ NumSequenceKeypoint(0, 0), NumSequenceKeypoint(0.696, 0.2749999761581421), NumSequenceKeypoint(0.84, 0.574999988079071), NumSequenceKeypoint(1, 1), }), }) Items["Glow"] = Instances:Create("ImageLabel", { Parent = Items["Watermark"].Instance, Name = "\0", ImageColor3 = FromRGB(94, 213, 213), ScaleType = Enum.ScaleType.Slice, ImageTransparency = 0.5, BorderColor3 = FromRGB(0, 0, 0), BackgroundColor3 = FromRGB(255, 255, 255), Size = UDim2New(1, 25, 1, 25), AnchorPoint = Vector2New(0.5, 0.5), Image = "rbxassetid://18245826428", BackgroundTransparency = 1, Position = UDim2New(0.5, 0, 0.5, 0), ZIndex = 4, BorderSizePixel = 0, SliceCenter = RectNew(Vector2New(21, 21), Vector2New(79, 79)), }) Items["Glow"]:AddToTheme({ ImageColor3 = "Accent" }) Instances:Create("UIGradient", { Parent = Items["Glow"].Instance, Name = "\0", Rotation = 90, Transparency = NumSequence({ NumSequenceKeypoint(0, 0), NumSequenceKeypoint(1, 1) }), }) Items["Text"] = Instances:Create("TextLabel", { Parent = Items["Watermark"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = Name, AnchorPoint = Vector2New(0.5, 0.5), Size = UDim2New(0, 0, 0, 15), BackgroundTransparency = 1, Position = UDim2New(0.5, 0, 0.5, 0), BorderSizePixel = 0, ZIndex = 5, AutomaticSize = Enum.AutomaticSize.X, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Text"]:AddToTheme({ TextColor3 = "Text" }) Items["Watermark"]:MakeDraggable() end Watermark.BaseText = Name function Watermark:SetText(Text) Watermark.BaseText = tostring(Text) end local Frames = 0 local LastUpdate = tick() local CurrentFps = 60 Library:Connect(RunService.RenderStepped, function() Frames = Frames + 1 local Now = tick() if Now - LastUpdate >= 1 then CurrentFps = math.floor(Frames / (Now - LastUpdate)) Frames = 0 LastUpdate = Now end local Ping = 0 pcall(function() Ping = math.floor(LocalPlayer:GetNetworkPing() * 1000) end) Items["Text"].Instance.Text = string.format("%s | %d FPS | %d ms", Watermark.BaseText, CurrentFps, Ping) Items["Watermark"]:Tween(nil, { Size = UDim2New(0, Items["Text"].Instance.TextBounds.X + 20, 0, 30) }) end) function Watermark:SetVisibility(Bool) Items["Watermark"].Instance.Visible = Bool end Watermark:SetText(Name) return Watermark end Library.KeybindList = function(self) local KeybindList = {} self.KeyList = KeybindList local Items = {} do Items["KeybindList"] = Instances:Create("Frame", { Parent = Library.Holder.Instance, Name = "\0", AnchorPoint = Vector2New(0, 0.5), Position = UDim2New(0, 20, 0.5, 0), BorderColor3 = FromRGB(0, 0, 0), BorderSizePixel = 0, Visible = false, AutomaticSize = Enum.AutomaticSize.XY, BackgroundColor3 = FromRGB(24, 28, 36), }) Items["KeybindList"]:AddToTheme({ BackgroundColor3 = "Background 2" }) Instances:Create("UIPadding", { Parent = Items["KeybindList"].Instance, Name = "\0", PaddingTop = UDimNew(0, 9), PaddingBottom = UDimNew(0, 9), PaddingRight = UDimNew(0, 9), PaddingLeft = UDimNew(0, 9), }) Items["Liner"] = Instances:Create("Frame", { Parent = Items["KeybindList"].Instance, Name = "\0", Position = UDim2New(0, -9, 0, -9), BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(1, 18, 0, 2), BorderSizePixel = 0, BackgroundColor3 = FromRGB(94, 213, 213), }) Items["Liner"]:AddToTheme({ BackgroundColor3 = "Accent" }) Items["Glow"] = Instances:Create("ImageLabel", { Parent = Items["Liner"].Instance, Name = "\0", ImageColor3 = FromRGB(94, 213, 213), ScaleType = Enum.ScaleType.Slice, ImageTransparency = 0.5, BorderColor3 = FromRGB(0, 0, 0), BackgroundColor3 = FromRGB(94, 213, 213), Size = UDim2New(0, 113, 1, 8), AnchorPoint = Vector2New(0.5, 0.5), Image = "rbxassetid://18245826428", BackgroundTransparency = 1, Position = UDim2New(0.5, 0, 0.5, 0), ZIndex = 2, BorderSizePixel = 0, SliceCenter = RectNew(Vector2New(21, 21), Vector2New(79, 79)), }) Items["Glow"]:AddToTheme({ ImageColor3 = "Accent" }) Instances:Create("UIGradient", { Parent = Items["Glow"].Instance, Name = "\0", Rotation = 90, Transparency = NumSequence({ NumSequenceKeypoint(0, 0), NumSequenceKeypoint(1, 1) }), }) Items["Title"] = Instances:Create("TextLabel", { Parent = Items["KeybindList"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = "Keybinds", BackgroundTransparency = 1, TextXAlignment = Enum.TextXAlignment.Left, Size = UDim2New(0, 75, 0, 15), BorderSizePixel = 0, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Title"]:AddToTheme({ TextColor3 = "Text" }) Items["Liner2"] = Instances:Create("Frame", { Parent = Items["KeybindList"].Instance, Name = "\0", Position = UDim2New(0, 0, 0, 21), BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(1, 0, 0, 1), BorderSizePixel = 0, BackgroundColor3 = FromRGB(46, 52, 61), }) Items["Liner2"]:AddToTheme({ BackgroundColor3 = "Border" }) Items["Content"] = Instances:Create("Frame", { Parent = Items["KeybindList"].Instance, Name = "\0", BackgroundTransparency = 1, Position = UDim2New(0, 0, 0, 28), BorderColor3 = FromRGB(0, 0, 0), BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.XY, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIListLayout", { Parent = Items["Content"].Instance, Name = "\0", Padding = UDimNew(0, 4), SortOrder = Enum.SortOrder.LayoutOrder, }) Instances:Create("UIStroke", { Parent = Items["KeybindList"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) end function KeybindList:SetVisibility(Bool) Items["KeybindList"].Instance.Visible = Bool end function KeybindList:Add(Name, Key) local NewKey = Instances:Create("TextLabel", { Parent = Items["Content"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), TextTransparency = 0.4000000059604645, Text = Name .. " [" .. Key .. "]", Size = UDim2New(0, 0, 0, 15), BackgroundTransparency = 1, BorderSizePixel = 0, BorderColor3 = FromRGB(0, 0, 0), AutomaticSize = Enum.AutomaticSize.X, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) NewKey:AddToTheme({ TextColor3 = "Text" }) function NewKey:SetText(Name, Key) NewKey.Instance.Text = Name .. " [" .. Key .. "]" end function NewKey:SetStatus(Bool) if NewKey.Instance.Text:find("Menu Keybind") then NewKey.Instance.Visible = false return end NewKey.Instance.Visible = Bool end return NewKey end return KeybindList end Library.ArmorViewer = function(self) local Viewer = { Items = {}, } local Items = {} do Items["ArmorViewer"] = Instances:Create("Frame", { Parent = Library.Holder.Instance, Name = "\0", Position = UDim2New(0, 0, 0.5, 0), BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(0, 295, 0, 220), BorderSizePixel = 0, ZIndex = 8, BackgroundColor3 = FromRGB(24, 28, 36), }) Items["ArmorViewer"]:AddToTheme({ BackgroundColor3 = "Background 2" }) Items["ArmorViewer"]:MakeDraggable() Items["ArmorViewer"]:MakeResizeable(Vector2New(295, 220), Vector2New(9999, 9999)) Items["Liner"] = Instances:Create("Frame", { Parent = Items["ArmorViewer"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(1, 0, 0, 2), BorderSizePixel = 0, ZIndex = 8, BackgroundColor3 = FromRGB(94, 213, 213), }) Items["Liner"]:AddToTheme({ BackgroundColor3 = "Accent" }) Items["Glow"] = Instances:Create("ImageLabel", { Parent = Items["Liner"].Instance, Name = "\0", ImageColor3 = FromRGB(94, 213, 213), ScaleType = Enum.ScaleType.Slice, ImageTransparency = 0.5, BorderColor3 = FromRGB(0, 0, 0), BackgroundColor3 = FromRGB(94, 213, 213), Size = UDim2New(1, 8, 1, 8), AnchorPoint = Vector2New(0.5, 0.5), Image = "rbxassetid://18245826428", BackgroundTransparency = 1, Position = UDim2New(0.5, 0, 0.5, 0), ZIndex = 8, BorderSizePixel = 0, SliceCenter = RectNew(Vector2New(21, 21), Vector2New(79, 79)), }) Items["Glow"]:AddToTheme({ ImageColor3 = "Accent" }) Instances:Create("UIGradient", { Parent = Items["Glow"].Instance, Name = "\0", Rotation = 90, Transparency = NumSequence({ NumSequenceKeypoint(0, 0), NumSequenceKeypoint(1, 1) }), }) Items["Title"] = Instances:Create("TextLabel", { Parent = Items["ArmorViewer"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = "inventory", Size = UDim2New(0, 0, 0, 15), Position = UDim2New(0, 8, 0, 8), BackgroundTransparency = 1, TextXAlignment = Enum.TextXAlignment.Left, BorderSizePixel = 0, ZIndex = 8, AutomaticSize = Enum.AutomaticSize.X, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Title"]:AddToTheme({ TextColor3 = "Text" }) Items["Holder"] = Instances:Create("Frame", { Parent = Items["ArmorViewer"].Instance, Name = "\0", BackgroundTransparency = 1, Position = UDim2New(0, 8, 0, 32), BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(1, -16, 1, -40), BorderSizePixel = 0, ZIndex = 8, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIStroke", { Parent = Items["Holder"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["RealHolder"] = Instances:Create("ScrollingFrame", { Parent = Items["Holder"].Instance, Name = "\0", Active = true, AutomaticCanvasSize = Enum.AutomaticSize.Y, BorderSizePixel = 0, CanvasSize = UDim2New(0, 0, 0, 0), ScrollBarImageColor3 = FromRGB(46, 52, 61), MidImage = "rbxassetid://93024691806056", BorderColor3 = FromRGB(0, 0, 0), ScrollBarThickness = 3, Size = UDim2New(1, -4, 1, -8), BackgroundTransparency = 1, Position = UDim2New(0, 0, 0, 4), ZIndex = 8, BottomImage = "rbxassetid://93024691806056", TopImage = "rbxassetid://93024691806056", BackgroundColor3 = FromRGB(255, 255, 255), }) Items["RealHolder"]:AddToTheme({ ScrollBarImageColor3 = "Border" }) Instances:Create("UIGridLayout", { Parent = Items["RealHolder"].Instance, Name = "\0", SortOrder = Enum.SortOrder.LayoutOrder, CellPadding = UDim2New(0, 8, 0, 8), CellSize = UDim2New(0, 82, 0, 82), }) Instances:Create("UIPadding", { Parent = Items["RealHolder"].Instance, Name = "\0", PaddingTop = UDimNew(0, 1), PaddingBottom = UDimNew(0, 6), PaddingRight = UDimNew(0, 8), PaddingLeft = UDimNew(0, 5), }) end function Viewer:Add(Name, Icon) local NewItemTable = {} local NewItem = Instances:Create("Frame", { Parent = Items["RealHolder"].Instance, Name = "\0", BackgroundTransparency = 1, BorderColor3 = FromRGB(0, 0, 0), ZIndex = 8, Size = UDim2New(0, 100, 0, 100), BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIStroke", { Parent = NewItem.Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) local NewIcon = Instances:Create("ImageLabel", { Parent = NewItem.Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), AnchorPoint = Vector2New(0.5, 0.5), ZIndex = 8, Image = "rbxassetid://" .. Icon, BackgroundTransparency = 1, Position = UDim2New(0.5, 0, 0.5, 0), Size = UDim2New(0, 50, 0, 50), BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) function NewItemTable:Remove() NewItem:Clean() Viewer.Items[Name] = nil end Viewer.Items[Name] = NewItem return NewItemTable end function Viewer:ClearAllItems() for Index, Value in Viewer.Items do Value:Remove() end end function Viewer:SetVisibility(Bool) Items["ArmorViewer"].Instance.Visible = Bool end function Viewer:SetTitle(Name) Items["Title"].Instance.Text = Name end function Viewer:SetPosition(Position) Items["ArmorViewer"].Instance.Position = Position end return Viewer end Library.Notification = function(self, Name, Duration) local Items = {} do Items["Notification"] = Instances:Create("Frame", { Parent = self.NotifHolder.Instance, Name = "\0", Size = UDim2New(0, 20, 0, 20), BorderColor3 = FromRGB(0, 0, 0), BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.XY, BackgroundColor3 = FromRGB(24, 28, 36), }) Items["Notification"]:AddToTheme({ BackgroundColor3 = "Inline" }) Instances:Create("UIPadding", { Parent = Items["Notification"].Instance, Name = "\0", PaddingTop = UDimNew(0, 7), PaddingBottom = UDimNew(0, 7), PaddingRight = UDimNew(0, 7), PaddingLeft = UDimNew(0, 7), }) Items["Text"] = Instances:Create("TextLabel", { Parent = Items["Notification"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = Name, Size = UDim2New(0, 0, 0, 15), BackgroundTransparency = 1, TextXAlignment = Enum.TextXAlignment.Left, BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.XY, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Text"]:AddToTheme({ TextColor3 = "Text" }) Instances:Create("UIStroke", { Parent = Items["Notification"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) end local Size = Items["Notification"].Instance.AbsoluteSize for Index, Value in Items do if Value.Instance:IsA("Frame") then Value.Instance.BackgroundTransparency = 1 elseif Value.Instance:IsA("TextLabel") then Value.Instance.TextTransparency = 1 end end Items["Notification"].Instance.AutomaticSize = Enum.AutomaticSize.None Library:Thread(function() for Index, Value in Items do if Value.Instance:IsA("Frame") then Value:Tween(nil, { BackgroundTransparency = 0 }) elseif Value.Instance:IsA("TextLabel") then Value:Tween(nil, { TextTransparency = 0 }) end end Items["Notification"]:Tween(nil, { Size = UDim2New(0, Size.X, 0, Size.Y) }) task.delay(Duration + 0.1, function() for Index, Value in Items do if Value.Instance:IsA("Frame") then Value:Tween(nil, { BackgroundTransparency = 1 }) elseif Value.Instance:IsA("TextLabel") then Value:Tween(nil, { TextTransparency = 1 }) end end Items["Notification"]:Tween(nil, { Size = UDim2New(0, 0, 0, 0) }) task.wait(0.5) Items["Notification"]:Clean() end) end) end Library.TargetHud = function(self) local TargetHud = {} local Items = {} do Items["TargetHud"] = Instances:Create("Frame", { Parent = Library.Holder.Instance, Name = "\0", Size = UDim2New(0, 295, 0, 21), Position = UDim2New(0, 0, 0.8, 0), BorderColor3 = FromRGB(0, 0, 0), BorderSizePixel = 0, ZIndex = 6, AutomaticSize = Enum.AutomaticSize.Y, BackgroundColor3 = FromRGB(17, 21, 27), Visible = false, }) Items["TargetHud"]:AddToTheme({ BackgroundColor3 = "Background 1" }) Items["TargetHud"]:MakeDraggable() Instances:Create("UIStroke", { Parent = Items["TargetHud"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["Title"] = Instances:Create("TextLabel", { Parent = Items["TargetHud"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = "Target Hud", Size = UDim2New(0, 0, 0, 15), Position = UDim2New(0, 8, 0, 8), BackgroundTransparency = 1, ZIndex = 6, TextXAlignment = Enum.TextXAlignment.Left, BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.X, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Title"]:AddToTheme({ TextColor3 = "Text" }) Items["Liner"] = Instances:Create("Frame", { Parent = Items["TargetHud"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(1, 0, 0, 2), ZIndex = 6, BorderSizePixel = 0, BackgroundColor3 = FromRGB(94, 213, 213), }) Items["Liner"]:AddToTheme({ BackgroundColor3 = "Accent" }) Items["Glow"] = Instances:Create("ImageLabel", { Parent = Items["Liner"].Instance, Name = "\0", ImageColor3 = FromRGB(94, 213, 213), ScaleType = Enum.ScaleType.Slice, ImageTransparency = 0.5, BorderColor3 = FromRGB(0, 0, 0), ZIndex = 6, BackgroundColor3 = FromRGB(94, 213, 213), Size = UDim2New(1, 8, 1, 8), AnchorPoint = Vector2New(0.5, 0.5), Image = "rbxassetid://18245826428", BackgroundTransparency = 1, Position = UDim2New(0.5, 0, 0.5, 0), BorderSizePixel = 0, SliceCenter = RectNew(Vector2New(21, 21), Vector2New(79, 79)), }) Items["Glow"]:AddToTheme({ ImageColor3 = "Accent" }) Instances:Create("UIGradient", { Parent = Items["Glow"].Instance, Name = "\0", Rotation = 90, Transparency = NumSequence({ NumSequenceKeypoint(0, 0), NumSequenceKeypoint(1, 1) }), }) Items["Content"] = Instances:Create("Frame", { Parent = Items["TargetHud"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), BackgroundTransparency = 1, ZIndex = 6, Position = UDim2New(0, 8, 0, 32), Size = UDim2New(1, -16, 0, 0), BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.Y, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIStroke", { Parent = Items["Content"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["Avatar"] = Instances:Create("ImageLabel", { Parent = Items["Content"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), Image = "rbxasset://textures/ui/GuiImagePlaceholder.png", BackgroundTransparency = 1, ZIndex = 6, Size = UDim2New(0, 70, 0, 70), BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Username"] = Instances:Create("TextLabel", { Parent = Items["Content"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = "-- (@--)", Size = UDim2New(1, -77, 0, 15), ZIndex = 6, BackgroundTransparency = 1, TextXAlignment = Enum.TextXAlignment.Left, Position = UDim2New(0, 77, 0, 0), BorderSizePixel = 0, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Username"]:AddToTheme({ TextColor3 = "Text" }) Instances:Create("UIPadding", { Parent = Items["TargetHud"].Instance, Name = "\0", PaddingBottom = UDimNew(0, 8), }) Instances:Create("UIPadding", { Parent = Items["Content"].Instance, Name = "\0", PaddingTop = UDimNew(0, 9), PaddingBottom = UDimNew(0, 8), PaddingRight = UDimNew(0, 9), PaddingLeft = UDimNew(0, 9), }) Items["Bars"] = Instances:Create("Frame", { Parent = Items["Content"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), AnchorPoint = Vector2New(0, 1), BackgroundTransparency = 1, Position = UDim2New(0, 77, 1, 0), Size = UDim2New(1, -77, 0, 0), BorderSizePixel = 0, ZIndex = 6, AutomaticSize = Enum.AutomaticSize.Y, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIListLayout", { Parent = Items["Bars"].Instance, Name = "\0", VerticalAlignment = Enum.VerticalAlignment.Bottom, Padding = UDimNew(0, 4), SortOrder = Enum.SortOrder.LayoutOrder, }) end function TargetHud:AddBar(Color) local NewBar = {} local NewBarBackground = Instances:Create("Frame", { Parent = Items["Bars"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), AnchorPoint = Vector2New(0, 1), ZIndex = 6, BackgroundTransparency = 1, Position = UDim2New(0, 77, 1, 0), Size = UDim2New(1, 0, 0, 12), BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIStroke", { Parent = NewBarBackground.Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) local BarAccent = Instances:Create("Frame", { Parent = NewBarBackground.Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(0.8999999761581421, 0, 1, 0), ZIndex = 6, BorderSizePixel = 0, BackgroundColor3 = Color, }) Instances:Create("UIGradient", { Parent = BarAccent.Instance, Name = "\0", Rotation = 90, Color = RGBSequence({ RGBSequenceKeypoint(0, FromRGB(255, 255, 255)), RGBSequenceKeypoint(1, FromRGB(153, 153, 153)), }), }) local BarValue = Instances:Create("TextLabel", { Parent = NewBarBackground.Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), ZIndex = 6, BorderColor3 = FromRGB(0, 0, 0), Text = "90", Size = UDim2New(0, 0, 1, 0), BackgroundTransparency = 1, Position = UDim2New(0, 1, 0, -1), BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.X, TextSize = 12, BackgroundColor3 = FromRGB(255, 255, 255), }) BarValue:AddToTheme({ TextColor3 = "Text" }) Instances:Create("UIStroke", { Parent = BarValue.Instance, Name = "\0", }) function NewBar:SetPercentage(Percentage) local RealPercentage = 1 / 100 * Percentage if BarAccent and NewBarBackground then BarAccent:Tween( TweenInfo.new(0.25, Enum.EasingStyle.Quad, Enum.EasingDirection.Out), { Size = UDim2New(RealPercentage, 0, 1, 0) } ) BarValue.Instance.Text = math.floor(Percentage) end end function NewBar:Remove() NewBarBackground:Clean() NewBar = nil end return NewBar end function TargetHud:SetPlayer(Player) if not Player then return end local okThumb, AvatarContent = pcall(function() return Players:GetUserThumbnailAsync( Player.UserId, Enum.ThumbnailType.HeadShot, Enum.ThumbnailSize.Size420x420 ) end) if not okThumb or type(AvatarContent) ~= "string" or AvatarContent == "" then AvatarContent = string.format("rbxthumb://type=AvatarHeadShot&id=%d&w=420&h=420", Player.UserId) end Items["Avatar"].Instance.Image = AvatarContent Items["Username"].Instance.Text = Player.DisplayName .. " (@" .. Player.Name .. ")" end function TargetHud:SetVisibility(Bool) Items["TargetHud"].Instance.Visible = Bool end function TargetHud:SetPosition(Position) Items["TargetHud"].Instance.Position = Position end return TargetHud end Library.Window = function(self, Data) Data = Data or {} if not Library.Font then CustomFont:New("VerdanaFix", 400, "Regular", { Id = "VerdanaFix", Url = "https://github.com/sametexe001/luas/raw/refs/heads/main/fonts/verdana.ttf", }) Library.Font = CustomFont:Get("VerdanaFix") end local Window = { Name = Data.Name or Data.name or "Bronx Dupe", Logo = Data.Logo or Data.logo or "121644323941494", Pages = {}, Items = {}, IsOpen = false, } local Items = {} do Items["MainFrame"] = Instances:Create("Frame", { Parent = Library.Holder.Instance, Name = "\0", AnchorPoint = Vector2New(0.5, 0.5), Position = IsMobile and UDim2New(0.5, 0, 0.5, 75) or UDim2New(0.5, 0, 0.5, 10), BorderColor3 = FromRGB(0, 34, 37), Size = not IsMobile and UDim2New(0, 621, 0, 542) or UDim2New(0, 450, 0, 480), BorderSizePixel = 2, Visible = false, BackgroundColor3 = FromRGB(17, 21, 27), }) Items["MainFrame"]:AddToTheme({ BackgroundColor3 = "Background 1" }) Items["UIScale"] = Instances:Create("UIScale", { Parent = Items["MainFrame"].Instance, Name = "\0", Scale = IsMobile and 0.65 or 1, }) Library.MainFrame = Items["MainFrame"].Instance Items["MainFrame"]:MakeDraggable() Items["MainFrame"]:MakeResizeable(Vector2New(621, 542), Vector2New(9999, 9999)) Items["UIStroke"] = Instances:Create("UIStroke", { Parent = Items["MainFrame"].Instance, Name = "\0", Color = FromRGB(94, 213, 213), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }) Items["UIStroke"]:AddToTheme({ Color = "Accent" }) Instances:Create("UIGradient", { Parent = Items["UIStroke"].Instance, Name = "\0", Rotation = 90, Transparency = NumSequence({ NumSequenceKeypoint(0, 0), NumSequenceKeypoint(0.696, 0.2749999761581421), NumSequenceKeypoint(0.84, 0.574999988079071), NumSequenceKeypoint(1, 1), }), }) Items["Inline"] = Instances:Create("Frame", { Parent = Items["MainFrame"].Instance, Name = "\0", BackgroundTransparency = 1, Position = UDim2New(0, 1, 0, 1), BorderColor3 = FromRGB(0, 34, 37), Size = UDim2New(1, -2, 1, -2), BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIStroke", { Parent = Items["Inline"].Instance, Name = "\0", Color = FromRGB(0, 34, 37), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Window Outline" }) Items["Logo"] = Instances:Create("ImageLabel", { Parent = Items["Inline"].Instance, Name = "\0", ImageColor3 = FromRGB(0, 128, 128), BorderColor3 = FromRGB(0, 0, 0), Image = string.find(tostring(Window.Logo), "rbxassetid://") and Window.Logo or "rbxassetid://" .. tostring(Window.Logo), BackgroundTransparency = 1, Position = UDim2New(0, 8, 0, 10), Size = UDim2New(0, 18, 0, 18), BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 0, 0), }) Items["Title"] = Instances:Create("TextLabel", { Parent = Items["Inline"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = Window.Name, Size = UDim2New(0, 0, 0, 15), BackgroundTransparency = 1, Position = UDim2New(0, 32, 0, 10), BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.X, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Title"]:AddToTheme({ TextColor3 = "Text" }) Items["Content"] = Instances:Create("Frame", { Parent = Items["Inline"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), BackgroundTransparency = 1, Position = UDim2New(0, 7, 0, 39), ClipsDescendants = true, Size = UDim2New(1, -14, 1, -46), ZIndex = 2, BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIStroke", { Parent = Items["Content"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["Pages"] = Instances:Create("Frame", { Parent = Items["Content"].Instance, Name = "\0", BackgroundTransparency = 1, BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(1, 0, 0, 30), BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIListLayout", { Parent = Items["Pages"].Instance, Name = "\0", FillDirection = Enum.FillDirection.Horizontal, HorizontalFlex = Enum.UIFlexAlignment.Fill, Padding = UDimNew(0, 1), SortOrder = Enum.SortOrder.LayoutOrder, }) Items["Glow"] = Instances:Create("ImageLabel", { Parent = Items["MainFrame"].Instance, Name = "\0", ImageColor3 = FromRGB(94, 213, 213), ScaleType = Enum.ScaleType.Slice, ImageTransparency = 0.5, BorderColor3 = FromRGB(0, 0, 0), BackgroundColor3 = FromRGB(255, 255, 255), Size = UDim2New(1, 25, 1, 25), AnchorPoint = Vector2New(0.5, 0.5), Image = "rbxassetid://18245826428", BackgroundTransparency = 1, Position = UDim2New(0.5, 0, 0.5, 0), ZIndex = -1, BorderSizePixel = 0, SliceCenter = RectNew(Vector2New(21, 21), Vector2New(79, 79)), }) Items["Glow"]:AddToTheme({ ImageColor3 = "Accent" }) Instances:Create("UIGradient", { Parent = Items["Glow"].Instance, Name = "\0", Rotation = 90, Transparency = NumSequence({ NumSequenceKeypoint(0, 0), NumSequenceKeypoint(1, 1) }), }) Window.Items = Items end local Debounce = false function Window:SetCenter() local CenterPosition = Items["MainFrame"].Instance.AbsolutePosition task.wait() Items["MainFrame"].Instance.AnchorPoint = Vector2New(0, 0) Items["MainFrame"].Instance.Position = UDim2New(0, CenterPosition.X, 0, CenterPosition.Y) end function Window:SetOpen(Bool) for Index, Value in Library.OpenFrames do Value:SetOpen(false) end if Debounce then return end Window.IsOpen = Bool Debounce = true if Window.IsOpen then Items["MainFrame"].Instance.Visible = true end local Descendants = Items["MainFrame"].Instance:GetDescendants() TableInsert(Descendants, Items["MainFrame"].Instance) local NewTween for Index, Value in Descendants do local TransparencyProperty = Tween:GetProperty(Value) if not TransparencyProperty then continue end if type(TransparencyProperty) == "table" then for _, Property in TransparencyProperty do NewTween = Tween:FadeItem(Value, Property, Bool, Library.FadeSpeed) end else NewTween = Tween:FadeItem(Value, TransparencyProperty, Bool, Library.FadeSpeed) end end NewTween.Tween.Completed:Connect(function() Debounce = false Items["MainFrame"].Instance.Visible = Window.IsOpen end) end Library:Connect(UserInputService.InputBegan, function(Input) if tostring(Input.KeyCode) == Library.MenuKeybind or tostring(Input.UserInputType) == Library.MenuKeybind then Window:SetOpen(not Window.IsOpen) end end) Window:SetCenter() task.wait() local bootHidden = false if Library.Folders and Library.Folders.Directory then bootHidden = isfile(Library.Folders.Directory.."/silentload.txt") end if bootHidden then Library.FadeSpeed = 0 Window:SetOpen(false) Library.FadeSpeed = 0.2 else Window:SetOpen(true) end if Data.MobileButtonText then Library.HideShowButtonText = Data.MobileButtonText end return setmetatable(Window, Library) end Library.Page = function(self, Data) Data = Data or {} local Page = { Window = self, Name = Data.Name or Data.name or "Page", Columns = Data.Columns or Data.columns or 2, Items = {}, ColumnsData = {}, Active = false, } local Items = {} do Items["Inactive"] = Instances:Create("TextButton", { Parent = Page.Window.Items["Pages"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, BackgroundTransparency = 1, Size = UDim2New(0, 0, 1, 0), BorderSizePixel = 0, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIStroke", { Parent = Items["Inactive"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["Liner"] = Instances:Create("Frame", { Parent = Items["Inactive"].Instance, Name = "\0", BackgroundTransparency = 1, Size = UDim2New(0, 0, 0, 1), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 2, BorderSizePixel = 0, BackgroundColor3 = FromRGB(94, 213, 213), }) Items["Liner"]:AddToTheme({ BackgroundColor3 = "Accent" }) Items["Glow"] = Instances:Create("ImageLabel", { Parent = Items["Liner"].Instance, Name = "\0", Visible = false, ImageTransparency = 0.5, AnchorPoint = Vector2New(0.5, 0.5), Image = "rbxassetid://18245826428", ZIndex = 2, BorderSizePixel = 0, SliceCenter = RectNew(Vector2New(21, 21), Vector2New(79, 79)), ScaleType = Enum.ScaleType.Slice, BorderColor3 = FromRGB(0, 0, 0), BackgroundTransparency = 1, Position = UDim2New(0.5, 0, 0.5, 0), ImageColor3 = FromRGB(94, 213, 213), Size = UDim2New(1, 8, 1, 8), BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Glow"]:AddToTheme({ ImageColor3 = "Accent" }) Instances:Create("UIGradient", { Parent = Items["Glow"].Instance, Name = "\0", Rotation = 90, Transparency = NumSequence({ NumSequenceKeypoint(0, 0), NumSequenceKeypoint(1, 1) }), }) Items["Text"] = Instances:Create("TextLabel", { Parent = Items["Inactive"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), TextTransparency = 0.4000000059604645, Text = Page.Name, AutomaticSize = Enum.AutomaticSize.X, Size = UDim2New(0, 0, 0, 15), AnchorPoint = Vector2New(0.5, 0.5), BorderSizePixel = 0, BackgroundTransparency = 1, Position = UDim2New(0.5, 0, 0.5, 0), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 5, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Text"]:AddToTheme({ TextColor3 = "Text" }) Items["TextGlow"] = Instances:Create("ImageLabel", { Parent = Items["Text"].Instance, Name = "\0", ScaleType = Enum.ScaleType.Slice, ImageTransparency = 1, BorderColor3 = FromRGB(0, 0, 0), BackgroundColor3 = FromRGB(255, 255, 255), Size = UDim2New(1, 8, 1, 8), AnchorPoint = Vector2New(0.5, 0.5), Image = "rbxassetid://18245826428", BackgroundTransparency = 1, Position = UDim2New(0.5, 0, 0.5, 3), ZIndex = 2, BorderSizePixel = 0, SliceCenter = RectNew(Vector2New(21, 21), Vector2New(79, 79)), }) Items["TextGlow"]:AddToTheme({ ImageColor3 = "Text" }) Instances:Create("UIGradient", { Parent = Items["TextGlow"].Instance, Name = "\0", Rotation = 90, Transparency = NumSequence({ NumSequenceKeypoint(0, 0), NumSequenceKeypoint(1, 1) }), }) Items["Hide"] = Instances:Create("Frame", { Parent = Items["Inactive"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), AnchorPoint = Vector2New(0, 1), BackgroundTransparency = 1, Position = UDim2New(0, 0, 1, 1), Size = UDim2New(1, 0, 0, 2), BorderSizePixel = 0, BackgroundColor3 = FromRGB(17, 21, 27), }) Items["Hide"]:AddToTheme({ BackgroundColor3 = "Background 1" }) Items["Page"] = Instances:Create("Frame", { Parent = Library.UnusedHolder.Instance, Name = "\0", BackgroundTransparency = 1, Position = UDim2New(0, 0, 0, 80), BorderColor3 = FromRGB(0, 0, 0), Visible = false, Size = UDim2New(1, 0, 1, -35), BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIListLayout", { Parent = Items["Page"].Instance, Name = "\0", FillDirection = Enum.FillDirection.Horizontal, HorizontalFlex = Enum.UIFlexAlignment.Fill, SortOrder = Enum.SortOrder.LayoutOrder, VerticalFlex = Enum.UIFlexAlignment.Fill, }) for Index = 1, Page.Columns do local NewColumn = Instances:Create("ScrollingFrame", { Parent = Items["Page"].Instance, Name = "\0", ScrollBarImageColor3 = FromRGB(0, 0, 0), Active = true, AutomaticCanvasSize = Enum.AutomaticSize.Y, BorderColor3 = FromRGB(0, 0, 0), ScrollBarThickness = 0, BackgroundTransparency = 1, Size = UDim2New(0, 100, 0, 100), CanvasSize = UDim2New(0, 0, 0, 0), BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIPadding", { Parent = NewColumn.Instance, Name = "\0", PaddingTop = UDimNew(0, 5), PaddingBottom = UDimNew(0, 8), PaddingRight = UDimNew(0, 8), PaddingLeft = UDimNew(0, 8), }) Instances:Create("UIListLayout", { Parent = NewColumn.Instance, Name = "\0", Padding = UDimNew(0, 12), SortOrder = Enum.SortOrder.LayoutOrder, }) Page.ColumnsData[Index] = NewColumn end Page.Items = Items end local Debounce = false function Page:Turn(Bool) if Debounce then return end Page.Active = Bool Debounce = true Items["Page"].Instance.Visible = Bool Items["Page"].Instance.Parent = Bool and Page.Window.Items["Content"].Instance or Library.UnusedHolder.Instance if Page.Active then Items["Liner"]:Tween( TweenInfo.new(0.5, Enum.EasingStyle.Quint, Enum.EasingDirection.Out), { BackgroundTransparency = 0, Size = UDim2New(1, 0, 0, 1) } ) Items["TextGlow"]:Tween(nil, { ImageTransparency = 0.7 }) Items["Text"]:Tween(nil, { TextTransparency = 0 }) Items["Hide"]:Tween(nil, { BackgroundTransparency = 0 }) Items["Page"]:Tween( TweenInfo.new(0.6, Enum.EasingStyle.Quint, Enum.EasingDirection.Out), { Position = UDim2New(0, 0, 0, 35) } ) else Items["Liner"]:Tween( TweenInfo.new(0.5, Enum.EasingStyle.Quint, Enum.EasingDirection.Out), { BackgroundTransparency = 0, Size = UDim2New(0, 0, 0, 1) } ) Items["TextGlow"]:Tween(nil, { ImageTransparency = 1 }) Items["Text"]:Tween(nil, { TextTransparency = 0.4 }) Items["Hide"]:Tween(nil, { BackgroundTransparency = 1 }) Items["Page"]:Tween( TweenInfo.new(0.6, Enum.EasingStyle.Quint, Enum.EasingDirection.Out), { Position = UDim2New(0, 0, 0, 80) } ) end Debounce = false end Items["Inactive"]:Connect("MouseButton1Down", function() for Index, Value in Page.Window.Pages do if Value == Page and Page.Active then return end Value:Turn(Value == Page) end end) if #Page.Window.Pages == 0 then Page:Turn(true) end TableInsert(Page.Window.Pages, Page) return setmetatable(Page, Library.Pages) end Library.Pages.Section = function(self, Data) Data = Data or {} local Section = { Window = self.Window, Page = self, Name = Data.Name or Data.name or "Section", Side = Data.Side or Data.side or 1, Items = {}, } local Items = {} do Items["Section"] = Instances:Create("Frame", { Parent = Section.Page.ColumnsData[Section.Side].Instance, Name = "\0", Size = UDim2New(1, 0, 0, 40), BorderColor3 = FromRGB(0, 0, 0), BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.Y, BackgroundColor3 = FromRGB(19, 25, 31), }) Items["Section"]:AddToTheme({ BackgroundColor3 = "Inline" }) Instances:Create("UIStroke", { Parent = Items["Section"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Instances:Create("UIPadding", { Parent = Items["Section"].Instance, Name = "\0", PaddingBottom = UDimNew(0, 8), }) Items["Topbar"] = Instances:Create("Frame", { Parent = Items["Section"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(1, 0, 0, 25), BorderSizePixel = 0, BackgroundColor3 = FromRGB(19, 25, 31), }) Items["Topbar"]:AddToTheme({ BackgroundColor3 = "Inline" }) Instances:Create("UIGradient", { Parent = Items["Topbar"].Instance, Name = "\0", Rotation = 90, Color = RGBSequence({ RGBSequenceKeypoint(0, FromRGB(255, 255, 255)), RGBSequenceKeypoint(1, FromRGB(165, 165, 165)), }), }) Instances:Create("UIStroke", { Parent = Items["Topbar"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["Liner"] = Instances:Create("Frame", { Parent = Items["Topbar"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(0, 1, 1, 0), BorderSizePixel = 0, BackgroundColor3 = FromRGB(94, 213, 213), }) Items["Liner"]:AddToTheme({ BackgroundColor3 = "Accent" }) Instances:Create("UIGradient", { Parent = Items["Liner"].Instance, Name = "\0", Rotation = 90, Color = RGBSequence({ RGBSequenceKeypoint(0, FromRGB(255, 255, 255)), RGBSequenceKeypoint(1, FromRGB(171, 171, 171)), }), }) Items["Text"] = Instances:Create("TextLabel", { Parent = Items["Topbar"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = Section.Name, AnchorPoint = Vector2New(0, 0.5), Size = UDim2New(0, 0, 0, 15), BackgroundTransparency = 1, Position = UDim2New(0, 8, 0.5, -1), BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.X, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Text"]:AddToTheme({ TextColor3 = "Text" }) Items["Content"] = Instances:Create("Frame", { Parent = Items["Section"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), BackgroundTransparency = 1, Position = UDim2New(0, 8, 0, 35), Size = UDim2New(1, -16, 0, 0), BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.Y, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIListLayout", { Parent = Items["Content"].Instance, Name = "\0", Padding = UDimNew(0, 6), SortOrder = Enum.SortOrder.LayoutOrder, }) Section.Items = Items end return setmetatable(Section, Library.Sections) end Library.Sections.Toggle = function(self, Data) Data = Data or {} local Toggle = { Window = self.Window, Page = self.Page, Section = self, Name = Data.Name or Data.name or "Toggle", Flag = Data.Flag or Data.flag or Library:NextFlag(), Default = Data.Default or Data.default or false, Callback = Data.Callback or Data.callback or function() end, Value = false, } local Items = {} do Items["Toggle"] = Instances:Create("TextButton", { Parent = Toggle.Section.Items["Content"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, BackgroundTransparency = 1, Size = UDim2New(1, 0, 0, 15), BorderSizePixel = 0, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["IndicatorOutline"] = Instances:Create("Frame", { Parent = Items["Toggle"].Instance, Name = "\0", AnchorPoint = Vector2New(0, 0.5), Position = UDim2New(0, 0, 0.5, 0), BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(0, 12, 0, 12), BorderSizePixel = 0, BackgroundColor3 = FromRGB(32, 38, 48), }) Items["IndicatorOutline"]:AddToTheme({ BackgroundColor3 = "Element" }) Instances:Create("UIStroke", { Parent = Items["IndicatorOutline"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["IndicatorInline"] = Instances:Create("Frame", { Parent = Items["IndicatorOutline"].Instance, Name = "\0", AnchorPoint = Vector2New(0.5, 0.5), BackgroundTransparency = 1, Position = UDim2New(0.5, 0, 0.5, 0), BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(0, -2, 0, 0), BorderSizePixel = 0, BackgroundColor3 = FromRGB(94, 213, 213), }) Items["IndicatorInline"]:AddToTheme({ BackgroundColor3 = "Accent" }) Items["Text"] = Instances:Create("TextLabel", { Parent = Items["Toggle"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), TextTransparency = 0.4000000059604645, Text = Toggle.Name, Size = UDim2New(0, 0, 0, 15), AnchorPoint = Vector2New(0, 0.5), BorderSizePixel = 0, BackgroundTransparency = 1, Position = UDim2New(0, 20, 0.5, 0), BorderColor3 = FromRGB(0, 0, 0), AutomaticSize = Enum.AutomaticSize.X, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Text"]:AddToTheme({ TextColor3 = "Text" }) Items["SubElements"] = Instances:Create("Frame", { Parent = Items["Toggle"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), AnchorPoint = Vector2New(1, 0), BorderSizePixel = 0, BackgroundTransparency = 1, Position = UDim2New(1, 0, 0, 0), Size = UDim2New(0, 0, 1, 0), ZIndex = 2, AutomaticSize = Enum.AutomaticSize.X, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIListLayout", { Parent = Items["SubElements"].Instance, Name = "\0", VerticalAlignment = Enum.VerticalAlignment.Center, FillDirection = Enum.FillDirection.Horizontal, HorizontalAlignment = Enum.HorizontalAlignment.Right, Padding = UDimNew(0, 8), SortOrder = Enum.SortOrder.LayoutOrder, }) Items["Toggle"]:OnHover(function() -- if Toggle.Value then return end Items["IndicatorOutline"]:Tween( nil, { BackgroundColor3 = Library:GetLighterColor(Library.Theme.Element, 1.35) } ) end) Items["Toggle"]:OnHoverLeave(function() -- if Toggle.Value then return end Items["IndicatorOutline"]:Tween(nil, { BackgroundColor3 = Library.Theme.Element }) end) end function Toggle:Get() return Toggle.Value end function Toggle:Set(Value) Toggle.Value = Value Library.Flags[Toggle.Flag] = Value if Toggle.Value then Items["IndicatorInline"]:Tween( TweenInfo.new(0.35, Enum.EasingStyle.Back, Enum.EasingDirection.Out), { BackgroundTransparency = 0, Size = UDim2New(1, -2, 1, -2) } ) else Items["IndicatorInline"]:Tween( TweenInfo.new(0.35, Enum.EasingStyle.Back, Enum.EasingDirection.Out), { BackgroundTransparency = 1, Size = UDim2New(0, -2, 0, -2) } ) end if Toggle.Callback then Library:SafeCall(Toggle.Callback, Toggle.Value) end end function Toggle:Colorpicker(Data) Data = Data or {} local Colorpicker = { Window = Toggle.Window, Page = Toggle.Page, Section = Toggle.Section, Flag = Data.Flag or Data.flag or Library:NextFlag(), Default = Data.Default or Data.default or Color3.fromRGB(255, 255, 255), Alpha = Data.Alpha or Data.alpha or 0, Callback = Data.Callback or Data.callback or function() end, } local NewColorpicker, ColorpickerItems = Library:CreateColorpicker({ Parent = Items["SubElements"], Page = Colorpicker.Page, Flag = Colorpicker.Flag, Section = Colorpicker.Section, Default = Colorpicker.Default, Alpha = Colorpicker.Alpha, Callback = Colorpicker.Callback, }) return NewColorpicker end function Toggle:Keybind(Data) Data = Data or {} local Keybind = { Window = Toggle.Window, Page = Toggle.Page, Section = Toggle.Section, Name = Data.Name or Data.name or "Keybind", Flag = Data.Flag or Data.flag or Library:NextFlag(), Default = Data.Default or Data.default or Enum.KeyCode.RightShift, Callback = Data.Callback or Data.callback or function() end, Mode = Data.Mode or Data.mode or "Toggle", } local NewKeybind, Items = Library:CreateKeybind({ Name = Toggle.Name, Parent = Items["SubElements"], Flag = Keybind.Flag, Section = Keybind.Section, Default = Keybind.Default, Mode = Keybind.Mode, Callback = function(State) Toggle:Set(State) if Keybind.Callback then Keybind.Callback(State) end end, }) local OldToggleSet = Toggle.Set Toggle.Set = function(self, Value) OldToggleSet(self, Value) NewKeybind.Toggled = Value if Library.Flags[NewKeybind.Flag] then Library.Flags[NewKeybind.Flag].Toggled = Value end end return NewKeybind end function Toggle:SetVisibility(Bool) Items["Toggle"].Instance.Visible = Bool end Items["Toggle"]:Connect("MouseButton1Down", function() Toggle:Set(not Toggle.Value) end) Toggle:Set(Toggle.Default) Library.SetFlags[Toggle.Flag] = function(Value) Toggle:Set(Value) end return Toggle end Library.Sections.Button = function(self, Data) Data = Data or {} local Button = { Window = self.Window, Page = self.Page, Section = self, Name = Data.Name or Data.name or "Button", Callback = Data.Callback or Data.callback or function() end, } local Items = {} do Items["Button"] = Instances:Create("TextButton", { Parent = Button.Section.Items["Content"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = Button.Name, AutoButtonColor = false, Size = UDim2New(1, 0, 0, 20), BorderSizePixel = 0, TextSize = 14, BackgroundColor3 = FromRGB(32, 38, 48), }) Items["Button"]:AddToTheme({ BackgroundColor3 = "Element" }) Instances:Create("UIGradient", { Parent = Items["Button"].Instance, Name = "\0", Rotation = 90, Color = RGBSequence({ RGBSequenceKeypoint(0, FromRGB(255, 255, 255)), RGBSequenceKeypoint(1, FromRGB(199, 199, 199)), }), }) Items["Button"]:OnHover(function() Items["Button"]:Tween( nil, { BackgroundColor3 = Library:GetLighterColor(Library.Theme.Element, 1.35) } ) end) Items["Button"]:OnHoverLeave(function() Items["Button"]:Tween(nil, { BackgroundColor3 = Library.Theme.Element }) end) end function Button:SetVisibility(Bool) Items["Button"].Instance.Visible = Bool end function Button:Press() Items["Button"]:ChangeItemTheme({ BackgroundColor3 = "Accent" }) Items["Button"]:Tween(nil, { BackgroundColor3 = Library.Theme.Accent }) Library:SafeCall(Button.Callback) task.wait(0.1) if not Library then return end Items["Button"]:ChangeItemTheme({ BackgroundColor3 = "Element" }) Items["Button"]:Tween(nil, { BackgroundColor3 = Library.Theme.Element }) end Items["Button"]:Connect("MouseButton1Down", function() Button:Press() end) return Button end Library.Sections.Slider = function(self, Data) Data = Data or {} local Slider = { Window = self.Window, Page = self.Page, Section = self, Name = Data.Name or Data.name or "Slider", Flag = Data.Flag or Data.flag or Library:NextFlag(), Min = Data.Min or Data.min or 0, Decimals = Data.Decimals or Data.decimals or 1, Suffix = Data.Suffix or Data.suffix or "", Max = Data.Max or Data.max or 100, Default = Data.Default or Data.Default or 0, Callback = Data.Callback or Data.callback or function() end, Value = 0, Sliding = false, } local Items = {} do Items["Slider"] = Instances:Create("Frame", { Parent = Slider.Section.Items["Content"].Instance, Name = "\0", BackgroundTransparency = 1, BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(1, 0, 0, 35), BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Text"] = Instances:Create("TextLabel", { Parent = Items["Slider"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = Slider.Name, BackgroundTransparency = 1, Size = UDim2New(0, 0, 0, 15), BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.X, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Text"]:AddToTheme({ TextColor3 = "Text" }) Items["RealSlider"] = Instances:Create("TextButton", { Parent = Items["Slider"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, AnchorPoint = Vector2New(0, 1), Position = UDim2New(0, 0, 1, 0), Size = UDim2New(1, 0, 0, 12), BorderSizePixel = 0, TextSize = 14, BackgroundColor3 = FromRGB(32, 38, 48), }) Items["RealSlider"]:AddToTheme({ BackgroundColor3 = "Element" }) Instances:Create("UIStroke", { Parent = Items["RealSlider"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["Accent"] = Instances:Create("Frame", { Parent = Items["RealSlider"].Instance, Name = "\0", Position = UDim2New(0, 1, 0, 1), BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(0.5, 0, 1, -2), BorderSizePixel = 0, BackgroundColor3 = FromRGB(94, 213, 213), }) Items["Accent"]:AddToTheme({ BackgroundColor3 = "Accent" }) Items["Value"] = Instances:Create("TextBox", { Parent = Items["Slider"].Instance, Name = "\0", FontFace = Library.Font, Active = false, TextTransparency = 0.5, AnchorPoint = Vector2New(1, 0), TextSize = 14, Size = UDim2New(0, 0, 0, 15), TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = "50s", Selectable = false, BackgroundTransparency = 1, Position = UDim2New(1, 0, 0, 0), BorderSizePixel = 0, ClearTextOnFocus = false, AutomaticSize = Enum.AutomaticSize.X, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Value"]:AddToTheme({ TextColor3 = "Text" }) Items["RealSlider"]:OnHover(function() Items["RealSlider"]:Tween( nil, { BackgroundColor3 = Library:GetLighterColor(Library.Theme.Element, 1.35) } ) end) Items["RealSlider"]:OnHoverLeave(function() Items["RealSlider"]:Tween(nil, { BackgroundColor3 = Library.Theme.Element }) end) end function Slider:Get() return Slider.Value end function Slider:Set(Value) Slider.Value = MathClamp(Library:Round(Value, Slider.Decimals), Slider.Min, Slider.Max) Library.Flags[Slider.Flag] = Slider.Value Items["Accent"]:Tween( TweenInfo.new(Library.Tween.Time, Enum.EasingStyle.Quart, Enum.EasingDirection.Out), { Size = UDim2New((Slider.Value - Slider.Min) / (Slider.Max - Slider.Min), -2, 1, -2) } ) Items["Value"].Instance.Text = StringFormat("%s%s", Slider.Value, Slider.Suffix) if Slider.Value <= Slider.Min then Items["Accent"].Instance.Visible = false else Items["Accent"].Instance.Visible = true end if Slider.Callback then Library:SafeCall(Slider.Callback, Slider.Value) end end local InputChanged Items["RealSlider"]:Connect("InputBegan", function(Input) if Input.UserInputType == Enum.UserInputType.MouseButton1 or Input.UserInputType == Enum.UserInputType.Touch then Slider.Sliding = true local SizeX = (Input.Position.X - Items["RealSlider"].Instance.AbsolutePosition.X) / Items["RealSlider"].Instance.AbsoluteSize.X local Value = ((Slider.Max - Slider.Min) * SizeX) + Slider.Min Slider:Set(Value) if InputChanged then return end InputChanged = Input.Changed:Connect(function() if Input.UserInputState == Enum.UserInputState.End then Slider.Sliding = false if InputChanged then InputChanged:Disconnect() InputChanged = nil end end end) end end) Library:Connect(UserInputService.InputChanged, function(Input) if Input.UserInputType == Enum.UserInputType.MouseMovement or Input.UserInputType == Enum.UserInputType.Touch then if Slider.Sliding then local SizeX = (Input.Position.X - Items["RealSlider"].Instance.AbsolutePosition.X) / Items["RealSlider"].Instance.AbsoluteSize.X local Value = ((Slider.Max - Slider.Min) * SizeX) + Slider.Min Slider:Set(Value) end end end) if Slider.Default then Slider:Set(Slider.Default) end Library.SetFlags[Slider.Flag] = function(Value) Slider:Set(Value) end return Slider end Library.Sections.Dropdown = function(self, Data) Data = Data or {} local Dropdown = { Window = self.Window, Page = self.Page, Section = self, Name = Data.Name or Data.name or "Dropdown", Flag = Data.Flag or Data.flag or Library:NextFlag(), Items = Data.Items or Data.items or Data.Options or Data.options or { "One", "Two", "Three" }, Default = Data.Default or Data.default or nil, MaxSize = Data.MaxSize or Data.maxsize or 75, Callback = Data.Callback or Data.callback or function() end, Multi = Data.Multi or Data.multi or false, Options = {}, Value = {}, IsOpen = false, } local Items = {} do Items["Dropdown"] = Instances:Create("Frame", { Parent = Dropdown.Section.Items["Content"].Instance, Name = "\0", BackgroundTransparency = 1, Size = UDim2New(1, 0, 0, 45), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 2, BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Text"] = Instances:Create("TextLabel", { Parent = Items["Dropdown"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = Dropdown.Name, BackgroundTransparency = 1, Size = UDim2New(0, 0, 0, 15), BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.X, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Text"]:AddToTheme({ TextColor3 = "Text" }) Items["RealDropdown"] = Instances:Create("TextButton", { Parent = Items["Dropdown"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, AnchorPoint = Vector2New(0, 1), Position = UDim2New(0, 0, 1, 0), Size = UDim2New(1, 0, 0, 20), BorderSizePixel = 0, TextSize = 14, BackgroundColor3 = FromRGB(32, 38, 48), }) Items["RealDropdown"]:AddToTheme({ BackgroundColor3 = "Element" }) Instances:Create("UIStroke", { Parent = Items["RealDropdown"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["Value"] = Instances:Create("TextLabel", { Parent = Items["RealDropdown"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = "-", AnchorPoint = Vector2New(0, 0.5), Size = UDim2New(1, -16, 0, 15), BackgroundTransparency = 1, TextXAlignment = Enum.TextXAlignment.Left, Position = UDim2New(0, 4, 0.5, 0), BorderSizePixel = 0, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Value"]:AddToTheme({ TextColor3 = "Text" }) Items["OptionHolder"] = Instances:Create("TextButton", { Parent = Library.Holder.Instance, Name = "\0", FontFace = Library.Font, Visible = false, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, Position = UDim2New(0, 0, 1, 0), Size = UDim2New(1, 0, 0, 130), BorderSizePixel = 0, TextSize = 14, BackgroundColor3 = FromRGB(32, 38, 48), }) Items["OptionHolder"]:AddToTheme({ BackgroundColor3 = "Element" }) Instances:Create("UIStroke", { Parent = Items["OptionHolder"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Items["Search"] = Instances:Create("TextBox", { Parent = Items["OptionHolder"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), TextTransparency = 0.5, Text = "", Size = UDim2New(1, -8, 0, 15), Position = UDim2New(0, 4, 0, 4), BorderSizePixel = 0, BorderColor3 = FromRGB(0, 0, 0), BackgroundTransparency = 1, PlaceholderColor3 = FromRGB(255, 255, 255), TextXAlignment = Enum.TextXAlignment.Left, PlaceholderText = "Search..", TextSize = 12, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Search"]:AddToTheme({ TextColor3 = "Text" }) Items["Holder"] = Instances:Create("ScrollingFrame", { Parent = Items["OptionHolder"].Instance, Name = "\0", Active = true, AutomaticCanvasSize = Enum.AutomaticSize.Y, BorderSizePixel = 0, CanvasSize = UDim2New(0, 0, 0, 0), ScrollBarImageColor3 = FromRGB(46, 52, 61), MidImage = "rbxassetid://93024691806056", BorderColor3 = FromRGB(0, 0, 0), ScrollBarThickness = 4, Size = UDim2New(1, -4, 1, -26), BackgroundTransparency = 1, Position = UDim2New(0, 0, 0, 22), BottomImage = "rbxassetid://93024691806056", TopImage = "rbxassetid://93024691806056", BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Holder"]:AddToTheme({ ScrollBarImageColor3 = "Border" }) Instances:Create("UIPadding", { Parent = Items["Holder"].Instance, Name = "\0", PaddingTop = UDimNew(0, 6), PaddingBottom = UDimNew(0, 6), PaddingRight = UDimNew(0, 10), PaddingLeft = UDimNew(0, 6), }) Instances:Create("UIListLayout", { Parent = Items["Holder"].Instance, Name = "\0", Padding = UDimNew(0, 6), SortOrder = Enum.SortOrder.LayoutOrder, }) Items["RealDropdown"]:OnHover(function() Items["RealDropdown"]:Tween( nil, { BackgroundColor3 = Library:GetLighterColor(Library.Theme.Element, 1.35) } ) end) Items["RealDropdown"]:OnHoverLeave(function() Items["RealDropdown"]:Tween(nil, { BackgroundColor3 = Library.Theme.Element }) end) end function Dropdown:Get() return Dropdown.Value end function Dropdown:Set(Option) if Data.Multi then if type(Option) ~= "table" then return end Dropdown.Value = Option Library.Flags[Dropdown.Flag] = Option for Index, Value in Option do local OptionData = Dropdown.Options[Value] if not OptionData then continue end OptionData.Selected = true OptionData:Toggle("Active") end Items["Value"].Instance.Text = TableConcat(Option, ", ") else if not Dropdown.Options[Option] then return end local OptionData = Dropdown.Options[Option] Dropdown.Value = Option Library.Flags[Dropdown.Flag] = Option for Index, Value in Dropdown.Options do if Value ~= OptionData then Value.Selected = false Value:Toggle("Inactive") else Value.Selected = true Value:Toggle("Active") end end Items["Value"].Instance.Text = Option end if Dropdown.Callback then Library:SafeCall(Dropdown.Callback, Dropdown.Value) end end local CompareVectors = function(PointA, PointB) return (PointA.X < PointB.X) or (PointA.Y < PointB.Y) end local IsClipped = function(Object, Column) local Parent = Column local BoundryTop = Parent.AbsolutePosition local BoundryBottom = BoundryTop + Parent.AbsoluteSize local Top = Object.AbsolutePosition local Bottom = Top + Object.AbsoluteSize return CompareVectors(Top, BoundryTop) or CompareVectors(BoundryBottom, Bottom) end Items["RealDropdown"]:Connect("Changed", function(Property) if Property == "AbsolutePosition" and Dropdown.IsOpen then Dropdown.IsOpen = not IsClipped(Items["OptionHolder"].Instance, Dropdown.Section.Items["Section"].Instance.Parent) Items["OptionHolder"].Instance.Visible = Dropdown.IsOpen end end) local Debounce = false local RenderStepped function Dropdown:SetOpen(Bool) if Debounce then return end Dropdown.IsOpen = Bool Debounce = true if Bool then Items["OptionHolder"].Instance.Visible = true Items["OptionHolder"].Instance.Parent = Library.Holder.Instance RenderStepped = Library:Connect(RunService.RenderStepped, function() Items["OptionHolder"].Instance.Position = UDim2New( 0, Items["RealDropdown"].Instance.AbsolutePosition.X, 0, Items["RealDropdown"].Instance.AbsolutePosition.Y + Items["RealDropdown"].Instance.AbsoluteSize.Y + 65 ) Items["OptionHolder"].Instance.Size = UDim2New(0, Items["RealDropdown"].Instance.AbsoluteSize.X, 0, Dropdown.MaxSize) end) for Index, Value in Library.OpenFrames do if Value ~= Dropdown then Value:SetOpen(false) end end Library.OpenFrames[Dropdown] = Dropdown else if RenderStepped then Library:Disconnect(RenderStepped.Name) RenderStepped = nil end if Library.OpenFrames[Dropdown] then Library.OpenFrames[Dropdown] = nil end end local AllInstances = Items["OptionHolder"].Instance:GetDescendants() TableInsert(AllInstances, Items["OptionHolder"].Instance) local NewTween for Index, Value in AllInstances do local TransparencyProperty = Tween:GetProperty(Value) if not TransparencyProperty then continue end if not Value.ClassName:find("UI") then Value.ZIndex = Dropdown.IsOpen and 10 or 1 end if type(TransparencyProperty) == "table" then for _, Property in TransparencyProperty do NewTween = Tween:FadeItem(Value, Property, Bool, 0.2) end else NewTween = Tween:FadeItem(Value, TransparencyProperty, Bool, 0.2) end end Library:Connect(NewTween.Tween.Completed, function() Debounce = false Items["OptionHolder"].Instance.Visible = Dropdown.IsOpen task.wait(0.2) Items["OptionHolder"].Instance.Parent = not Dropdown.IsOpen and Library.UnusedHolder.Instance or Library.Holder.Instance end) end function Dropdown:Add(Option) local OptionButton = Instances:Create("TextButton", { Parent = Items["Holder"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(0, 0, 0), BorderColor3 = FromRGB(0, 0, 0), Text = "", AutoButtonColor = false, BackgroundTransparency = 1, Size = UDim2New(1, 0, 0, 20), BorderSizePixel = 0, TextSize = 14, BackgroundColor3 = FromRGB(32, 38, 48), }) OptionButton:AddToTheme({ BackgroundColor3 = "Element" }) Instances:Create("UIGradient", { Parent = OptionButton.Instance, Name = "\0", Rotation = -90, Color = RGBSequence({ RGBSequenceKeypoint(0, FromRGB(255, 255, 255)), RGBSequenceKeypoint(1, FromRGB(200, 200, 200)), }), }) local OptionStroke = Instances:Create("UIStroke", { Parent = OptionButton.Instance, Name = "\0", ApplyStrokeMode = Enum.ApplyStrokeMode.Border, Transparency = 1, Color = FromRGB(46, 52, 61), LineJoinMode = Enum.LineJoinMode.Miter, }) OptionStroke:AddToTheme({ Color = "Border" }) local OptionLiner = Instances:Create("Frame", { Parent = OptionButton.Instance, Name = "\0", BackgroundTransparency = 1, BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(0, 1, 1, 0), BorderSizePixel = 0, BackgroundColor3 = FromRGB(94, 213, 213), }) OptionLiner:AddToTheme({ BackgroundColor3 = "Accent" }) local OptionText = Instances:Create("TextLabel", { Parent = OptionButton.Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), TextTransparency = 0.4000000059604645, Text = Option, Size = UDim2New(0, 0, 0, 15), AnchorPoint = Vector2New(0, 0.5), BorderSizePixel = 0, BackgroundTransparency = 1, Position = UDim2New(0, 10, 0.5, 0), BorderColor3 = FromRGB(0, 0, 0), AutomaticSize = Enum.AutomaticSize.X, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) OptionText:AddToTheme({ TextColor3 = "Text" }) local OptionData = { Button = OptionButton, Selected = false, Name = Option, Text = OptionText, Liner = OptionLiner, Stroke = OptionStroke, } function OptionData:Toggle(Status) if Status == "Active" then OptionData.Liner:Tween(nil, { BackgroundTransparency = 0, Size = UDim2New(0, 1, 1, 0) }) OptionData.Text:Tween(nil, { TextTransparency = 0 }) OptionData.Button:Tween(nil, { BackgroundTransparency = 0 }) OptionData.Stroke:Tween(nil, { Transparency = 0 }) else OptionData.Liner:Tween(nil, { BackgroundTransparency = 1 }) OptionData.Text:Tween(nil, { TextTransparency = 0.4 }) OptionData.Button:Tween(nil, { BackgroundTransparency = 1 }) OptionData.Stroke:Tween(nil, { Transparency = 1 }) end end function OptionData:Set() OptionData.Selected = not OptionData.Selected if Data.Multi then local Index = TableFind(Dropdown.Value, OptionData.Name) if Index then TableRemove(Dropdown.Value, Index) else TableInsert(Dropdown.Value, OptionData.Name) end OptionData:Toggle(Index and "Inactive" or "Active") Library.Flags[Dropdown.Flag] = Dropdown.Value local TextFormat = #Dropdown.Value > 0 and TableConcat(Dropdown.Value, ", ") or "--" Items["Value"].Instance.Text = TextFormat else if OptionData.Selected then Dropdown.Value = OptionData.Name Library.Flags[Dropdown.Flag] = OptionData.Name OptionData.Selected = true OptionData:Toggle("Active") for Index, Value in Dropdown.Options do if Value ~= OptionData then Value.Selected = false Value:Toggle("Inactive") end end Items["Value"].Instance.Text = OptionData.Name else Dropdown.Value = nil Library.Flags[Dropdown.Flag] = nil OptionData.Selected = false OptionData:Toggle("Inactive") Items["Value"].Instance.Text = "-" end end if Dropdown.Callback then Library:SafeCall(Dropdown.Callback, Dropdown.Value) end end OptionData.Button:Connect("MouseButton1Down", function() OptionData:Set() end) Dropdown.Options[OptionData.Name] = OptionData return OptionData end function Dropdown:Remove(Option) local OptionData = Dropdown.Options[Option] if OptionData then OptionData.Button:Clean() Dropdown.Options[Option] = nil end end function Dropdown:Refresh(List) for Index, Value in Dropdown.Options do Dropdown:Remove(Value.Name) end for Index, Value in List do Dropdown:Add(Value) end end for Index, Value in Dropdown.Items do Dropdown:Add(Value) end Items["RealDropdown"]:Connect("MouseButton1Down", function() Dropdown:SetOpen(not Dropdown.IsOpen) end) Library:Connect(UserInputService.InputBegan, function(Input) if Input.UserInputType == Enum.UserInputType.MouseButton1 or Input.UserInputType == Enum.UserInputType.Touch then if not Dropdown.IsOpen then return end if Library:IsMouseOverFrame(Items["OptionHolder"]) then return end Dropdown:SetOpen(false) end end) local SearchStepped Items["Search"]:Connect("Focused", function() SearchStepped = Library:Connect(RunService.RenderStepped, function() for Index, Value in Dropdown.Options do if Items["Search"].Instance.Text ~= "" then if StringFind( StringLower(Value.Name), Library:EscapePattern(StringLower(Items["Search"].Instance.Text)) ) then Value.Button.Instance.Visible = true else Value.Button.Instance.Visible = false end else Value.Button.Instance.Visible = true end end end) end) Items["Search"]:Connect("FocusLost", function() if SearchStepped then Library:Disconnect(SearchStepped.Name) SearchStepped = nil end end) Library.SetFlags[Dropdown.Flag] = function(Value) Dropdown:Set(Value) end if Dropdown.Default then Dropdown:Set(Dropdown.Default) end return Dropdown end Library.Sections.Listbox = function(self, Data) Data = Data or {} local Listbox = { Window = self.Window, Page = self.Page, Section = self, Name = Data.Name or Data.name or "Listbox", Flag = Data.Flag or Data.flag or Library:NextFlag(), Items = Data.Items or Data.items or Data.Options or Data.options or { "One", "Two", "Three" }, MaxSize = Data.MaxSize or Data.maxSize or 150, Callback = Data.Callback or Data.callback or function() end, Value = Data.Default or Data.default or "", } local Items = {} Items["Listbox"] = Instances:Create("Frame", { Parent = Listbox.Section.Items["Content"].Instance, Name = "\0", BackgroundTransparency = 1, Size = UDim2New(1, 0, 0, Listbox.MaxSize + 10), }) Items["ListboxLabel"] = Instances:Create("TextLabel", { Parent = Items["Listbox"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), TextTransparency = 0.5, Text = Listbox.Name, BackgroundTransparency = 1, Size = UDim2New(0, 0, 0, 15), TextXAlignment = Enum.TextXAlignment.Left, TextYAlignment = Enum.TextYAlignment.Center, TextSize = 14, }) Items["ListboxLabel"]:AddToTheme({ TextColor3 = "Text" }) Items["ListInner"] = Instances:Create("Frame", { Parent = Items["Listbox"].Instance, Name = "\0", BackgroundColor3 = FromRGB(35, 41, 50), Position = UDim2New(0, 0, 0, 21), Size = UDim2New(1, 0, 1, -21), }) Items["ListInner"]:AddToTheme({ BackgroundColor3 = "Element" }) Instances:Create("UIStroke", { Parent = Items["ListInner"].Instance, Name = "\0", Color = FromRGB(46, 52, 61), ApplyStrokeMode = Enum.ApplyStrokeMode.Border, }):AddToTheme({ Color = "Border" }) Instances:Create("UICorner", { Parent = Items["ListInner"].Instance, Name = "\0", CornerRadius = UDimNew(0, 3), }) Items["ScrollingFrame"] = Instances:Create("ScrollingFrame", { Parent = Items["ListInner"].Instance, Name = "\0", Active = true, BackgroundColor3 = FromRGB(255, 255, 255), BackgroundTransparency = 1, BorderSizePixel = 0, ScrollBarImageColor3 = FromRGB(46, 52, 61), ScrollBarThickness = 3, Size = UDim2New(1, 0, 1, 0), }) Items["ScrollingFrame"]:AddToTheme({ ScrollBarImageColor3 = "Border" }) Items["UIListLayout"] = Instances:Create("UIListLayout", { Parent = Items["ScrollingFrame"].Instance, Name = "\0", SortOrder = Enum.SortOrder.LayoutOrder, }) Library:Connect(Items["UIListLayout"].Instance:GetPropertyChangedSignal("AbsoluteContentSize"), function() Items["ScrollingFrame"].Instance.CanvasSize = UDim2New(0, 0, 0, Items["UIListLayout"].Instance.AbsoluteContentSize.Y) end) local function UpdateState(Btn, Name) if Listbox.Value == Name then Btn.Items["Text"]:Tween(nil, { TextTransparency = 0 }) Btn.Items["Button"]:Tween(nil, { BackgroundTransparency = 0 }) else Btn.Items["Text"]:Tween(nil, { TextTransparency = 0.5 }) Btn.Items["Button"]:Tween(nil, { BackgroundTransparency = 1 }) end end local ObjectItems = {} local function UpdateButtons() for Index, Value in ObjectItems do Value.Items["Button"].Instance:Destroy() Value = nil end table.clear(ObjectItems) for Index, Value in Listbox.Items do local BtnItems = {} BtnItems["Button"] = Instances:Create("TextButton", { Parent = Items["ScrollingFrame"].Instance, Name = "\0", BackgroundColor3 = FromRGB(46, 52, 61), BackgroundTransparency = 1, BorderSizePixel = 0, Size = UDim2New(1, 0, 0, 25), Text = "", AutoButtonColor = false }) BtnItems["Button"]:AddToTheme({ BackgroundColor3 = "Element" }) Instances:Create("UIPadding", { Parent = BtnItems["Button"].Instance, Name = "\0", PaddingBottom = UDimNew(0, 0), PaddingLeft = UDimNew(0, 7), PaddingRight = UDimNew(0, 7), PaddingTop = UDimNew(0, 0) }) BtnItems["Text"] = Instances:Create("TextLabel", { Parent = BtnItems["Button"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), TextTransparency = 0.5, Text = Value, BackgroundTransparency = 1, Size = UDim2New(1, 0, 1, 0), TextSize = 14, TextWrapped = true, TextXAlignment = Enum.TextXAlignment.Center }) BtnItems["Text"]:AddToTheme({ TextColor3 = "Text" }) BtnItems["Button"]:Connect("MouseButton1Click", function() Listbox.Value = Value for _, b in ObjectItems do UpdateState(b, b.Name) end Library:SafeCall(Listbox.Callback, Listbox.Value) Library.Flags[Listbox.Flag] = Listbox.Value end) BtnItems["Button"]:OnHover(function() if Listbox.Value ~= Value then BtnItems["Text"]:Tween(nil, { TextTransparency = 0 }) end end) BtnItems["Button"]:OnHoverLeave(function() if Listbox.Value ~= Value then BtnItems["Text"]:Tween(nil, { TextTransparency = 0.5 }) end end) table.insert(ObjectItems, { Items = BtnItems, Name = Value }) UpdateState({Items = BtnItems}, Value) end end UpdateButtons() function Listbox:Get() return Listbox.Value end function Listbox:Set(Option) Listbox.Value = Option for _, b in ObjectItems do UpdateState(b, b.Name) end Library:SafeCall(Listbox.Callback, Listbox.Value) Library.Flags[Listbox.Flag] = Listbox.Value end function Listbox:SetItems(Options) Listbox.Items = Options UpdateButtons() end Library.Flags[Listbox.Flag] = Listbox.Value Library.SetFlags[Listbox.Flag] = function(Value) Listbox:Set(Value) end return Listbox end Library.Sections.Label = function(self, Name) local Label = { Window = self.Window, Page = self.Page, Section = self, Name = Name or "Label", } local Items = {} do Items["Label"] = Instances:Create("Frame", { Parent = Label.Section.Items["Content"].Instance, Name = "\0", BackgroundTransparency = 1, Size = UDim2New(1, 0, 0, 15), BorderColor3 = FromRGB(0, 0, 0), ZIndex = 2, BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Text"] = Instances:Create("TextLabel", { Parent = Items["Label"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = Label.Name, AutomaticSize = Enum.AutomaticSize.X, BackgroundTransparency = 1, Size = UDim2New(0, 0, 0, 15), BorderSizePixel = 0, ZIndex = 2, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Text"]:AddToTheme({ TextColor3 = "Text" }) Items["SubElements"] = Instances:Create("Frame", { Parent = Items["Label"].Instance, Name = "\0", BorderColor3 = FromRGB(0, 0, 0), AnchorPoint = Vector2New(1, 0), BorderSizePixel = 0, BackgroundTransparency = 1, Position = UDim2New(1, 0, 0, 0), Size = UDim2New(0, 0, 1, 0), ZIndex = 2, AutomaticSize = Enum.AutomaticSize.X, BackgroundColor3 = FromRGB(255, 255, 255), }) Instances:Create("UIListLayout", { Parent = Items["SubElements"].Instance, Name = "\0", VerticalAlignment = Enum.VerticalAlignment.Center, FillDirection = Enum.FillDirection.Horizontal, HorizontalAlignment = Enum.HorizontalAlignment.Right, Padding = UDimNew(0, 8), SortOrder = Enum.SortOrder.LayoutOrder, }) end function Label:SetText(Text) Text = tostring(Text) Items["Text"].Instance.Text = Text end function Label:SetVisibility(Bool) Items["Label"].Instance.Visible = Bool end function Label:Colorpicker(Data) Data = Data or {} local Colorpicker = { Window = Label.Window, Page = Label.Page, Section = Label.Section, Flag = Data.Flag or Data.flag or Library:NextFlag(), Default = Data.Default or Data.default or Color3.fromRGB(255, 255, 255), Alpha = Data.Alpha or Data.alpha or 0, Callback = Data.Callback or Data.callback or function() end, } local NewColorpicker, ColorpickerItems = Library:CreateColorpicker({ Parent = Items["SubElements"], Page = Colorpicker.Page, Flag = Colorpicker.Flag, Section = Colorpicker.Section, Default = Colorpicker.Default, Alpha = Colorpicker.Alpha, Callback = Colorpicker.Callback, }) return NewColorpicker end function Label:Keybind(Data) Data = Data or {} local Keybind = { Window = Label.Window, Page = Label.Page, Section = Label.Section, Name = Data.Name or Data.name or "Keybind", Flag = Data.Flag or Data.flag or Library:NextFlag(), Default = Data.Default or Data.default or Enum.KeyCode.RightShift, Callback = Data.Callback or Data.callback or function() end, Mode = Data.Mode or Data.mode or "Toggle", } local NewKeybind, Items = Library:CreateKeybind({ Name = Keybind.Name, Parent = Items["SubElements"], Flag = Keybind.Flag, Section = Keybind.Section, Default = Keybind.Default, Mode = Keybind.Mode, Callback = Keybind.Callback, }) return NewKeybind end return Label end Library.Sections.Textbox = function(self, Data) Data = Data or {} local Textbox = { Window = self.Window, Page = self.Page, Section = self, Name = Data.Name or Data.name or "Textbox", Flag = Data.Flag or Data.flag or Library:NextFlag(), Default = Data.Default or Data.default or "", Callback = Data.Callback or Data.callback or function() end, Placeholder = Data.Placeholder or Data.placeholder or "...", Finished = Data.Finished or Data.finished or false, Numeric = Data.Numeric or Data.numeric or false, Value = "", } local Items = {} do Items["Textbox"] = Instances:Create("Frame", { Parent = Textbox.Section.Items["Content"].Instance, Name = "\0", BackgroundTransparency = 1, BorderColor3 = FromRGB(0, 0, 0), Size = UDim2New(1, 0, 0, 20), BorderSizePixel = 0, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Input"] = Instances:Create("TextBox", { Parent = Items["Textbox"].Instance, Name = "\0", FontFace = Library.Font, CursorPosition = -1, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = "", Size = UDim2New(0.6000000238418579, 0, 1, 0), BorderSizePixel = 0, PlaceholderColor3 = FromRGB(185, 185, 185), TextXAlignment = Enum.TextXAlignment.Left, PlaceholderText = Textbox.Placeholder, TextSize = 14, BackgroundColor3 = FromRGB(32, 38, 48), }) Items["Input"]:AddToTheme({ TextColor3 = "Text", PlaceholderColor3 = "Inactive Text", BackgroundColor3 = "Element", }) Instances:Create("UIPadding", { Parent = Items["Input"].Instance, Name = "\0", PaddingLeft = UDimNew(0, 6), }) Items["Text"] = Instances:Create("TextLabel", { Parent = Items["Textbox"].Instance, Name = "\0", FontFace = Library.Font, TextColor3 = FromRGB(255, 255, 255), BorderColor3 = FromRGB(0, 0, 0), Text = Textbox.Name, AnchorPoint = Vector2New(1, 0), Size = UDim2New(0, 0, 0, 15), BackgroundTransparency = 1, Position = UDim2New(1, 0, 0, 0), BorderSizePixel = 0, AutomaticSize = Enum.AutomaticSize.X, TextSize = 14, RichText = true, BackgroundColor3 = FromRGB(255, 255, 255), }) Items["Text"]:AddToTheme({ TextColor3 = "Text" }) Items["Input"]:OnHover(function() Items["Input"]:Tween( nil, { BackgroundColor3 = Library:GetLighterColor(Library.Theme.Element, 1.35) } ) end) Items["Input"]:OnHoverLeave(function() Items["Input"]:Tween(nil, { BackgroundColor3 = Library.Theme.Element }) end) end function Textbox:Get() return Textbox.Value end function Textbox:SetVisibility(Bool) Items["Textbox"].Instance.Visible = Bool end function Textbox:Set(Value) if Textbox.Numeric then if (not tonumber(Value)) and StringLen(tostring(Value)) > 0 then Value = Textbox.Value end end Textbox.Value = Value Items["Input"].Instance.Text = Value Library.Flags[Textbox.Flag] = Value if Textbox.Callback then Library:SafeCall(Textbox.Callback, Textbox.Value) end end if Textbox.Finished then Items["Input"]:Connect("FocusLost", function(PressedEnterQuestionMark) if PressedEnterQuestionMark then Textbox:Set(Items["Input"].Instance.Text) end end) else Items["Input"].Instance:GetPropertyChangedSignal("Text"):Connect(function() Textbox:Set(Items["Input"].Instance.Text) end) end if Textbox.Default then Textbox:Set(Textbox.Default) end Library.SetFlags[Textbox.Flag] = function(Value) Textbox:Set(Value) end return Textbox end Library.CreateSettingsPage = function(self, Window, KeybindList, Watermark) local SettingsPage = Window:Page({ Name = "Settings", Columns = 2 }) local SettingsSection = SettingsPage:Section({ Name = "Settings", Side = 1 }) do SettingsSection:Button({ Name = "Unload", Callback = function() Library:Unload() end, }) SettingsSection:Toggle({ Name = "Watermark", Flag = "Watermark", Default = true, Callback = function(Value) Watermark:SetVisibility(Value) end, }) SettingsSection:Toggle({ Name = "Keybind List", Flag = "Keybind list", Default = false, Callback = function(Value) KeybindList:SetVisibility(Value) end, }) SettingsSection:Toggle({ Name = "Silent Load", Flag = "SilentLoad", Default = (Library.Folders and Library.Folders.Directory and isfile(Library.Folders.Directory.."/silentload.txt")) or false, Callback = function(Value) if Library.Folders and Library.Folders.Directory then if Value then writefile(Library.Folders.Directory.."/silentload.txt", "true") else if isfile(Library.Folders.Directory.."/silentload.txt") then delfile(Library.Folders.Directory.."/silentload.txt") end end end end }) SettingsSection:Toggle({ Name = "Mobile Hide/Show Button", Flag = "MobileHideShow", Default = IsMobile, Callback = function(Value) if Value then if not Library.HideShowButton then Library.HideShowButton = Instances:Create("TextButton", { Parent = Library.Holder.Instance, Name = "HideShow", AnchorPoint = Vector2New(1, 0), Position = UDim2New(1, -15, 0, 15), Size = UDim2New(0, 45, 0, 45), Text = Library.HideShowButtonText or "JX", BackgroundColor3 = FromRGB(17, 21, 27), TextColor3 = FromRGB(255, 255, 255), BorderSizePixel = 2, BorderColor3 = FromRGB(94, 213, 213), ZIndex = 9999, }) Instances:Create("UICorner", { Parent = Library.HideShowButton.Instance, Name = "\0", CornerRadius = UDimNew(1, 0) }) Library.HideShowButton:AddToTheme({ BackgroundColor3 = "Background 1", BorderColor3 = "Accent", TextColor3 = "Text" }) Library.HideShowButton:Connect("MouseButton1Click", function() if Window.IsOpen ~= nil then Window:SetOpen(not Window.IsOpen) end end) local DragStart = nil local StartPos = nil Library.HideShowButton:Connect("InputBegan", function(Input) if Input.UserInputType == Enum.UserInputType.MouseButton1 or Input.UserInputType == Enum.UserInputType.Touch then DragStart = Input.Position StartPos = Library.HideShowButton.Instance.Position end end) Library.HideShowButton:Connect("InputChanged", function(Input) if (Input.UserInputType == Enum.UserInputType.MouseMovement or Input.UserInputType == Enum.UserInputType.Touch) and DragStart then local Delta = Input.Position - DragStart Library.HideShowButton.Instance.Position = UDim2New(StartPos.X.Scale, StartPos.X.Offset + Delta.X, StartPos.Y.Scale, StartPos.Y.Offset + Delta.Y) end end) Library.HideShowButton:Connect("InputEnded", function(Input) if Input.UserInputType == Enum.UserInputType.MouseButton1 or Input.UserInputType == Enum.UserInputType.Touch then DragStart = nil end end) end Library.HideShowButton.Instance.Visible = true else if Library.HideShowButton then Library.HideShowButton.Instance.Visible = false end end end }) SettingsSection:Toggle({ Name = "UI Expand", Flag = "UI Expand", Default = not IsMobile, Callback = function(Value) end }) SettingsSection:Dropdown({ Name = "Notification Position", Flag = "NotifPos", Default = "Right", Items = {"Center Top", "Center Bottom", "Left", "Right"}, Callback = function(Value) if not Library.NotifHolder.Instance then return end local layout = Library.NotifHolder.Instance:FindFirstChildOfClass("UIListLayout") if Value == "Center Top" then Library.NotifHolder.Instance.AnchorPoint = Vector2New(0.5, 0) Library.NotifHolder.Instance.Position = UDim2New(0.5, 0, 0, 0) if layout then layout.HorizontalAlignment = Enum.HorizontalAlignment.Center layout.VerticalAlignment = Enum.VerticalAlignment.Top end elseif Value == "Center Bottom" then Library.NotifHolder.Instance.AnchorPoint = Vector2New(0.5, 1) Library.NotifHolder.Instance.Position = UDim2New(0.5, 0, 1, 0) if layout then layout.HorizontalAlignment = Enum.HorizontalAlignment.Center layout.VerticalAlignment = Enum.VerticalAlignment.Bottom end elseif Value == "Left" then Library.NotifHolder.Instance.AnchorPoint = Vector2New(0, 0) Library.NotifHolder.Instance.Position = UDim2New(0, 0, 0, 0) if layout then layout.HorizontalAlignment = Enum.HorizontalAlignment.Left end elseif Value == "Right" then Library.NotifHolder.Instance.AnchorPoint = Vector2New(1, 0) Library.NotifHolder.Instance.Position = UDim2New(1, 0, 0, 0) if layout then layout.HorizontalAlignment = Enum.HorizontalAlignment.Right end end end }) SettingsSection:Label("Menu Keybind"):Keybind({ Name = "Menu Keybind", Flag = "MenuKeybind", Default = Library.MenuKeybind, Mode = "Toggle", Callback = function() Library.MenuKeybind = Library.Flags["MenuKeybind"].Key end, }) end local ConfigsSection = SettingsPage:Section({ Name = "Configs", Side = 2 }) do local ConfigName local ConfigSelected local ConfigsSearchbox = ConfigsSection:Dropdown({ Name = "Configs List", Flag = "Configs List", Multi = false, Items = {}, Callback = function(Value) ConfigSelected = Value end, }) ConfigsSection:Textbox({ Name = "Config name", Default = "", Flag = "ConfigName", Placeholder = "...", Callback = function(Value) ConfigName = Value end, }) ConfigsSection:Button({ Name = "Create", Callback = function() if ConfigName ~= nil and ConfigName ~= "" then if not isfile(Library.Folders.Configs .. "/" .. ConfigName .. ".json") then writefile(Library.Folders.Configs .. "/" .. ConfigName .. ".json", Library:GetConfig()) Library:RefreshConfigsList(ConfigsSearchbox) Library:Notification("Created config " .. ConfigName .. ".json", 5) end else Library:Notification("Please enter a name for the config", 3, FromRGB(255, 0, 0)) end end, }) ConfigsSection:Button({ Name = "Delete", Callback = function() if ConfigSelected ~= nil then delfile(Library.Folders.Configs .. "/" .. ConfigSelected .. ".json") Library:RefreshConfigsList(ConfigsSearchbox) Library:Notification("Deleted config " .. ConfigSelected .. ".json", 5, FromRGB(255, 0, 0)) else Library:Notification("Please select a config to delete", 3, FromRGB(255, 0, 0)) end end, }) ConfigsSection:Button({ Name = "Load", Callback = function() if ConfigSelected ~= nil then local Success, Result = Library:LoadConfig( readfile(Library.Folders.Configs .. "/" .. ConfigSelected .. ".json") ) if Success then Library:Notification("Loaded config " .. ConfigSelected .. ".json", 5) else Library:Notification("Failed to load config " .. ConfigSelected .. ".json", 5, FromRGB(255, 0, 0)) end end end, }) ConfigsSection:Button({ Name = "Save", Callback = function() if ConfigSelected ~= nil then writefile(Library.Folders.Configs .. "/" .. ConfigSelected .. ".json", Library:GetConfig()) Library:Notification("Saved config " .. ConfigSelected .. ".json", 5) end end, }) ConfigsSection:Button({ Name = "Refresh", Callback = function() Library:RefreshConfigsList(ConfigsSearchbox) Library:Notification("Refreshed configs list", 3) end, }) local AutoLoadLabel = ConfigsSection:Label("Auto Load: None") local AutoLoadPath = Library.Folders.Directory .. "/autoload.txt" if isfile(AutoLoadPath) then local TargetCfg = readfile(AutoLoadPath) AutoLoadLabel:SetText("Auto Load: " .. TargetCfg) task.spawn(function() task.wait(1) if isfile(Library.Folders.Configs .. "/" .. TargetCfg .. ".json") then Library:LoadConfig(readfile(Library.Folders.Configs .. "/" .. TargetCfg .. ".json")) Library:Notification("Auto-loaded config: " .. TargetCfg, 5) end end) end ConfigsSection:Button({ Name = "Set Auto Load", Callback = function() if ConfigSelected ~= nil then writefile(AutoLoadPath, ConfigSelected) AutoLoadLabel:SetText("Auto Load: " .. ConfigSelected) Library:Notification("Set Auto Load to " .. ConfigSelected, 3) else Library:Notification("Please select a config first!", 3, FromRGB(255, 0, 0)) end end }) ConfigsSection:Button({ Name = "Reset Auto Load", Callback = function() if isfile(AutoLoadPath) then delfile(AutoLoadPath) end AutoLoadLabel:SetText("Auto Load: None") Library:Notification("Reset Auto Load", 3) end }) Library:RefreshConfigsList(ConfigsSearchbox) end local ThemingSection = SettingsPage:Section({ Name = "Theming", Side = 2 }) do for Index, Value in Library.Theme do ThemingSection:Label(Index):Colorpicker({ Flag = Index, Default = Value, Callback = function(Value) Library.Theme[Index] = Value Library:ChangeTheme(Index, Value) end, }) end end end end end getgenv().Library = Library return Library ]] local f=assert(loadstring([[local _QQQQQQQQQQ = (function() local _UOGlSkkXO="ROwhOQMLAAAAD8Slbl1xAAAj+M/x452T73jxgCPWoYTzLdsWIsLftYSZdzvvdohF+8Xdbt6dFX50dy/V/vhoT1i/cwZTqOWyXMZ3Y0D+h/KumnXBXp54MtqYIo2qGBRzkmRPQd6aOwaT9k4dy8DI9w443Ai7rO+CauWe1sZaz2/Yn7Gl0/ID7A4aOHYZIXtPWsBJ0xYBqpqbwsCaY0T03ZBIxe4LoP5vbb09Le30iLXrkx3CHuoTCSY/LdTqh9DOdn6i2pXe/PKTaenheaYLj9ySNgSu+BoPPbSdKtm4oMGlethKkOwB8nHauGkmbjPb7cFGJcg7ppcCuRn/6Vli5ocqFM6boPlcQb5WH/+rckX9VzOmkZ8deioV8UgeD7BWWH0BhV00w3Ha6L7qQr8YmPnTW/M19AeOZT/q1wd7DoZp1NGypUoP3oftuXToRLA4eLj7Gng+Y6PCzX6TYoyl9WkbCodaE699pJyH2zOSzwshteCl4affy/ijZKPSjpFGQTd65JIVoJfaYkzh0xscKers/q9EIxAmA+hOKik8TaMAaodBX+im3dmoXSqTnhXkg7YZ0FID/Mil3ZziYKay7afAwBZco0sCUxUum2XOYMFw6brzKxdPneX62SRIqhZajCTSShv942LXGRgsOyBB1P2m60FpGxQgP+IwEZ4PH9LMomRVUxuWpV2PXPswFCDvW2GAhuWJ4wGxDRri0FZyGXsM1xGu0AMq/H4Kz6Ht9uRm7cRKeyodNjUnDEJeCxpbbl8p6LelbIHQbAxOUpNa494UvkQSF09IQZd9OzdkU/l3UkB3Gxk8QmYj8T8kWsj16qemyVLfePOVXVRavpHREmYW45IhCHcah4LLPF4gI+d1P6si8n197EOkQts+ZLO0BA5W5SuOsmQ7PewKNPYMs9CD0c01o4lpTRb49X4eptVa1r+TU027YlP2LAOHZxZM+WWwFtFH8tCl5C6DM49CcEzFvAqAiLymuEy26Jxa69KQ3WE91m/yYfRSpk1QfB92rrSvoh2UEN6XlvibOEUuUD94drA11YlMEcxbtAkDaptTbEQWjoy8rypmiLCLfKJQiWGWXrpTqvubqbMm/gOaFFFg1mi5wYCmIUNyJjhR0i7IYzrPKB+B8nQ8PaOT2oMhhh7zEW7hjfVRhRdwWPxkfISrmj8J871omYmRKzq/DbMKybU/fuLWOICuoPNUsT+M2Dekf4Wy7cSyqHQbwmx8v0NLF6cyt9jS828n27Ra+WdU1hxJL7+YeKSIkD+0eIyqMpf1OlmBcvilX8m3IlHExpW7Dv+h9RJTCXeApbzcfyxbGT7BgmyET9K9HHNqpKOt5p8Iyq/gekGyrfaDEIVc8iG5Clo9UlWI6CCvGlGW8OIGoz/Xpf1s1bWUuT+1A922fPZF8sDOqL3SLMyQz2/gnPZ09cKyIijjbC3pxLwWeS1ofGKZrpLTuAJA9GlbvKneP0TBcy91sWxTOrYEcf/nR0np/qD4IpNLAK6Xw56u84F71oFEODifABgVN0itwfxoU9wzVZfYhuyedgqQxNdbkqgGGZSelPB1qpHJGB4bdwH/Qrb1sWwEe2voK5su7l2kQ6VqDvVaFbYlD+sU4kFKzIxa1/HsOiKACo9JqJWyg9RlRH8SVyQlmOmYqWEu/o2MUlaao/15GaLRjfEiqWd3jGdLHse73SZNZYB3yOJqV2GpMOvZ1O9Y6zEboyd5i5kY0PMfraBhoPCMczVUcHF89cZZpB2l1uqOchjAJxwESycPF1UU6W1/lwA8wGaX0nD+hZylIbs5LPpMGDojlJJk9CNTNcTjOhQ3f7iv0hKHAnoy0v45L19q4wYkKij+s00VgzvAup9j7Ale8qyg4DQk6bagkgin0I8FokldNuXFAws4vM6fJ1UVsAd/n6PKO3j4rui4Eod6z0cNyWDvw3FMEB9jKQBleJd7inXYsYL6aYeOI6wIj1ebl+lwli0JVdT0V3oRP180vIg2IYDBshj4tGxsHnN/RrTIuFvNH2eZWFHqPtIfWkUPCOLOoj8olLmxRjBKN7PcaH1snJ/LlZ5+GwtMVbJOQFcn+Rre+WbWqTtWWhn7vpFTBr4dZgahEAnHFAeDZ6fOrRKfdsw5GpCaEW+nXeaUt2U7EXOINOjWbyZCTiL+wegrAxGDOaei0YBo47eTIXwJh4BlbbVz1hF+Vxvl7+ngQYLtYqlcMgvKdzNe6wwVKpSZj6/faRcojTEiDUvGkOMfo03SEO2qC5NfRfFVHILyb+tJnWJHZZz/E8CLmNt4TeuHsyD/1xEpRZ+cWPl51J4kx1MGrRau75U9ZWWnpRcaVY/KuPYNkq1rRU4EwFsE6f4cFjAUeX4Ns6T3tUIa7LJUMgDXn9y8D5XGXybnrn6XmmsLx3fT8M5HsLb9WfG2B6iBFyGITyv806xo9VPREP5leJkov/93YSaHlxuzDWc/dDsNBIZGrhR/wkHWiz8P+FeQ5R5AKWk0Abn4XQNznzuCWnc/g8GNOv6acVuKGbQTHg/eyuHzEwIfcjxVemGqX2hSD/MBXnu/IPtXE2ZLpZt0tfRMMdY7rqgkHrmy9Ya2aHnViV/82tx9zXWTIOml9fCJ5eSXzH1+0HB6afDATZP0k5iW5XTabnx4RL4k8vqwO+rYdLVfcEjrrjHqvmW+JvMhHLP2wA+chyTclSHIuFaxmAEFwtjY90LbNGgQiSbAzy8/GYD4DDCQDJbsLkUdXxQ24XdCCJf/VfXGVPX2LV0FoXOKZ1CQAZOXV6Vfxq24EDlrwB9E3g+fvx6u0n26ZMFDeSm+cK5SZnVcj7H2/8dkho20iUFocAO3WTMlug4sewVKNsv0zH8cm7CK7iSfhMRYBdjHTf6uub+V8lbur7hGdXxVmFLnceBQgKNXi5vUBtQw4ag6Amd0/y0fbyoPpm5lvAXq+GwgV/kJ+borXM7IpWPjAj6nGI/hKY1/gRLkLHJl4rQd8+CsruyXfHPz/hqWYwhsdSc/YvEAGN2zanbop8HU2dKMwExQcHnFSOryW5XpT3RuB7N4iNeUCTReak1nl4FOuI1yf7BSymkEYOUzvZAuc1Trwfez3PrCL4G9wfik/uaQh1CshkdVlxXof/hvjz6i2viRFwzIvq0qm8fUed4Vxnr+UuKd7wlW29GNecDj9Uov3UCbf6zrja2DsmrkpJ3Z7r4rQd5PRt+jtgVteEWVzxxuzJvsLOqd9JVT7exfB1iqwNkh/rouYpyLs1Ba7PAhIpuIANyhmy6HCuO10os3l8NKO6juO7WdZeV5solZnWQ4oEpv+Kr0KWTc4eMx0UNJzhq0rlc/5AqPUqGCXxxKwxxAXVu/HSUL/N8GxD3/sjBh1C256WcylkGiCvRm0mqz9Ud4LrcsC/aCLfzTVZtMmc34SJsw4nc6ONXYNk725XCcQicjIURdFdo4dNXgewOo5bLxsc6YHLP3WnmEL+j7INYxF6+Qlr4i49xZF7gMs1u9wkOtxypTRoyeSzk+4Q+UvZqwcTBg0u3N8XVUiva/ksy0gsWJXA1hpQen5kxcALyF0il2VYSLVLkO4bGGcus4dAuS+o5so5BzCjeXddPvsAQsf4Soh5gtbsxMqSTBVFd5HnRuPjVFMc61VzzMHNrXVzPvqEty/nEaf4ycWcQpbPcUwhGBBHKBE2yssCj2EO7qZ4NFbwDUEyHb7hl+r3/GrWAYBRgq4RkbGqoz7BWDo0Ivql2mHubF39PDTqJugEA9tqZgAbgTj0ydnqO59jDnf3qzO01ni1HozS5X6AEmnt4A3Zw47h4es9rinmgNmJdDiMDa5QlUXk29wGMtXBcGbZFa+wiRBlnjP6SWvl9fsGZCSdPr50SRW6Z4FH9452l0RyeRrURPSKfPdgTsKKy8cNZ1R0QMxkWNOQbt+5G80Qdv5BWFgUMLyIR6zYRI40hosEDimdBOCe4NtuMD6MnjAvrQZ0aHIAoOeV7WWCtSSejcbwWyoNmwZvkng+ZprZHwsjfzB0fnMltLDFVm/7TI/x70P/zT7uRMEpotrCLRTav6hAzDoHtv9TrAhQmhiIW/bvIJ+PmRKJ5Gms2q1kTufxDsqM2ANmWi8edxBj70t7xGT5ws1QfL7MgnrPHlCBK+g0qrgX9GP4W5EF/l5OwgkHlzRmp1E0/L8/cjYpAaRs0xQFVoGRiJ6l5FMzxm2d56W/ynAENZ4zQz50wqKkQ2oW3jZNx24VAAcsZ4gblaREBCQyrY9U+mVGdmM/kDxF0b6TQr02mg93Cf+fMZLVY0rvpJzw71BceG2HDzxT1Ew88EfNa9sC3gxK0NFg2Wn6sX563mtdGIsjtCkyU4goGikL+EfKPyoLy/lkeEHRlZcdKFkyjEw3h7es2Aa8NffOiVBqjgBIiCdoJ2BG7UdGZZFSuwKLRID9RI3YrUyBBqqBhqJKWA554uEPQR2uDv+y2hyVfbPq17C+M1vpjX8G/qWJmRQsdRBs8NdKV9iN1rbIaryy1L8+/OT1GAvme7+P7qnAZ1verPoH1tGAN01act3Wl6v6gmrqznTSBlRD4kx7pkgRc2iC+rwEMJ31o0I/3tz3nJ1yUjx4DGPA1vQ4fF4vopfyez3S51YCTtAeGXumRMg+XDQ9LaWZTLcbyFu8/bect3b6JcjtPzMc5iPWeXEnRbjmYoLsdQSEJMs/twHTL1+gEnRDVcXp77nWFGxXkPZ74Z5xxtgkBdwSKcZbmISEsmcqugxx8GUAFCXe2xfgxqHBAN5wa38Nm2zntW13nn6HeDFQjEd6OSQUIDuZ09ALFNFuSLd6oCGuvSyD/L4OD50irLMjOLjD4nu5wqdBLE48RMxHl74IVXlNDolt0TB77dMjz6DA3mDSuI7pw6+8yW/fMQzyMAE/keeQCDcvGXULE8hnkVFl+0yyhKiDhr08WWPcdTNxTapfKGhTrOPooBAdMBNYaajIyx0K+fJRg+3afTikkuzsuEWM+xe99NsN44Te9UiFogxdG/Icv20zLEzEjQGYkDbs5bcYFFRvxqHTPmR5AvHopmdm1VKbJJjk7SWig0t08gCKNcaC5ZDxmQno8+VanABDmC3sb2UrC2FrV8j1B+GIx+HHRxhmRaWqsg/R/OtSDmXXvjTSkJpWHwPTxG7qKDKSMBVi4WW4ttBn7fok05SDoI0LBrUPZRG5ZC+NxSmoBXXPuXPXTWiShPP//8+R+hE0qaCjr2vdd3vJMm7Vsn9hK9yQMfp+W2itjX7UYDuFVxC8A8iB2AoGJvkBYjShUGunsNhzKUHdf0FsRgnGfQFqqlxsczCtB17Y9XDMZefa6uXus9PBuBAHagqcMCRK3T+oEX8ef1cOLzCa/DAgola9w+NQa66xaInl+U6g+VNbf1cSWd0QpObsywAzJs7UEeWH/kWQlcNvanwkMV6u6DfLKdZrpYgfp1g+G40LvdOm2vysNsEnoJAOc7iwWrSGp92xwkJGJFa8pT1EvuDrtvCeb/ABT5TH+lhuf9zPreWid0gYDeGw4MOYHGa6JCzP3X2vckiowxOOvXciPPGb/d4GmyRz5+OI9ORLDTeYV1Ga55ZGvVJc/JI7ulom5xIAko3hGO8wKvup7DEFzsEgeMV+saatnPnc3DHyAUJKKhoRpiYuaXHtkmn3hJ5KKboOmYH0f8zhfcE0091Xz/Rt3t2aBQNjoTk5G2UfWaCDUKDs0ELBT7pIa3Q+MeuVfbggo7nMpCvqZ6IBYBCa/NtLZ/Bwh+lXNALY34YhNM7za7TyIhEbmsHNmr2l9CpRhiRmf6cakgGzjWEL2wml2slLGnCWcpf5O2RsMxY7CA4mKDRYUSwc0mDwOQEYQLjkITxCPk+Hj6HW57TUMAHVc0r/RWwJSm/eukMGS44kmtLJ8ovI1HizFD599jyFLGWW9pZ8G8UFB5NMcTfMfOuF7lU0lgQE8hDAVYEgBINKLCH8vZt0TZjnmyJYF5GOC8G5i+HZKT0BYmv1l25cSRkJcYQczuzq32FhPrwjOn0IDB8/whDLFtfCa3DBqgxzHy21MhdVU2IV75BHihugiSR/r8C/w1Gwf9MkSv3KcrUyIwG2X8c+1JTOIIEGCn4VP/htqeG2TXzTph0XPRbQpyB2q5xRil0eolqPDUL/uFOIiL1zLPl+tWJRFo39XOno2w+76PteRDthAX+F82ysRpgZI4Eya6hSO8VhbOdKNtPAxDy/MwRZXkjZ/5fuQKJ95cCacZ1UmpOn735dTCTiHM+woAUXtp5xQTbfcGG68ycstjF46+w0H1/nvEED0qkdbriOlRJokQm1ETV6FdkVcycxacrLafcAlDq1wTfR/Nd9AmtJfm38harzbe2kbVSggXXAriR72FYIc59trwnhsGFxh0IKkHy49Xrg9QdbdhLHuAq7KKIbvmy27JercUCMUz6oe1gVa8RM9qYOxvrIGbQTMerWUZDQyLHK2nB5hxqT21NAle+MIPzP/ERMz2ESncc7G2W8fS2eDQxIF0jKey7rcYi/LEE0b+OKw1GmEtSIPjA0XQqBdlYgoLl2cBTHZk1OYupEGSnabd1WjZrvFOWyqqbHcGp6f+i+llJ2DTdxbEOTU/ZRERPWQSvcUHoIUDOq1nx44k+bFPm0220xKwifYMeFUSmRSX3R+WIkcWbS7qnjZWO/SVgq6Xd4zxWk/1n4JYyROAsgTKIeLS70NSn4PW5gwrbeMGMTl1EvRtk0vQGpjOz+nGhE0OI5NMlVNQvv/DK7n3OhGkCHugrzHKfBvjNBfEEpKEkM6budfupq5ph+F6qqbBdxiIk/Tcll0MCk1V8oBLQhbwhvbjZS3SyU88fjov7cXqg5PkMYvKVDxrJ5wkyJsqKleCg6vj8fpj3J6XvYlbgt12t23kuf3WB2ckc4Y5NYgSOrEZraZDeuXvRltisfMLYI/Qj6df/U4OsHllQ6q4+UJEB+5ncE+WZCGifibOna6o/8bvUxYpB3EGPfIbyX21vHjI5kJyYw5xTCsy6xU7qkWwSz7+Z5GK0ukagargq9Zk7vXtX5Xgk6GliJxlzn7bM5ytZZgrmHi/L2d+WMps71j6M4GG6ycXLMZ1/2Zk1yh3t3+Pyb0sSx2DXlQ1yZYiAlTw4TIonz92lmJUnLyinxJyTjAf0Pc4wNM1uwN1OjH51613p0+bfiR0nAS4LSHaqDZPzTLCiSO2L/TLSlDgZ9qXvAYnSqNn6bp8r7igltCxRbX1yTFULAtlmRpPwYLAKApdfL/XjosFft0DNwMON/Ltvb8cyrgIKLjAhwSfwDTb+qAww5yTnVmGrmsH0xf3d4ZjVK48NmO5v9XwQmozNHev0jWit4kvAPo8Ju9gzLLPO00McGb6M+4d0zKl+xv1fCLOO+zcg5K6ZpB/VBe/zSt815HW6QuwNUhsflCd6OqkrnAfX/mTTX6M5Ozqmc1rZ5q/He22z5x2Ew5xVu/C8AQTHmk1NPTx36YMf3os96XRC7yha3LopXRgUy3qO1QDbliAOjF48mvCyv7wnEATJtKxApZOF0j/ifdzCny5JyIpivvi5b+JpP5wMSK/yKESgYDq3/SsEBdE08IsY2UX++byvVQpQS1+p3o2YJEYKFeNrKDjQl5U9hHQdozzV+1AaSQda0rQcDN8tls7Sndcr2jDkzkY5cf2UKQqm2unBbGKM0B351qiX0sMWqh8MEybZGLoqgtpfKZx08zUdOsyiILh0kX6ulm963GVWfMQO0h80M17fblP63m4NZc2Ia/UBozVvDD1mzeKSagPhvqvkbHfDmaungtRQVVLPGSdKwZrZFH19Luv4VZvppuku3aWcoGVZTtE6WQq69nQXCmCanHDpup+6iR9h/MS2H447/+Dh8nUfNfmEDHNnEjO9k/Nh8cJRqrUTE8iJwYbphI1aYBm9nOlXvg7LNSKA8EcE/2gwaY1S4x2s3LKXCF8bmnKtfjbBi19GJLgA1EgIjTUvvDvevz9h5LceTAeKP9TxZzCHYyVXOhc3GBK8gIEkUN0+c5W3NS7NW8fjYz5+K8dt88+VGHH8r4OW34nBAgJpQWIxIxAxABKU+Dt3huAXjuHBaWGegJ7nabyWqRlcmAU5JP5i90lHZ6HpAW7H3fbbB6UQbKfV5rP2yxeihEPd8AvtULf2rBbNRFOBUS41lF7aj5PfrmbWY1rx9OTeFqRFwbl+rTr5KzfIU2vXBCf2Q64pP/KlFx8TGFbM/7VezwVQICNQc43o8gg7q/xwiK9xSEpB5Cuc2TZ+HGrNA+w1tddS5rvkK3LqnKWcy/yYqCvHGZDL55q2wkNkB7vLGCgFY0J+IWStAU/bk/QPR/qo3S7qq1xVZQlj9eRPG2P8XEnwk7eB2CAaUZniHbifVkLoXiKTjIEFnJepMsJS3dAa2pTsN/vVmieSHSkZ4DtPK2RejV8SXuWQ0wQuHnYGzpjyIeX5XUzlGWurIKCchWXwJq9bIEjpmJl8PdDKi3sbehNTbTT/JrWHbl0wJ3Br5y51+WJx0wrcMsgmZex72go1CDVx/P0ieN6cRORWEe9qvU33cRCgaHWdFtioaJNKrTlxrurG1GuHdrQryN2I2Axcg0YTrvFXXUBQTwMiDNSs5dzJmYQjskrKiLpQfzsdQdiGs/lp6w5pipQkpYk9DlCPchGsCDA3T0Ag2SM5G+hJeHKWUOmkPr+zPFNEspM46QjhOCSvhikLHa6U/DePBC7+ranN48ZOpao/aFwCWTlnHCwAhaVJEVsb8uIrznTUKtztDTHjjmoQ5LghxTFk1D+h3Phy+36xVkiIYWgZO7jqsTSf8zXRdhCis+LQklgWWKfCuDY76U7e+usjgcBq8A3l6qEG9P+d94hdONy46HecZbHzcgsjDutxoyU3b9ej9xJ8yIFvsSU2MKIrHISp6jah+Ano06NB15tk2jcT7YbJMnCmfU9DKNgGGBSPb1yXqrj/MbiEx0wFOLwRsRkSQRzcL9N6XblRSusA+4aEvl5c8n9P5i6ArHnOk21ocrxAt3bEYOnggIwWgS619PJIjipaTEBbiOV2fQb2OAj6sjpliNFujx/kT3UHstp5RqMxfJM6kfgIzH4jIy8F30yljRbxWwYyX8IL95wwTa2PUHk24NXHZoev3adeB88MVtSK7w30/QZhgnS2XaC9T7Mf6C6g/4yWTtn64szTwx0IFdZSYxVm+MskDTEULEadU/jlW7LcBTYz9sDcZsDgXma5i8ZHZm2wTcbSIFcoYpwOKS+Tm2mFceK4Ei0FpfKoQdfRb5KAm9cNFd4Iz8p2OEJfnOpUxPnSTaQ9ocdNZGy1ZZkQKPjVhKxKfGQeLph0+Tu7jHB6dGy9jc3lIyp8yQcdVTLEWUMhOoxnH+TmNwUFMq70ajFsNE5cuCr0VHupQLHpyjfVzr+GW0qJlDa2uATBPBwGbaf8S/ILmOWrVN3SCcocIJgeRxc2vD5vctaFJJnUs9PQ2NAgvxrCe5oqM8hvq7+LTWZ8Rhxe+wkxs3Z1gSIslZ4c0GJjcOC65PkZI4SO6CNTBliSAQlv3NAorWkREIXwyPk1tj3b6rDSzztUwmdieiRYjJ2wVbeVeSIhUgk5pGWcshQMkhVO7eA6thx++uy4EJPwUFv22PLHBa71S2XLf6yP5nO97oCwz/TSBcwj+DVrB/obqUTo/qR/pjOExM56yx08LzKD6ULCeGqTyrGIqHhtFVYWlfwf8P0rb1OxI9bNFR0hCtmGaFf04W5I2RY3fbbDgL8Lt94URvt+4BinZV3UZahW0oJGLYTKJg7PKd+TOIqm9pdgHFzj6xI8UPyXHKq2z6fvtge1NNc9dwCng2cHXnu+P2hZQUELCBMi8IkZwEt1ghoC54QoiF0Tsd1H3T9C3S0vtFeCmvndC60WqEhFnxxo+2WwB/yapoM5NLOFFpFNo/w5L6inFy0ybIzrk7d1n7fUm1ziO4ATai5COJaODI3qpgtzOB9hMAu3AZ+ViLPGNZEK/frsYyUwpYaJR9xSACE2gTj1/9dX0buPZ7+SAJH5784rSdW6kWAjrmQH7SCaWxk+0jh/JIiRV6zP+W5B4nkXrtm45FthSvoZ7pFCI7Q9hKro8MSKc7LqnHR3HhklrBJCYc5Z3hSyL3bZkqn7FEgaohgWID/nlpxV7gvuCWepS8WB1jjlyh8phjhUP/J3IzLuzpBJOTYFCpFfuAQlIaudPabTM/QBMdQbzYugM/qu0y3ncZvx8CKvD5z+Eszht1qijv8amVpJ8JawOXrmaxYtAuUhXxZ/5uYqAHguBwOw9MoOlkvmtaClNY9q6uGyyXT8qD85qcpb+xoyGuAxYs5unTCtvT/e8ZzvQEJ6Q+9CEWR6z1vE6XXwkAmQbEeOw/Dzms9pu3LaZDETJMkerdKAVDeDVwuhoH95swSfREfOsXiQNUZB81iKLYkXwPlzEZIw0ndRIwNCt+daHD6C7FKo4SSwLMDOLIISqPtdcxbcj+PVvOHFbOI1UAaLwaGPnB6GMpRsyOlUTiOCxXECS8AhsfIHd/J5ooXGGRtoSemeBybilKh2cEAC+2xIrno+ajcWYoF50FueO2/xP1dVr1vQT2O8ncRHn8/pXJLpTRxkrXSGhqodb1aG7OLxVHnrIpZBb8jV1ZaqQlcWbQvwkRzS0NxytLzdBZ6YMtd0TpzQs4Q00S2E7OHQQUx7LLVChxNskwLqkgUM66QqpDRVp6OaUJoBnj1o/jsuxRboIaebSXeiUCiZ17qjrpaxPKQZGxfun34jwWFYDLUqc7wHNC+ZPzogsEivdTh/AhjPqtF5xfHbcc4SLX6AwxsW+YE/O6u1iv039DjN5j8Ce0LbmoG1T8k9dt/KOXwn/VHbAxJJ5ZoQM7pTX0ybTQ8vCktAHto+Ea3jgVB0ApREvkl2PTnDSXBI81i2eoGRL5mAejlWRJXHPX9Hzsm9Vw8ww/C+tFUcoY9wA8cc/I15y9aFb7jKMz/eSjvNOKJoqGRk7O17bQm/bCsxNZDq8QBJx1sOdOSCF+oFXZtwGFaVKDqsqD0otCEtLLkRpzRtMuNRRNqD0uPzXyVef88OCSawXXktUe6PTQZUJzZUU4qeJFMFMrt8O/2Dv/m8a6LWq1ZLnuwU2dx+LfVE8jghwnZzhC8qZdSj2+cn3lYkva/jev5ZuURfr7siJcoc9hbzq/MZ/3d7jtdRb5orVdZMur1R99yabTyeGyVS95FZS9I6wFOoflDLqrdI+CxL881xt/PEAfe/DwlVVdCOkikZoLAHBsOXDLYZro9ehQX/ElaFGVmfGTiLGc04LSPv2DlpYzSIPK5V5s05wrUL6eylBd6Sz1qMhOO8HDtqOkyIEFImZThbDGfHuL9he/N+yP56MKg4C9bneUJfXU0KTaDMnWHIMsSQkWbb4UA53nB3FHMina9+zom5hkFqa7coRFO8OIlmPN/fXG1e6Sc/2IjvTUkpumaot6CVguhUikB2EAoJqOV8zZcwgzj0VfCLE9Cx8IUWzeslCCjQB+NOHJrb/fz5LyLXhE0galTaPLHQ7k/wBxwbHgmMc16np15QKzNUDr47d1181B+HEIB1+y3EIr4zsJIkjsqzYa/PN7ETepoXZ5G9KwWqXiIxDl3vfmgVHrYyQe/ohfK++hQzDBpWii4Mo2P8ZA/6y2dowfbHS0tsMJe7X67lQerinBZgSBDD548Afm2tGKPZNc9Fe8Rk8Es6C8mO5tgVll3aqS2hMyqV50XlghYfwHhDI3rpstUKXqkweCHLMnvB17yj5AiRrkdY4XlLRzBvMb/jwGe4nR1L8eTK1/jg3RM8C+lhuWThs3vv7g2R5aQ3k6DlaOZ/++LEtD1OFDk9DkjVGhd5ALcWFDDxkv+JFKtCPigK6I8Wi68707prTUenwQ4RW6v87QiYB9d2VKlmMBS7FWS/aaylRrke77Gx93rjKC5qagYq30wIreEvARu5zFKOdHF0TbyTlnabIBS8sVSFAji48zWnsf/6nabQeC9kNji6hCPc4IdGrW5wmjtE3KgcYhVjulm61sQSNvMuLvOVUlowRfMwq0uo4YFGJ0kbK7zEmbfEU9MQhWzjT3DoApfff1EYtk4iwPw/owABZfndQHgrPH0pNDyot+lZ6+FvMYs9O4rTlT7ku1RMDuIFEYOfg7bZPzGrucvfYQsHnBdOCA9eVlyHSYBLOM3PhHHTrXALeBixFdeZD7iDXvMqWsYZD9chNcZ8n+xoCkWUm4RXB30F9s84X5PCmG7FhEO/eW+bU04iT2IJOLwtamifWlKwW+rMi7XAMgijGeM2sXYIah8v/xf4Gm8U5C8O8HFRhkVzXW5C+ezgX1S+4g+Ri1VuuEN1yiv3F2YRMW3DStsczzTTpPdMpfJXvOxtEJIa43n6vLA9Rg9PZS9xPPQvN2hpUW0QztqsvtV7DwojOElO8clMmTywUDT2yvaiyUc1U/8KPclXn1NlcEycTgqt2ig431j1KXrZvNnXtceJhRsveholpEqEo25l8TiXivzC90D32K5Nu2CF71AvlKsbbramQF6bUgJw4+NDRxF1ZmXkeDcArtjqtRuQk21nk1Deq3VM3F+YmIGh12RTUNua5qTjk3oRrJsdVJFqeP6hxtH5nWVJaAwSucoqHer+MlOJ7fKN/3tweuUle9uQQP0/vkmS6ptO+tX27u16q7Ge9Wvy4m2K6J1NwODh35BKEmnUUIbUGwQaPpELJ+T+KPODfC3besOm1L8vUyZqQqrVHMa1GjCPjlYvG6nbi09Ksi12k7Ms9qjQqsnCaBT9XHBvPoBpzxppreEBYGwYmV59/ug1bJ6ghYxa6HvsqE3fDzcDS000Chs1jvND3nVMT1x3BPDkq6lM7mOvBWmW50Fbmp8/rjTn48EMyxY4bjwxkVRXahnQcmTULRv/t7YtEoVOLNTbBIqDvIcGXwqpMBVcg2o3pO3qrdTi5nqaIZJBp3RkNT26X5rXLgMrf24LrGS54wfkdjFsKzQfFznJYVes9cATg72lYadgvqQWW/1DiHOleZozHQEYQ2AAXabj3ByV/8QEsO+hY+uBcT7o7of5Y1yZUYXrLPpuKipxJwDPivt3BzLD9nOGcs0TNASE65mPWG0QuaNl2AGDn7PWoKnq2Om/rLLr0S51Fleo/dao8og7Z4dz4aKpujXKQAfBPT1e/9n+7gJ4vYuviZZRy5P1KcntvKp+aK7ONXsigKv7PHhoWKugzk48xdSnu2qoJ4NIUmOlvzvWDjiT7+2KAiGQl3lHRG9TF5XvoXWL9Cw56mQO4MITopeXtrF+GCm2eCup2S0otpVefJzHwr4dAmktN0DO9/I5NrYJEhjGhdVCqN5hyDPynQgQ/44q7G5E2rNBmS7YaTMc7cs+9K6iIBtBUF3mzZtmxXZhPbbTUKS+QDpICAKLi8xQnf7+WPDveT4La3f8f0lC3cSragjhnXcXXKCovGphrAHnUShfc4GSzDH7RGxsx7WrdGcRLJO8EpjFg0SpPWMhtyPAaQe0t9FI1pwrbf+qgjZRCJH0tLOZCzxdYUe/D0I7v/PiEUPXWHrZDvjGymeAFqEUViZL642G6OCulvAsAIs7kNLGClRZ0I0ErKwZQKxUnkaXegyGdtv0h0oOFXpjjjsiugJEIqeS6D/+S4eUfFy6RXGNDGPpPlKew+5x9S5wXRhKe28a0aIxPKKPifQDsdIGuQUt6oH3abJnSZqJ26j7x13pTvnwmgXQgeZ6OT24E7ZY7nV/thAyz45HiqpuOpYn06NjOZvAGksoGA/QmVYnIvaURTRldpLK5N9bZWP+d1ttmMZOul2nsTpHbSysf3B35/nDC7eOirEV5qRTVkmZ3hw4AZM3T6at37xuN6sfyWOB+hwypqdtnL2k+N4GJZo2aQRFcGt0DBZ1sMEagdjqu8u1Mz+4M18wmlLpCBcGrsfstxIz/ZljU3EPRCpQB9c1Am5EfTMC4T1ZWUr8OWyg29CjdPcUaeOstIntABP69czdXVlXAzSCk4DKhicI0S7TZNywH3sdLUclUGFOxDjhtrzExpw5OfyFyyWm49rR+yEIxkX4huIrPg0NXXLqKpzKcSeuRhdHe0wPimyStfM/WHHA2WTt1vzLc2jLK0R92aWn0aaaAFhGkHwmkj60OFuSYmrlmuovdsgktlSrYx2uJFE7XJSUPAbdUJAq4q4jRFZq9PDaGJcAkSbYfpgn5wIKyc/onlpcvWVXdaXjkPqhvIfTwx/eyn90sY+I9DS/a8XTnh0FPr39BYXBlY6xKQAywdU8GPFXQOvtU2D4yCTOlpL6Vaayr0zHyWgi7BqpocacpTf6SWxnjBeSgGXKUmVZmw4nQvbrXMsRB520kxNdWT7KmI/Q0FpHXdX/rkHB7Iza4vQWcHpeu1kzY23T3MoFnJr2oKScGMiVxer0CpZ4HZaHXmGA/SnoTnRQlFPs2NJpidsX+k0jtf5aBd9qqkmSrsbJ3sTtW1JINRjZG5vwP6bx4UsFuxe2nKjWBgeaGvp4jNSrBoebqUeOP5ASlvHPhGedV0HIM+LNpjDC4yYKZTD7ooJItfmpS5WhcDUfXAqZg/3wmv+5n9etBiwr80UCsqOqVBZgZo3x0wxyuyL4oKCBU4w7mTbw7Pwjalh7lNO6dvuj6upmdEZcsZKZB1keFxW084+QPUi6CnCVqY7RuRsaIZEH4O+wY9Wks+/4KIOT872uAV+MVnzgk9yZkokYdB1gX1Fag0HGxgNe4sEstgf3YbVv1QiHSJNAM11uJLA/jkUNyHUQZA7ktAWn7SLY7kVivTdwoh1PzL3jsPowg+mbooYQnzPSBfalRI6BB3rVSIJCwsyENs6BBklDIUIOSJcKkszj7ZlZygt3edfFVaOgkl72p4ePq5LcCksK84IPqqm6VVIzd/KPfVvIvpNbeVQ2LgNrKKPzfOsSjllD7oOdY56pnxpZ8RNeNpwz6c0aP+sy6aNm/nEvdKpxR+LRXa1heni7+FM3qU+yn0+4dNpUTmXVmK9SDXApQlE7EceoSHEy1/EAasgG+7KpA7UpoatWNw666J0WJyB4SdWEcYDtaOGkv0t/0udE4cPfaME9t4bvRAyot8xAoknCr3tJRjBiKxi6FcFSf8lhxuVOvy6b81sZ5cQqqTLWpkhL5w0GeXtFEPgezS59+6v9JOWVkmS2pZfYL7tNTNZstyNe9es/fEFASqyN0QnTmTGxQABdzbOt9AYt7Z5HJFuzDVunJnP3p6ysOoZESum+1F6Ju6FxZy7cnS8QRh6jMxo10tFU/VYN4uEB1G6lLE3qQ8WEs96qsnJ7kRaMogYzIl7/wDW4ZrsWBSAjhfh2Nzup2kFfGv8gUUg23mnkBEj6IZ+kYsma2/alAsvUZaRGvg5NizWL+6vzt/9KHVV35APUapQXeieQS2CgbnGqrak9wTFcitSI4IWfcfkIuwxb8AnEm8ni3cx2cE2HRvgErs9bS1Z0pOuHjoaXxb8HSdIrQgZG77onDeY0tnoaz3EFtQiIbK1TSSHIgbf4kAokk00DFyTQo2f7oze7BD49lV+T4OfrSxChbS+l1yVcsGjFIf1+A4UEX1839/FkcMc7E/3Bc+HIZeRSI7JJry1Sp38Yu2KQohP57J0KI6tlUvlORUzgAzzq4AZHjeiPIG0sCG6/f3a+uHgqL/+A9B4Xx886cRuPnkNYOd4QQc0cxTHWgL2XXcryzBwqdZh7l9AVxczwH28/txV3XhCmXPcQIqaqxKdptRYKJXD5BIE0kqdG4cTNEThlkTaXEzTymgT6o7VZx9CqjdW0JDkC4T1Ye9IMY9b+d+IJhfpbYHKxX4GYqJiJG8BOhxAHbBmYsYMBv5jwdZFktQ5+siF3Um6AjjAhgUSLdK8a4zVjnWZRN/L2hTXdlge8j13woVJ3/8QtWpOzypJuJ7NhilH87dT06xvkwuf5u3RDiMSaLKhpJfx2Ct7uPxEWOu1yWUZrp7OrOqdofYFCdPpnzxGOzRjfVrTDDQLsqMxz6OcqET4EP1OdsNNoUzo4Pf08N+8OYOTkzX8ENM7Br7qgpRBARdUYV1zCQgetR7GoWsbNscDll+auTlwtwfHVqXfEucOAHEdyGLVs/ZMqiYdW1lYuV2kzSE3JARxRmr86l7RuIzMtYR3gncy2BmpJRcaDtynpB1bWPDAaZssZbW4PlTxcwZrqUbqBBbgcALjxi2oFMQHIoDgW3JDxq2MbbG/lZGOopNh0iOviWaMaZ/ShR332x4+O63IVU7ql/HUFBCaUhEVjqmOtupUhUqW6vg1nNf2cllLxiX1awXb8e29h9+ud7w1BS/F2VssQDEn3mdIVrVYGYbohiAHdbR7EvRCDMx2qC78gBzYIlWNrBs+VcIpC2ROM2wu/p0BHfeqhMLjSNXPfWlKcGUuyLeMzQ1VBlaVt9PCdNMp0qbtlYzdhMPNVXSoC9NDZZAz8xs6gRbICxlt00qeAMgH33tJ44tQyywBI/dpRjEpnX1ZQ74cgkjQl4JDttqlUNTQWJNoyE2GoJUEBfexCA6velQbce4paZ+dg/IwX6oPuSLEsE0nKi5Ev+YcALTseol4CA5vRw61hOkvTcTd3cnEAZ0BqWjn+chrO3snOM1pU2u7wqiZ56RSZ7Y/hwGbMe9+nrs0UNXGYbqiy7JB+4wuS+b5ibkj5PB+TfRDiQBv4pgrOAJmKyom0phGticjXNxQ7H+YRxUukX77Kn0a+Zlp/x3khugy0tqrqGcpsgucmaLVz/nDjSS6mF78Os6o+IwX+Uy6GSh8K/j+8LU4hSTvpdxyWlFmG0697/83vw2Uz6YRaws0eBwz9nTqRGuOkD5CWEO0bcofhkVxvrJ6iMmtII97PtBzaWAs/29e4mSQ1zw6+8LWvKpmCs2lgCzpIPCQt1oJRGedgAAjuHvwLz/fHG465cqqB+LxzjfUMBErqnmTcu0i5YrNqj91gfV/tvbE1KDtOEvZRDvaDl0W3oYhXsgz8Tg8SQRPM+7qh3AYjWZXvbdch4lPi1pAS8cDqXlpnF4BSSkxdWeo+L/a5x+700Su78cZzjMVY5r2Gs/mpI5ds6bqh4iWIbv4zVNGTusXVXsWkCAcwHqYSefX3Eqb3RpwVg3fEXS/fnSUYzplu5da7UkNA7xi0TAw8YKQzd2uTgyOkzDC9qHL6mZfE9STJsMd+1HTFxsTu1QU4mINtAeKOA3lixZLpZefB9YbZHjKJ6LHhLSnv1q/xmwCqN/L0RCK2RC+VeYMWMLTQ13LMiyv2O2D+wtXYd2DMGBdqLDvQ2Sd8sEdWj612DAlVrfkR/S0ZY1ohUO8JynPqeO4Gbad/+P+j2VXHVMmKTLOGYH3QxCitSconwZMcSp/WQDHVOmVoRQ+m1XVV6lLE45FSKaHz/PnTL1dZLTZfKGZzGmK8qiyYrhJafHl2z4mRvIWQHnqmj6jfHNwsmBtoh6S+AbcQ1u5eAvBbG4oCJTjYE6lUXxj5nMu/d/2W+6pSTdfiimdKsJpNp8+Zr4z5vmGCAcRoOXjGhpm86sGJr6Ga/+Q2rsR9v1cr11ikSJBt31/VcyPGMWcUD68Sy4uUaiqX91iR8cJzqkEa05xte//RzeqvApvzHMlSHCHmo7+3LnME1EEJwKZbRxk66mAZ7xSSboibfiQRkyh2upglAaISWu2HphMDZ3X80T086HDiIFRQ6IWGYizl68fXgxGyjAJtaeMlLO9PKyrsbaGOuHVsTA9VEvQglBFkb9RoeDdKNgIJoK5bEkFsDZ6jjMt0o1lB69WE5+ifE999/UYO06E8CEDLDYkXR+cJW8qc1+Zo3yN5+gp2PRWW+v11Z0fJjLLycF2i4HWA16TCbwWypMPN770Gq23S6KAxHcsrYJeRRoKDt/5ghrgdndZQ5xzNPo30mGN7iseOpCQ/YoYmXNTcFK4/A4F0tC/u5fZd+AK7uDmkFuJ4voxpvKDBdZ5Nhn9YUQSowmY8VsG7eJXB4LkYvMTq3CpL1jOx8oTBqDeypDkZLd7bTH4iZWUBbriTi6+itylb/jbBGuJq0l7T0+7IkZinuQJYLiWuJAw5h04v1aOBbGwm60oR3gn8adSfb99nSiw9/iaqPVCwSKscbiZHHbHPUI+HYnRNpihtBydoyihfu3AyMb8PXdKU/OfBA9r1pYN+jOZaMdqbrVT5uYbX6H1rb894LApylZeRAKgsiCgQZyP8GDiUMJMbz5JWztpC0Yi0Lc2nQz8YYe/4OL+jHj5+zsa/bTFMTHacy4YfPZCzkK8i6J8LA1RPQgFMuKEY726ibbZMnPzZR9YWIvuxZ9DHCrllGsdosf2DWxHs8Yn3YoMxBQnECtI/82cpLz0mTSdeJB5XPXxQAkeiRL5Y1R4pY5j2YYJwmHkYo1LBY26ycf+Vq8yPaVkFx7n0LQdCyJdIb3Q238IDcJvyJMzQEIHzMmO9AnvDeVaOhA9Zfra73CVIvtitEgmHlUtjDA4nKgsxnOS0///bqjiLeGjSVUIZmVjbNggXWdsP87oWB/6HrVg8G29fb04/AYUo7Agyi3VvR9c+MrAlCzgfOCbJ/jKLwC5C4Jb2xggNnXwtQFsNO0Sr/PsiK4XSqUtSUnFN8DAdez9Zfz6Ef0zrGohhSe6pybWCpSo5FjNPfRMSEQngTXgBwEnpiJJnmlltaZkxSbS+lvMVE3ddSuyrHr14iGJ1wJAk/igkJJkyBRxs/syStMtUtb86dEp1/hyzGyeO3h3a/j2+AaARGgBbLZ+2llOADScr5Tj08hYOr3yk/9fZLy82l/zYhcMTQNKStN83RNBpICEXZeAAGzfIq9Bs5UNSI2y2zxmJ3IfecJFyTuuEgneDU7V/USKZ62mrlD+2aBTIN8PYO+BB5asc7SnHkNeoemP/hVdwx2oE6sc0uAmi4xE7kgGcAaeVDY48xQipWdA0lpnCPDstNbpVMufQT6XQY9bhqYT/bahE+/MP7pMvGdf2cd+SgDv9+vPPr+fEPRccWYTOxpSNky1plwfcj24bLIDu/QpWjCYxbyKIInzAYIQgVgStD41uYvf16zrflZ3wEWDmve+fIrvmqA6Y/FmHbpehLUL4LlIqhVeAynhODiBljY7Rn9rOdE6rB+kmP7tmf45lyGXu4DA7nnPUSFGJBaNiiQzH7zPq1UcbzVIRrWLXtb4Naqq4BYZIDjnRcEXwUGQdYSsPosixESOJyh8QTLmnyxt/ZbdTcjoEKiKxLrcOBBCSgtLfLSjg5WQtOEcNPs30A7KoBJlOWmRM4zyZykqScWqVtNWKnjoZ8HKnbUWOWSjjdmuQ5Nry5InHXlOEjdhUOhLLWdIdxpJZ3wjaFRvlls6vms6pgG7dDCKfJNNaIDBehKH7glTmNPiTAzgndXDiy2CVJYUAKEeVdqOrzvuoGrjCCtrI1tCaX3My59mH6F779UCHKt+FZdtfofW7MimOty50l8J4jVIgORKYQIddb+ME0S7hixyYbcnnNqt+kOOyPm9ugKisvfH941zW/dRszjaHAdXrrLyqR/hcva3PoZSa1OmK8EikbbbntlsJNeaHnQyXcM07/LLU81tPZEU6mH0xwFqU4dcL2RzjS9m6pNr+vCk8umkfFE+EMTG9gpSL/X/iBDwhUEJmhH3t0vCHa62dTjpzbAN1yjxY8cO26gD7eoC5bALYL7H1NQYRnoEECw4XkoVh/8TrQUVjttV9LiDs7iYj0eYdgWUdX0IP3sZoAiysmGYkuzsNpOV+n/PPzITQtDulD6igHhJoNK0hc1FlYsUs/iHkxI1cmrM/2/tYnLgDTl106PO/qEy+7TvKcTTuPy7YO2BAVnpZsLomZqmhVCwUASqOnfcjR1ELtGFS7DREjap3nuYqFbUgttsNw1klZoFGQpuvqhDSHMc/jJm+zlkvNRn/CNaLot8Kfp04DIeOCDzWwWGDW1teMgN4Ehn0mbtYnkWHktzkv5VKc8lzzg3Sxzb34dqy/Y7yUI9fjmSsETVJng3CcVveKNp8jYDejbfyfpX48cKEonxdtOwoD2AGbTvA0J2A36ERPaqMaQC17TJHYInHOIX0bZsARL4oV29YIOnesa0xLdb6VbyXheP6xkv0KwN1Y9MVNErljFlhojtw+dHWBOGvhC9987Sfb8lJRYAJwG9dTIeQL4PDBepVoIApq52qDPwKeQ3Cv2/faYSqCSXOfS3FO5i2iWhRv0XJczZsNf4pItTGT1pndchMM33/iREZcuo/GUe0DwyAeTj1OOPTyfHWiQrSJ576wjWKIiG7/yurFSqYago8Ge8HWzh6cIad1p6IgQSPd7Viv6aIkRaX+xng9tyW3lZ9YG4nykp+Dqe0FPK37FwFB427eRDgLZfq9t8u8/nSSV/vwCA4Og6klNMQApBG1tfAJ4nyUKUrXDGdtaD6oxk1v/9euWp8ACOapQWIdeKBqsSuFRUNR2Zgj4/v//somBqPGu9c1Rym0v2sMFzDvhLlmTXRi1Iq+dZYHve+BFiwJK5GbhwemnPoKzkJt8AstHkFCE5EQzYINpQqFPW0TMML3fBiPgyVzs5KOne1ZG5R7tssath5adS+F1KabDUTr5CA38FDIXOU2tXrkCBk3DcA8g7Oafj6MSWOcFfB+d2xLW9wPE7IT2KpZpPH5IqORyVif0qB+PtMNW4CVimFNX9gVNCUvnRE/Cc0BROW8LJmLzPWHIQVW4zsE1MU7M7kvOgzaHVkr1D/3zPpOFvzfAWfO+6cYlpNsBBwHIbfKdV+RvMsWAMKNnp2E0EQ0Z3+spCun9BH/D0NO8TrfF4yqcmu+KpQIN+O1euPnLm1BPV6tmL3WpY/i783IPvpWRDz7VZgbRfclJqNPeGTm4viuomP/FCeQCqvMTXK8KRK1LLoza+I03+iOl/6WQwTgB1GuJWtxrRAAysXWhm3z7M/ZLIIkc6cKlQhJV65f1QG7+bGUqZiPvJMfcPfolH6++E5/PmQzXYsYRze/lebV47XI+0zAFyZLuMJXugKtXh0edbH5BsSmTBpk8PHy3Lp6XrhzKwUNG2bCPvRLPxR4/kMDpfJOpFUAbDWNTaXfTARUiADtmSUd3+MoIb8GqpyOBvXdcBzZUIFxJdhusK3gg9q2OgySMUVc1MPAPxN2okSyciziZ5FxKpJM9JxG9pYpczX5+yzbj676Pc/97zknDVZ+bgw7Rme3+2jPXH99JHQtNIH6aK0RmcygfnLWe1mwhUPGGrvWYN1i04EY/eu29bPCgzmNuuhAhEOazzHxdWyYyu/aa0opUz9A+bzLpjTVHNULHd5rjo2OtzIHGcFf33Ig+NR2OZJrZ34any5CSnDjFaAdesg3FRm8JcOWzbF+3FmPmw4ubeMea6QWJu+gEruJqhQxtJwXLz5uyMpTCmkOVxnTw04K8ApNnlnx9US1ajqA4mT3UCmgAm0jOvce+eAD4G4ysu7ZXC18F51ah2KBMb8kZBqXZutDl9I7IRi2t6EHtWq8McvmOaCBtxzZoL2UWIdNKFsRPgyPae8dUYdtEUMFLwnm8IsJMtB1WQxbP/C1mvPJ8Azat/rqR5KedAMFi3VGoODgr+670PFOHg9t+ESsVlJJh/8pFZ2I98b2CZhSw4KNxez9atmm3D42U2wM877jb5hz/ZBbOmQPRdOqvZeG4M95w0bOEjJ/J0tooeyXUa7WO+BtM1EC06XMBIq3jxVTzQ612EbVZKshleijqOdGGkiNr/aOI/LSd7Nj9wJ9QqGauL1qwRovczY+XXTbGBWzfeE10irAnNsFt9zhi0wNA8JoW+bC/4+8P+OdDypmE9WmewYYZK5qFuzDpjpm2ozC84UuKt5MCb4qUJEn6nu8baW36R4btk8acHSEctq45slG0bY3cNLpENWaUuVEmIHTVYrXDcMVUzFt49LGz3rastMZgK8sMcA7T0mYou3v0CHVjEkQ7y4gj5QojhdDmdg9WiAcdUgnoruRFcrXEa33I/1YdBA8fRMRwnaeBF47UY2ErkypkvdPMXZqPEGr2V7YjvHOBHndNc4VZ2pF+zabsN+MrS7K137fBOzkn2oVZ8CAzBwXew0ZZVuUcpCUAQT9KEUUbu1A2YVgikeNHBpVPJfnxsWT346dtuLay4orw9Qo/KXjSHSsB9UZye/oJvnwjzxsxhAnhKM2BRbx0LQO5OVDahPtQIC+YF2e3MhF5exmTD0InSq/hyYZwq5+a2KRSwSLziho8hSUItfIQQOSWFclFAFKoO5k25/C+PnD0TZZ7tUy0MY7e6BiQfmrfuTXTKR3+J5bJmFrXOLcYBKbtrjljhCoWd9MoFjQbNwBz6SlnFo4ZqsOBhn1OZxdwIpspj5Su+d8BUunPASQd2+uzUE8K3loscHTwPSiYLC6OHDdx8yOT0OCkR54bd9UX8N5w1oiJGYDW2OrqysZtl8NTlfP7v8G2M1yCRtaOABJm0qTD2AGJdpZXZXTZ9mAO8Yhdfj9Ni27ywWp2R9J5ltZoI0EuXLE/JuQQUK/8EgW92RqBNalZXzKo6ohqMDEwjxCT9NA1vZyeP7yTfA5fCl881jb96XxvxPNcbyu2em0xfEEyt4JJ+1dhh455k8L+AYB97vanUuUWo6w0bwOtkMen6Jt4zfJmIP0IvMBkvxMpGmTMakT/asSiaKa4RW7uaQu0Vq5rBDx87OjaSfq0e3BxbyCi0C4aJFml04CVi/f+H4lXt9OUTjf6qvMNNwnVE2lNbwloXhMHzCgO+oMVscex1RpeDTujbIVrzbs1khPobxYCzcQHDBdYf2xPPVrVSw1G3E0bQwZmJf5HCkGk8hHRLOvdD95bU3k4bu3Ba1N6cKq6dbTS6m0ujfxZx5bz1gyc/GvrhHlpszllNua34seuiIACzqKk7PMs4i3YK5Z7sjrNojYseRM1L+nP6OEPEwXf7dzdpaNJqCjSD8AMqz6LtGu1FcRyqYJiBiUqJTXkCEQ77+J4Gmyr3wv8ELalvoETbzQRVUj4jgdwn0RCkh1+pp+z5JWP5LPWtP9kIU9ENtL7OgElYyDJXs0fDwQitK/H9mK94yNLNrtZeXf5rSokLJG74/+oePTGAAqd9bNIc8RS4pJYupg+0bFEboPQbsIyWxWa85TV7RKNcUNbDflvL10lU6DBDqfR8VlRMbP98FMrMKFEgIKI4AoXEqzFoWU6Q2pLL6bBs8YAPllkMNQWQT+2lgRAXDDWO4o3S7jkC5p0qYQNGl8VzVjm4DufRpc7hN0CSvY8WnJNaGuqqhqrRsgn67QYpRCqgq48Y+BO3M9bMTBlK+ZrN5lpcHlUhdZDDCp4L41Q5Sd3ZE69qDu724CHcq7N2cquGnyeXxLidlMLiqu5W2Vnx/r/JV9VhSX9GCRVTM4i8NKP/9qYA2MychMMRNte8SN8hMZ0LuRhcwbXvpMBsI3XNA4gHq44Z8H3HlTAxEEGps/s75bNjC3VxaFpIuNUHxGhBpIXO8ki+lR4E7yQiFJl/HlDs+3auC1y0MR70WgyEob9J6V1W0mg6Oig11WoYaplHPu2yfMmGoaPkh1Yh1EcAt8Zilu5+cPvkAAGTQWyjZvmB2k+jpYHCfuQEABmyy3J0hViBXBU08qRQUlCgzlOPB4s8KNyywRWgm9NYqfV6IwZw27zo57c/gsB3fhZHyoop1O/U0R1ZgNhwfCNRrNq+cwEp+LVh+NavuP72OuwSRQIiBbu4CZ7UIWT7b+dwg8UumH/reBMNrNi52jVAq2Cm63G7/xJXxzwdpXRK8Wb7aUlUL0Y+p3JvAr0E/xGzpwTapgE1VAbZriMWDH/dAnD/i2KBcc27vS2tg8LwOXVc6BsjT2fK9N5qYa7uFkD6Snhbi2d+5BY4e+0W1OdVdpnfWzlGVlUwnkjUzoyzal5sJBB/gEfCFoqDZxptkgupWlETMO+FF0kyLbK69P608KyV7OH/SAybnseK7UBdWKAzKFoWT+BhRVAvzyy8aQ0CMP5ypLlV/DfsdBThgGj7s4IxV/4E9wY9MQTqHseW+1WliJ2u/miuQdfyglb5OL3OaCK5sYI2h6YjxkWq2odrznG7GeLcBuEWJunQxhllWeF13ABj6kawE+AjeCDIKpfGv/pfTkA+V5L2tPnGC3y82EGaRld5sUCp0kdwvWlmQUJP9PHvK1aIXIfj8DSJkrYgvMCzMvb71xC8cTsgEoDH2Jj3qesDGojwpvEvPEugATWSHqn0WsaLoc6awn3GsAghbPKRqVdZHcaspFly9Xo0Egp4z9739uyPhOrptGEsVjqgvubIqehwn08HFkSiaD+3ifrrhj+kT0Anc/kdzApv2mmI6fl17GresR4fIWerwO1uedH1GmDnOa0obA1YXuamJhwDHeCydE72DyNRpagKZNOrAzJ58uPAI3ynBRTsCEkTpCf37R4zpzzlRpbU3lO/7Lxq54yCgv4XPNKI+9tJiCMrJEcfVO1yg4Y66x8d0v/zlVIZSIRyFdQIFbpl8ZaXH6+uVHn4lBr6eh7ASNb+lG6XtbbJ+HjqYQWBrZnzNbcLL0jhjabnyi6XgZsc8LilDxKJUBQhLoJTNY2Hp8/JmK1nGQCo6OeWS6Q8g9tEZZ9E/MmlDwrxATwdR5LcnUD/47dUtgxRb3TIfqta04cDpiJI/WqnUI/kNs1sSg/MUdoTOWhsEQzu768rd3RY2BFQpMHuceHyRGnMxUxr+8a3nbvy+6zL/4jLuqGwEPfcH/j3S+Pq950FT4Jw8R3t27hjN41NlezP3bs7f8fA5IqkMR/qK+2Sk2Ms8H4QE7uW9X1EC8toLmbagA0AKkJzje3xB+bghcI7Fzr3VrvQWgblALnXcgAL5S6hJS9p9AU9MYrCKN4gHc6Kg+h/Xi9XW7KbJ7ODz4imB70Y7AaM8bCGBoEdi4zOMOWRDt8amScbaw6h9O+8nXahQvAYI0/YkI7s/UOX9YujhZUkSbQq/LzzrEMhSdipMb5m3ZMVE5Qp605+Al+FiOcJUmciByNP51CTROAgtYq1V5n7CtnwuLEJrLhCxBhLJcpEU+xo7XOwoj1/okkMESdsUqujTjkewVRw7laTpvFg+MQN+rWYWp/5Zw5DV+I6ALIO664PveTqXNuATBUQqRk3mX35Ri93ruVkBfOn/91VLucvvlqKNyZG6YQ/a8V1kjhTuRUqvFLSV395Zcd7bKEQu131kEjYo1i3+0NTIKiQfY9IgTzRcka1fxwD4qG1BYk/hdDLlV0DABtW30uASP7DYqeZaAhnHgWeyWmCM+OYcV0RavTnyKC0mgkHF7x66k7IlmAsYI19gb7wHeswtzj4C8vhINzq4RL5Zm0kJCcdEIPTLJ3kwSivoTyxQzY7abT/pmL1zTwJMhulS4LiMUpBsNTAuX12Lv2E+GCez2Ap5ZYSnMlzz7XInkD5Iu1DbjU+Cj9lfUsXqJKnBeAFsADqPTDBeDwkR1iIQk/3GcY27sz7U4/uRqpH/TFDRke5hNoO7HlVNdSmWghRRAxvFUCmSyJ5Qy0z/ZI52O9qXu1YSSWvQBKCornFj3ta0O564XPHn9eQNH8dvLBVyZG+WtS73PRRouCNDCKIi8CCP//cZe8pDXDI+yyp3X0jbMwOMNTgzzM/RgtO/GdI15N9nb8rv6Y3yRmgiHUReg3Tx0CXD6uEM/6iWQe6xskzgqJ0jzxcd1twGQaP5yq+jgGeZwpK8uszilhyHKqvf1D2J0oHvzIUGtxjgZ0l+D9mT5DLqmgjHvMVGBGbjnDqnQLOs5dWxlP1zYUQiLIxERFwOBmJYAjVR2g2oAAjvzxiJQesd0PpEYwSlBOU+6wPdNueIX9gMt7n4N+pXE7EqH173RoVqPyI9ix/vwCcTbf+sjg4E+7Rz2jAijL691IUJd87DJZ5V1wJiVtdRQoiosJ8RmjM8G2bSb7Wy7Suh3Z4rhJHL0ifbCUARnJZcqn+F/v/DBEkir3nQ6xVISNh9+Idys8y09qwyfdfMVsTb9/R9ZDKLY1rREkgHpbmMmGiRV1jqIJRP/JrvMjkGUKXdHVc0H/kuMaKQq0alxl+j0q1McWy2mTR+8LVc8mlnEY4FEHIVcGxE5rgte3j0KQAClAPBzWtLcdhukCQUkfRajhmdO3H8m0skT4w0lSXiD6FI1Ii3y4qUL+OrvyMYnUkGFYM9BrU+LsREtDLa8YXe3ETSNoatIcUEZYpqOrikrHZ5zfJC5NssPwLFLeCkAcL/Hx7oq9FyWtg212Fm7dW1sh8KghuVD3KPeTouoqdnlRjEYRxJlXORSwyHhil7wUodU09HBHJ+3NxIqfcxYLkrmsq8tqNUq85lMGenpve2n5UNHSatMUSxJ92UvBEfYwybBmex+Y+i1ov4fzuUo66fHOcwWKOGQbZmLarFmUKvbVc7PqT4rMeJdJGjOK3sYNJcEU+fmDUNgexjb9RNC0uk06HaRx1T+eCbmp8KIO5792N7WhyzuUeK0siowrJc3lqTTsREi//FygD7CsA01jCGnzhm2taYe2FFCchzC1BuwQkRI4g/R2LSIygJS1kCtCQM8oZOQ05IVfTuzWFNGlCpPOPxciwn63l3zpKHGyYZaKJFfQuAQv1SaYX+ECRtWhiDUZqC9hWT6v4E1v5444oTPkBViBKzAgg0sGODSAV0Zz6kX/r4TTozeP0hBCp6n3ixAzAB3qZHFOskXYsc1ZhzjKmikTCEhNJCF+8X/N00hs46CR3uIbmHDtAfede+ppzWM6P7TLKCOmJgRpIK5I8ZEoO+tVKue9g1TZeT6ikz4A2FpQndi1NVnkcAC6AiGyzQRwSx2kg5j9Ad73KX5a16wz58AWF930pLayMbMtceRuUvimGoL9VtbYFy8HHSCtViQWK1Sk7hE24XHGk1JNUsZWzscBUlMdE999AmJgh3yCFBAjdvN2uEQ1ruSxJ1Or+pGo7aYm0n0rBM7XtsL22ujZoV+ogXPU+V6ZQTRwWGnaVQycNPXNepgaJjc89ARBHROsQtXr9hgI3VokjnzPGWbmvmBxuOQyoEhNua6OjNLwZZcqe7ZqJItl9oj0H4PgcVVzgalOBFQrUIRUGA+jrCm+E5nN7p5CPjikDU/0UXCd7l10NH7/cjgROUlaiXVf5/RAW9aqYGQHGEQYHZgP2AOi3DmmYRgojScoms+AZzMY3JnfvSSz/Ymq0Iz2HZJsuxy+TtmHCh6dAIXjj8E6L6li+k8jJVcW4lixhx7RmhykYKMxVqTPN7GHujYVWW8T3Wft+Da2nnYeX6X1z5v2Ir709/473/q972d7XpbAywI0g+HGoEEvrOOQXRD4BHztZwmtBOMolQCIswICZQfZAcin3jAD3h+1ZhoN3HF26KCAQtty/P/FZnRJ8b/BQFI8sa30xzGjPBJRLmJk7KRNr4o8+78QLm1YfFHGkuxsnVibPmIAIHuYMm2yCdzEo7IDnWCdF0fVSwf50EC1Sogkg7gVV2EIrM+dgAmye2rIsNGKhSoIT/QK70VTPKtX3ntYgxoYEpM/SQfMtd8a8233aPnKVIEzkdpXbIwWLf0Jeki5GpowgasgM6aODOsUWfqy6mZ2YpK4YBfzVv0eKpU2SY/DpNx74SS9xl1zD3cEfdlySPEQuPdXtDV3WIwQ0lWdMIc/Amc/alTgT1xC/T9UoPmrOuxlcq6H79i1fUNQOXlGYZV0PsKh1kQWbRBrbd6YXr7d9cMVhcLNB2Sb/ykLfipCHL+CemPmbL64/jDlsLsJ0AgveMKWjKUFx96MdQPaKFh4COBv4hZ/Rwz1D0tyayGIqGp8S3UqRPCmxXz4BGRdTaTNcAOINRnoVi7jwCQFS2aWBZjFb/7LtkPriztoJRwZk/mw09yKqNf6ScP9fSMyr6P/jCVZUCdfdPmuEFcqhwR52lIR0IrnjdXMkwvB8HSXhBWjYqcyzv37rtemCT6NjVy8RQ6LAGH188F4Ixea7l1d1rcAQu/YEIjNDodkdsLVGy+CzRTZ9wTET3a6X+mJdGfy9wYwmT+2ChA6RPbOhU1ZpbpX2eV6CqBnaFNIeee8LUWjjuvs9suTYDv5VJUO3fkbFdsfJZPZmOU6+bFoG5IjIli0bFeC57JQDYj+3Ns7f/EKkNQslxOOusDaKbBMDFqAlbIX3EIdmdpllUDrkRu+Nmb+zu4OAQH1H4WIVHt5Ii85/sjsr/J6awPqgcmYeAq7lHNT4HDMX7x1Ba0H63coBfCHhzkjJ26dY3nyrhwLNn5j7g0vWhvi4OvBIqANhrhB7/BGsm8ZqA2JUKKZYDN0vCI9pOeX9Z9S2+ZJ7Q3GgNRbp/GyNPxBEyG3iIACU7zChtLrUMeuxxfRuHR8kY97K078dNquGkqWjfX5sKp+9RbGLeuI7Qna8Hsdgk8dV72aTaYcD7potZ5QNQpv0xIlbc0AFmapy6kwG3HvxSsiSQlTzPvrMhnZlQbjl7YF68LXYpsnp2hUJYVy/HM7X6Bzj/cCaPtBW7wpJagFnw7RkIUU9X84l2MEjecqQ/5qeG4hUb3b0Rh44lWoON9IlMWrBVNSNeh9E+V81bQA7azgG8Y9lqixrA4h2SiW1bsc21r/epu4ODSatcZHNUYVboKb/Tsg8hJcCGfppey3UzZagxm1o6x6FruGVq/dWvQbPluaQ5v0pOq8mzWrnZNmbS186zNHj12/4DY+IFz2ovS3LFnUqrpWlgvg+RMtvHNucYV9bitA2sbh4sjLvAcj/0EGVdo/tS3pRsbcKWt4lskG4UiTdhQH47hTcz/k3sI0bP41cJdSGSJJCeXeDa9qxTMFY6kuOKONpk98WRprUZ2TOYFRfDMzeq9sygCvjauGNNfMaaiAmVKicZZdyXRAfDP3jyWHS6mr1lhA8zEmP9WkO9kwike7elbU3KAxThWU6x+lCOE+yOtcptXzFU3F58+IykrjoxdROn2hJGlmwsdTG6UhgoUg1wRJsKUWXNIo5Jr4oF5ZuAqyhDqRFEFTTOD3o/MuDkeDZRzA2b2rZGyIyRZ1Ptf32xhnHq/qBy9lSbEj+RpBok1DO+cduCH7SuuL5TnrFWC9hC8qm09h3wN9dZoPooy0Jud1KnrpS6mmb/2QZCRSDyuOrYEZA7WYfXmRc8v+adEGqIigeeuZhRVieb1NkmCA3ZfeOXITklgZHmKK2L+GmvWkdLxDEzP9Obi6GkqDgq2A9KJ088DJwK1ru7U3UENQkXK1agr8Lqy0DJHJAjlaCY/Fp8vUacD0/ArFbo/AQAUUBVX/gbq1hRHPx8hPKyKrFWh08MaNjWCRQyCeaEW6WJxTQ6H24IJ7h0Us/p1KHR9fFjMeDh0YjgFIJUG99Vv6mYIVecJ0CCu/OVguINOJqXL4eI/fld/aq9tuNEr0fFR5gVON9nG3dCTRts4ns8geDnMmWXmSRrN8fXbRlRvzieJZX4giJY2G73QEcEqWmMofISn4jnbZ//0HwObowDOBxHtgWTICVzH8DLG6Lgw/n43sDmbGYuPTNu1cgbUJYF/XDliW1mx2KxrAF7DkwkvvGiSZeU6OcUKdgQSb5x826Uwn89mid4XtGN1Y0V5lxr4NXUiHKAnSZXq6AhFqEd9eKrG3cpJmIjsCTyh0zwI4Ityx1gIJ2/FEKmNp9y/P+QlyXyhJ02k6x9bP4FHHYVX3usrhNfris1F8vdYH7ZyIBN+7kDnu8utxJjS0zJzpo/erUfxqh2fkTFAsK5kojDGQ03kLvEMib/P7hGxGvgfV570kJsKvOhdZfyxOvAaqQ9DKU7uMI0rvFov+NuddVQk3lGyZkiYI4p18jwxLIfkaQTTecCpHQQZpDIj3YQtmZvKNauJ+h9lapmHe+jAb7iVlCnaHV02Or96U3KrqsVKLsbl56q1BydhG1fItrGKgwvAwpDPnNxJ2ZJlAWGnYxBJlRIRf9CkhY19tToHQ8M0jPtvMTlyvpibBsKv2bMWzhpljQptWyIMRILeVwBzuBsuFdV5yln6pB1scNZb1y5xtRTya/yrnxjSN+tBlSKgdM6Ccrlr6TZOfGt6PCT+XcDEwbjs3vsVHbzRFlzops1b3TCFOIOKOyZ+mJhC5vsoyYT1mgzUtNN+xV7tJNUobWya0H+iwuCuSgfvILU0otK7NALmX6OCaa0GUpE0oX/xQb6yJ01o7JqxfDCG5FXJ0/zVw8wpb+XEQoaX+g0bLz1hdKRq6yYG65KdLPgfbhc8fOnnQ2wT/omqYtdUPRoVmyAgZvd3PXv07hfQUprEzDpjr11XTUKbIijGdSk5C5Nt9iXk9V/NIuL7lDw+qNDfBqEUbsZ3puD3hPYlrb/Piek1EwdnWm/1gBqd8HullmVbpmtgk2Ba65sI+7SGeHSCA4BZMGKUtz0YVDzvJqLaXSfu+sF4SezNwHi5vmfXZvuQ+WJ0l9zoJ7RJgFD35qkuvWJ+Y4jzM6LfXDChRGw9UGGeo7CLSiz8uAZ6IbZkpNLA2Si5IGOJ+XXw/Bq+00TpgJda1JQpt6yN7A+HlEYz2MOXlDdUfgWqeK3BAxprck14wIV0rPbvTC4QkG3D/L6UjM6soTIM5PYNzThAc8wljKaQXwJVz948wGd4Em4JITEYkE7OMkWjPTZN7VMuyTH3e6qUSZfbTZZIjcGMw4yR9+gWMi9IhT6kf2DMQF7baCG9X7DY1L7VFw8RIxmLbiVGgTZJ2kN4/gXykC54o/pfH8JJbTydD6Qai29d6q7xvA2mQc4cReoqDf5EhqWHbenVpzSZ8neNSgVKHA2+uPCF4afFAv5CdPH+7UqRb5VEaij5ssujGUDRDWZPPMu+hGXfm90+iHlUoMF4/M+qkpKY5f1fsuM1497mxSl/2v+aSGnxsVAGwT1489gD1ZWrbdIV87qKGGhAers0XAEdokiB9gsH9kVB9PLiuILgP+jrIXDAuqxMakT6VZrtzm3cqYjmmLLAUdW5dolECY68jfsVcgBCtS6UuhmakcS03/qZ/46E6Aq4dI7QE9/hS+97GL5Wz82FZ+uDLfulNsTum4w7BCloJ+JF1GSLIrz1+RM4f4UE2XXPwHNZfAQSemy4pGoBvfSLpeEibtZaklW0s2Wv+fsD3Li0d2+VEc+IE4j5SD0FXk/ApXpxvqoHnLZiXvDccxFWEkFhT5SKeWDGYVJGgsk+y2DJgXgq6vb8UiSq++WvMwScgdla41A4IacefHw+SUshB1xmSo/R2uPmQFcyoq7TirjUwleCTBoDtmUDM9SNi9ZNmM1sA0+/N/JML21/Qpon3H6sZqc07MZILdeRzxzbGift/PpsIgI+YkTl7aUiiG/aywFDQVRRNepm8g3L+JRBrMYTOQNMiN28+/3faxwNnY0qfPuJW+p9oIs7xyuFM9ommropYc1lAna1o5u2KISNNulmZX6GOBgOSy1NGTepeR5Vw7UJcnidHflgfMk/PlyLDWMUgkxgXBJDOTQcjrAn/9BUjfZEkMY4tGwVG8kQfxJIwDDRZumUqPOJo0reBB8oqs8ekHmlT7NL6vejmV5L4hknWp/R+Wt2oHyjZW4fza//ZVS9i4fTgZco6ABoK4JXb8Kgww0RNqs/ji50BbLetnoLf/I1n2Z6L1tojPvPr/rF6bizqNrG1wsOfO5hw0t/8VqT2KHs49nQWCB75NobkZZP/xSEYvw+DnZBPD+4iAfxQ2INe+EYN3nnLT2XmO/ddoiE49EqhFSxy5A2+3wJYxucc9g6PdIDggV/ihiP5BYg6fm+Pl38RbQ/jVlXECkUMF0VLdRqpoMp4joWjnWfFPNzSb85BoazE8ruKHxCJARTf5k0waEZ9XSQn0PfGzgUvi4FlOLLBdvKJaDJLPxH0pY02+7tbsUitgjFKuUAQvcKZDgjmowoLU/jqjFOCMlU1PjP5YVv+CZtUnwUQGlCUAJ9XeYqz59y0BYNaMGXhJWccnRZ7JCffGxst9WZdBkg78M+B1j02v6QJ1rghbA/f5NPWPqC+RpimT+78wNOKFTnrhjr0cXR4GHQlFzka1qkpWXTQoJ65jTPue3aJeIAMce32283Cb/A8/pKrf+pqNa1DP4WBdfBpQrPP9TtytWdTCavZ8kCqZrDJ+HB00kzyQCLw1AuDScZkc53PhviToagsP0EDYs5F/1tp38ojSQeaLZ2GwH+FSqi1dAI3wwa/ckXvABqdOYq2E/5E26X9U98iuNTeCJduKwGzV+la4lbnENOmEqoDpA+8dnpKDbvQ3ShDdyCWC3tEf8O7i9eCQRD6NzQgbPaYB1ti6Lm7xSdS7cHPlRce/VUDakJwNFKlviplK8ER5Y5/yt1U4JJWyaGTYtbjSmmHojMjLx856e5smTCh7t/XzLQmoNCrIh6GTFpgWK9fK3af6ygSlVNjvQZQaqTnSr7xYm9aFLiZnO2450l5vonNgAuUMsXtOiqlj8XpIf8srYEp5mCguNzztzQd2ksd9nG3Zu57gZ3l6p9jYPpi+7EZsMnPnsJhi7jInXMLZM3UY3OwDOnJG3GGZXjf/uRsl6sqrZYWxS8wUR7LU89pixPwfJJAd7G7YDNWxxiex00x5n2PK6jad3owm+qjn5A/TAZNo6lCpw8gRk7GI5+kQOp+09HNkIRtphQIPwcBlazM5q/AFb7AbMZeK1KNrj4OoN9jsu0ptB6wSQSbBiP2q3E3NI3/A1oDugSyvcG2Tc/Dkb90O5bmzPXfn1+VSouLkvp7uFbKR5QgCD/fijTIALMSDhzAqNAT5LnZpX1W7VvkwF/Q3NcGiybbPJRBRSEk0VHJDvIxgs2jeBFKVeURlvnBQm03xmDkKyaEBSW3y6cu6YQL5vhgE1ZGwm/IO2I8KzhsgZSV3lyPzLfdAprKhx7cPCFScgCvZDnLu7esqi9k87fRsAF1ycSIaIIzpjtqS+VlozcP5z6PdIBOC4eo4A++8BhoAtZqGHgVryVGwyk1cU7Zm8AfABjJZPFj7o6HKu5SxxZ/fHmseNmPmXXiY1jkAbfGn/k5H2FeMNSWxat8sz7F4B5nfu8tuCqzwViFtbdnZomcqoAsWDlMkbQ2xZ16MFn/SAldv7AUozhQ5y7QWN5I67Y8jKOLKPHSfAyB+5+V+d/ugtXpkLaasfImKajwliG2WQciGBstv4Q1E5oTO6DNgwKzYJeVU6R4Ai2kLxl71ajcmZx+IrL1qX+nAKaNWL2UgTCXzLswz2dvEd1vnUCEifYWhzp36KGqpUNgfuADFHnqlohZX5quyXgEa7lmKVcdc9zejKQwdsKFAdcnXdTsLNFX53imZzcVrqmzHzOdFLMo0OiAzz+800eznwFDxULHaK5Zxqz2a58K4U2KbXiJKGFQnP8zoBA/5XZ5yidv9w8KUV5vA10HqaFL082ae0EcMbOzPajew6fYLVtBTu0QvbTQKsHzNmOjdpPtz3mUTidU9g4eb9VB4BgydCz2lMQP7KLMDXj1+NbrfPXYQ62TvJLgQiD6xezJWiDCqNIJwCx/iz5kJCEws7HJCqUmpTG4v1NKmGnMhvejxLK8MiWej9pNO1QbEFAl9mAY/fgMDiJ1oyxQv9aeC7Rgd+KqFg3P4Gy69xziUFdeYbWkKv7ZMlrCQBb1o4SrptVlntLEs/J8pyZNN+noD+6t5/nMbB8O2VMHnucGuT+KhOfwDVDv2t7k4xQKpQ3sUk2+YQjOTT6VPvCBXLpQVKCae0FG3MPt+WugKAfAEKar0LFqvMGYwp23e+yT99MROUkMN/TpsX3Gr9CPcGbgrck/5tyTiIDTnWAUaUQKtH+o8LMVxpvs47icSKdPv5fmGf287C8YQnqFm0KODdO/HpYxX/DL4Vot4hy6hEobyg1VexwThfw6+vt4DYWS363Frzp0Cw/7YdD+hDowoEwfTE+pILTs7KE5GpfQC2ZgWMSEE82loeUjClKTZcglVhc5at7eRbH2zNOBw2W1g5tLKbG2b15fYuCFb3RvK6Mu/hNMkWcjqsxkI3Sxd+pJQndywu0hssA/jM6YXtyOIGFDb61QRKJbqlMkCQT+QWGS1Q+i+H6q9hI45QltUgiLgptOSMJ9sNUJ6nJbkMI4ZkEnJyA3nShFvYJbQCGb3//URnWoYtxdEqTYZhmN8czueuj8VQAMwLQlxeFDOnuufJd651VI/FWZEu6ZIXc8j5BxzZKJOIBOQ7RFW6PW3NdDyNK5AnaFyVBi5k1pe0ChweQbC6wwNUgdUJqWj9Fw8qy3rTV+60x5B3fmO9qgWmxpucqJDKuwaed9rWbKrQaycKlD3x5U7cg4DIxZcNtjAfYo2n8Jf2IA34132psdsJmsfgoTC4PMAEN/wx1mtktpW8rThvCXgp5JkNILWTxvLAyGqaTlYacQQ0h6mpssGgOtQGDlfphw+PjrtP1IC8ubTan7WKD5r6rBdhoJcZfroNlPQBXwbjmN+UsjWPaY6WyXXlJCrCtAbEPmD29kw43SZwxk0Ul2FM3f3WwI1UwfXT2W9l2kO/eIqjCkrCpcEVnThmRigVicQd67xcuogMOXKvcblgLl+pnQ6kYzwaqWI6i/d0UdPi6D4GprQbcb0U+oNY2nNNmIaHhn4s5jNahsQD5FhOXkuZE5m5/2/J+s9O0SEACwInirjsnVP0IpbVAjSrjWvu69qvB/wOz9hw4J9DH8T+3YxihiipIlkZmVyKwZAdhVl6/F2XtHAc+++g9+3tu5sd/Vr0E3fVdebn1tnpcRkZHRGsQS8xALDgvtJ2a8byoleyXYYdKOs0ZSOHrPuf+gWh2emtXHwpLZxr6Z5jyp3zUzBpWwLZ1vOt8v0nEo+M+9oPdbUgOE41eKs93b78U/xbUOxWL2n6BYSOf+aqElsE5D4vucvL0CLmGOFIOG8TBBZCk2+L0m7fekCP89DAhW6Ff1+Xr74haqQYs37YDwevLc13u8rWVHbFb6yBY7QNlBL4709aXvXjV94Mvp6Eq41fjdxrvdJxUApt4soKXZ5xkjWrFv20m0dPbqAmtKd2aeNr9NO4K+y6ygU1Oq2s6kNrGkeS9Gw05wKp1oseykkTu7m1dTr/BwEFaflEkf4xDEhZoXQzq3VhwecuWWO5jMgk51H2f548QfwKasaenU4HpgxcfFtMKhf++xwW8ppmcDs92n5TTebsl+SR/NZ94XR+HcFIlSDLmpaWctZMUXRFVXHkbojhFWIbHMey2U7BTs+J2Ng2nWPbQCD+rbdJ2wy/EwwmC1SMwb6oOMmy1dWCMf0jZGv9bnv3xZD/yzinHrnrnc/2fYE4VaWzoFxT5/pKMp6hPGpktjQLfvQVK5e2wcft5Lb4f1ei74PddWRkrN47F8vlsoIkdgOLNNovvP1lpwCMNjpHFUo8uoOZG+2Y4tKfehwHqtwhb2353r2dPkjq4LCC/8MKFjWbHzEDjuBZ4Pv6ka1UjUQaO6JfF/BolrCDVj926zyzHdkSmCAMe+8EfG9pbas0sg5FBVLZhcnesmdbghEJQC2efLWorI+nVcrpHez/F7eEViYh+hDD3sDUF/dxwm6xaNar2PvvGxGCtI7vgZ0m5LAiJGvXA5zaYBz715RD+WHzwmGBhsJsKb3WPAwuecMlQIGtZa42R7w0YVFTll1hWmW/zo9Kdwwud3N0y9E8FpGQe5rFfR+s2WVwBJZMKsK1wjuGcC94fKCz6SmnrB6jrK/BZOXA9G1DmsMuyRkyJCCiZc7c11juo7+fxQhnhbDOJ1A2JqD3D+Dr9vzBl10X7va4CZ7YJwrC/NfkbWjeA0CtLrblnjtnoKqKvNB1IucrPS4QPqHkMo0pL8kC7/pxBcZkFjk9eabGIiKVED4PjAVXfdzSf6qTzRN5kpvkeJaKtzWO02+3v3j5qnkBqK16rgv8wktwru7HurT6B+RQj1MF8TI693MfEKXzQmBOvdpgKx7guyA9od2xs6PcuK/ONwYWFCYKwpbSX+MuqmTnPX7g8i14/YyUJQX/W6OQtzdRfEqR9Z1YAlNZtqNwwGENIJ1ZEVveYHFHYBOPKdoBquLT2SGsP6WDqp15NOPJSK1r8ztU3f/CglmQgzIy1IpGmGd1eECddQeXhQYsYdAc4YeT8R+kSIEniH6AWFuQrNlRSJz1qBrJps+GHkYxZSdCWvrbpiwXAcKBrUbA/EPt4BCr9MVbFnqPHoSj1RAmkeT3B4DBPKe92nj0xLpSZ9SICn+8yktYsKtdkBBkyX9FjbWVeauqFWmh1H8IX1g5seKD9XSTzB+Z98OPRpHj5dPDPmvz6Q3b9apuRArf3nuNBe1Pnw1XiSN73csHd4CAP6hfwLFicsH1foGv0tq+gIudvMkoVTwoLND/X782VeBXjf9HLxyzV2BiEgWbUKyYWV/dOXgbHLKixY/yJ/zS9DNccwkW/rbpU5jD/Q9BRcAxmZHKVr60QQJURtZg1h91vZpu0ohyTuyQv6lbMvOEaH0QZc0cRnEhMEnpjXKI2+POR5SdGme/48/+d2IWWu2bVyRgkqeAANSYPMkt0rV4QNARp4Ev69nnIGh8VdNxkJ+uiLUcLCgeKPbcJoi3u1gSURCX26coJKd8fKcSHYtcEG260IyaOj5+rOR8iKFbj00ONRrFqJ8Fwevis0c7P2cEsEwhpKthFjtbgBCLqlVHKUXkBcGuzkVLh1/+a7b8iT1R52cIa+b+w/gvAwHSJYJrNe5qbBa/GOPDxaMvu86slaQXYLrQz14JnFbmOBV3pVeZXojqP6F6lZywUh6HYL8UpqrU2xjMrtVImGfd+JbyoFKHfR89Fo4vpIbHJzuGEicA49ljR0j9alyPKbUuW/nVNNl/hlMyILF9BNYRN3FET9OicibO9rJGcyOzfndJuMhZ50TBK4BjpfNfmrU0vwyx9lE2AdYzmxnen4j7Il2EwUAM2LuSKiSNMpg2RVthSSM6J+1RhAlMhGA31HltSbiZ29/rmaG3dMlkTe/U5miMtVU9GOgSUi65Gl/EX34TKz1Nn1RVDQ4MprBRqhq6EeiUI2ToVI3GlUFVyH3OsuPJVafcvmNdnEjUzYuPoaz5iwy6pi2T03HCTreQQ69RP3SfVeF82EDSQCfwq7NbcvvsiE2OIoR8sQf5l3C6eoQFuWkw0buT36SwChGP+dna1xDK569zxfEuvqWqXpBrpkhNGt6D93tLfBjN52wytqQTOZ6ycjuAH865cWFLwUcRvZdUDlvyjLJWNn6Jf00/JcFKDI6uJAw6nLvZF8mkva8RtD55B7fAe5f/ZboGgsRsantJMaldm4cGAgI1PggMBf0h1keEU7LC703psHS4GWEQPQu/atPDEcz+hclDKWdlBy4rIsgG/EkONY3oLcID1UmqMGkeznM5lXAR62T56JFhF1KiJ3+onqN/CSARUKAl1agvuB4x7RwR3+YxxZuSBfpoEYjpDW4Vlm7eEd++/qG/J4YK7eHkbZ+D2tkjfKH8jAHZGijGoqMBSaFCmHiI6Oe34ZOcTceFrgOe5QxB2G5eZBC4eSsK9QZfa18O1a42xLcczfwl4ANSFzFRZJgD/aN517IM81e776N5H/LwIfI0jn32bskMSA+3rBUnHnkiKkZGsPaf9YQ+CzngzoRecsMR7A68UNBtFynfKxKqGA7rTppWYdYM1jIg1jKFEZ+Vwb5C5VfElwqE+tBgRj6ssgr2lwsrYQcQM9GRBaPpcxfcVcIMKpYDAt0fVEB7IQFaxdaCApJqgoQLWU06B80HMHgqvIb4BqE286jIzIMKye2ef8GIuvfs0piZkSA4LJ3N9xVCobUQbL6dOCF8V4r1nfB3ARoZ07ZVYBhyEEn/BCF12wxrgKt7vL5ZapOLoX0QIb5Vw2I9TZSp1ZPRXgtHTtSi4ade3I4ifyt2jVqwrPzY8t8WFxKId9bVD15eHsOfEZrYDmUCEsYCtbSmFS6VBKqrO+Ao6lXXSeZzeKTWSRiPE9BteL9qpvh9xAcaQyztb9CoCZyMQkvhnlIR7UKk67ZMTVO/6yBassF2SMeUQzK3p5KpKCbfppFnNgwZFkY/OVUjiIIC/czl6aqX0c1h3dOqQjkTK5yNd8sxM9Wux/w1b2JfVczjAAK8F27sgwTAewEjyXjHpAnO3HurpwHjxHS+NikI3bVyDFaRHi92WLnLpG3+E60uIY7EAfP2gd4NJPccvNr/XNvmLzR3BOQtds66Uq0aBbmyIPwHfdC0zIBa91pEPtv+tpXGhoeyKUmohEsTTjiKsINDjDiGjd8qXXy5EfHgqPwTnTQuQvezwx5T3kkTCRDwCW/qnlT3cdvcOSN/5pCLB6ZS33DXxQrDwXbxrOHC+IMujFvMqLNx5t/prcQ2/ISrOSuK+Hs1BJ3lqlyIOiFulQLhcMxltv1/FonTTH7Ca0PtdVcxCCyLEdt1TvXJ3u4yZ7BnMsSIeOXSWAersLFMTH1R1AMICOWUtDqj+lp7dfwYCJkDHTcdEjNj65RaOZ2ziTdga+31mjJj532u+hWFyaOZlOSQpUUupIBNTfBl4aL9HHUMkbPa/Q/L3psVUNlfuiia+okwxNIv8m917D2/tEPf/eyLfOQTHooiJUCSJV3ybSoAmEenvmjew8uQkhLDAF/TFmFTv/IUfHIFI31Ck/6WMycjsOdl5E16k7uZamta39DVLU50E0snKfMazdYVdDBdHBgIK2qR7HGWrhNKZ/Owe19yOEFlg16h/ZuYg08Pyye3k26XppQTKSQ4yRzNXxa2dE5myveYfsDvwkUNa7y45GpW77oNrvly02+Qz33P9extByXvGebNEQTr1rZFViEBmlUadEALRPzuP2MfKrLWwMK30tqORdoVoUczWoidwAAJM07w0MJJeJEm0ZNoAXE+5DufHcGj8drcjP9HPHc78T4OAhUSu5GJ29Aub/BrZSUqeYdAJW2fnyLYdlSvdca2EbAr987DRsHhsElyA36WrC9/OwMlUK/bdDS64GO8bb/h1qf5LIGBz1a4htKxXC3TWSkYiNI3pdaZ+4C22r8IMSMJ1UDZLMmPU+hSIUkXmCJZCnROs/BlIkB70e42DQaDRCqxg+QIi2rjh3ZHzDHj7Dtnoy1fwdiqnvcJFJOlEvl9pIZy7Jalx9OfDTg/efjKjCdD+bBiOsrpjN1vTSBrxnW0EyeOzYerI5rqU3i+kKpNqheIbv8Wt3LxQdmTrMLc79Em9QMT8zW03Y4xHLfLq70RrLP2q/EEoxuRNvu8ylg9ANtPj6uM2XiY1+6hwgP/L9KgWcgvOdXw7HyJvkgciVZ2eifxwQdtM6eb3LzBRbc5Ap0gRIWYrOEwE96GkYIk97E1bKwRsAgkAHFzFmwPPe82QancOvBACPVPzOkaHlCXvkvKIdWbDvNV45Gd85Ra98nKC6DKqtO7l1/oXjEiALjmwWXg/Cc0FcwPX7zBai1tr2MyBVlMLNcppmBu+i3NO0SJfOGLctaR3bQvPGie0Lxzwz/DTZ+mE2PUx8U8N0jAvSpTSYFM7IF/3eASbAHG6KwdP4Cqe8mJt/uN8BRCzJ3LMkfx5Gpa4DnKuRFmmOybyradzqksrEB0msVam9OapUJYLGe17tzU2XoxPqW+4mPHQAS9K+k8cEiwKLshvHMXB4Ryt5LhWb+Elqn9m76uwcSozVM3lRn18+nwhVbjBGrp62G7YYshP0kWN9F2pfDjm/L4Q7lhEwGtSCC7CUW0mhCyQvpFXB8Ji5sIjzARyJqwavfuc1DLKM2mKNCEuNi+DDEoWkQotOqwQu5Ul95QtVkqpdgYX6YFxcf4J3koHvCWSJksrPuTqG6brXzyzggHZlkDrwbKeRyFwPa6eqQqLPE4q2vSfHPZBnMP8xEnZQRWf8MdL7/KkNy6cHYmz7+CeeBuez1OypULsM+eDDFx6oQRq3DigPkfjxv9uKYQgub8ToN4cHCOIqmcSCqoaU6UrVA3X1AtgH4Jwqdp9u/LhipSuTh6Em0jko0Wfj8/yduDbL5uQwSAwyL0XdAs9bqCuGVL55zNzyMPq1IulA56E4z1BrDZQpyaBVciNhN9Gu40Y6a8ewqVJWSYXcLVTi3ddKSFTNY1m+Mce/M5A+vWdV4an1mRiijEQsaoY7lBH8B8MVOKJZ4zzgX0ekjWjePeJwAyHythqc6Vzc52CFShjPnoxC87fNDI5J0Epw+yIAdxkP1Ai8ggVMhahBmpNi1dcxfLdMWKzwugDp1xn3H8DkUdul08N18TIxTMjdN85qB+o9SoT8i9P/pNTgVtb7DjC4BpXldY8/u60DT1qbzSaav/IhE7LqJ8SNlyfBQdyn/RRid21yYd8Mx60W4YbfxFmu5n9WP+D4OAkBpe0iS02bTgTxZX/QcpfNNyHdejJP6g93F4on0f8WkjaB562YQuFWM9lg/Jstb5TfpTJoypqHURyirsjMmxvO++gIEr1Ytj1hsM8jpPSlpuWuXR0S97Hv1bkegDBcxx8kzUoqvmGtGded8hApcje12vZpMgq8AAKaKSI6qJBQICAptru0EKbe9XRLYqHcvmPmVXq1re+HmDbTWic81/CuPpOq4jmk9vyhMYY97VGS/XbkbtDrftZQ3K5Mc/Q4hEbZVveyblXyHuCYq89fm8G6eDvKpYeX/NEuUb4bQIpSxzhzui8gUJD9idKlMlMo1ah2KxoRoK+G/IC4c/qxutbV7ff8grfT1W7HhNULGZHT0QqmrqKNM4XwdSEj96pqdn8+VBFlLedrvHO1ulTUDeoF5THfr+6soi2apHXOQOBW85zGYERuQdBrXRHNHov0sSwSUKXQGKgWNaj05Mc5V/tBmUXPnXVxYOiKZu23TcSM0vGes0xQPemou6bZ45AucLNshDCdWhKFV0cgF9pczJjxycG87hR/pjZpef2jZpWjdLHDWY7VaqomyuhX42loPR2C2UAOnn1L0GmU4lRvme3fFyeZUgtYUi/4OCug+Xw5SRlh5BR/2mA+OPOidvSgdQXM5rIoS1mOz0zmfoZkwm1xUZI7rInatw76PDhRVuC301eNWc5AfKxAKcwfnEbJK4os9vQ+P1zt6FwMI+2DUi/CXKXCtfAEtLR3mzGenkvoPJpQHbBx4zN6t6QNdBucMJAVOwJMGghRUVxxqrjin3hvTl4CkSLXZco3vRIfOl47G5Y67HKumLxSlB4RARDDZPrw59U42LMvFYC7yZ3oEexjWx+qEr5g15LOXd2BAXVK8yMnjCfCmfKn06CXnx/dPRtXWhzFhhtLe2UUZQ1vqre7oZB8lvbI6ffte33iP7nZsZCTI0cn1fb2ivEM61f1exaWqwXSDBQOjstyWRZfAbcfEsjEgbFjEoZ4rfgbo0bznfBwHGn/6bXpfjcK+VpQ2VMoweAvYv6AHI1/kcQvEyoLj5LZbBfaCvcp06O7s2X9AtU2GZgVbtmZLbDCLbTh7NrN+4qwXobWinzjuMg+xzb+S5eylNi7g7WBAGgsim8sXwMDl22jF8jY+66gn/93kmofLAY822CEQg5OaVgk+jkJpbYhnDjveLCH7I3N5UT37cA0dIFJck2ovJ+VEOB0FHdl6QReOKqtufbEwNA9Wp44zecInudGEhRX3wk5UWKOVdaVsW1dskgbnf9i4T13dNe1+2WcYzf6BtHUCYnShxMsZD1vzNoxRYdLjF135v5aJYW9WU9LAphq/p+35YMkPYfgdbcK7sXno/zhvsj9NkZPUnobEqD4p4rLd/+VBEd5F2Xj6eHCBvCKo5QHm0aHN8uuXQQCpoGx5uMHl5E2QWvAnbe5QK7Tl+JNxYZpoX7rHmna4JxKQxtoS8ZVeGstuOsZB0W3RoQhskt+GvqeekWdGYmmwGtbtnupKbHh3ZE7a9k+xe3L1RSthix+vdz3IHUmLsM2RT4KhmTxfMsZCnKrzOLjhgHX9/7MO36M/8iVkZR38x32CH1i5zLSEhzUxvff9xl5J9XYAu/vSHfQKqOSE32j4nPkpBPH2kUYGvc5ic6azMLeu77lFHcptHWjdEqccRyyrACUAZOI2r8JJFSj07r/gszs96TIZvSXH+PO6CCcRV3KUIfGXmWBMdzmQAC67hJ7FR0merh5OH2MChDVsfPhBe1iXBX//xeZ39w/RTFWyw0gM8oL/PTEMtwWloY7c4trrhTc206cMo5X0hzs5ypen04heyd2zDhn6Ztv3Netul21CQMoAeDiyZxPq/vE5j6qSSHc2icRhLP9YJFTi/xMVESQMh4pGtb6yXphzlt+gc6nfn+1Awo7FXifcNVt5erk1nvStI+q2cwT4FKACcS4MoQidzA1L8f1zwXimPePElS2LQpLcCFkuikKL2i4K2dEmArS8m29Y5Rx5lAQ6L91G8RH4LNJeIZQousLrCmv2juKGYDbnleHP/vpCff+JJEGF0V/nosRGxf40FMkRaW5k92Tczi3t1yR/JzObe4Xl63/3MFy8IEbfHgovI7FE+fVgatVyOusjLWYJ4l1LsRHDQKbAiJUAScytXRCX25dO1tCD89E+uLsAo4iiETBmm5qDCnCFKmVuFo7AErT6SqFbZ49DkWfdnpT/KH2pvfUR9gj25g/LEImtew0AnDzPmX+dRiT2J5p2EzEsvHdJ+5CHIcXPiQU4g+Go/pmGfnYELwnWOA9NMxkviF6FzEWj0f7U8RVINvpyAIpULLepwmPKYNzLrA61QQ1FzNTh3TavmzuF9napoSICXQQ4oT8BSlSzZe2IgVGvHd8gf1rgtu0ltyhcQY4ZOxH50AtXKfATu24eOxInHqYOUku7C+g1I2qcP2BpzAdUEBd8nPpfS0bnVKoTR+hDxM5nEAqYyoTGA3lao10WVViWWlqOM8Hhx33JxinePClZJshO4TDqi9jQ0ioWtjc27k7g5HK9Cm1an2pwWGBa/Y4AsbiiHtaHSiXNxn7RC6UDM3pWaEbAOrOJw1/cOgk21ka5/3fQ2cZIYBy6c+Jjq+ovImkBiPRJj+BNxc+fM8kq1OtroZQZ+rb08I7y86vuCQFNIFyKMYtvYOWZEPuO7QrQqxCd+UHjMJr74GxNc+8ALIHsbNfIcgnZN2SUeEZSiQndLszVtMrYFWFeuL3O3t/UFfqA9kORfIAgdTlsFHwZETerRVOruaNMlLk4dFDDiUKE9JwhCIZ7h3CRPAa6ttXbQDO54UB5WK/YHRBRj9DP1Q6LgaX4szg2BG4uARn9IQqQMGlcFZNZlAakKAODihUAxdtapIiq16gzkjobKEFyBE58s6ADI+BqDGrfxj1bRemCvnQZQjn3RcZO1q0BdPZE+CmhAYQkw+pm4cTxe+1gWZVmdgmovCKITIrLLKzqt5PUvxEeP9M+sdQsuvKRdcLMJ4piVBPxlRkrMYKTlgq7kqUilDPC0vUkzbPF8t/gjXgEBch7KyWNbO5tNfKR6MNKx+8M9HydQ4BJnFXe3O9BWfLtETrpt1cmHCNJQlYmVon/3/wSfeC1LferLNeQ99Bdx1Yaon5ArakFr/YuZfJxg45b4mHDUvyEoBiTdvlMfjtP1wOsBIE253WuGrCXVrRMtk1tTVfWHbNzAE+stvvwkKwLYYIOayTYtHQkUpbV9ZcsS2uFaCBb4g9tsc8jw0nuFoD3hI8nrwMk0wvIOBCtY4L43KJ1yDCEZCufFv0dtRr7pvcY7MJoNOE3BHQiCSoPYMT5j2d0A3QmCuJiWyv0xBr3SUSAoeq/uKuBXOpPAYe0KlnAftX2T5DL5J9TEYKN+lfXm4Atfii+K0j/map+AARap/JNZ7Ql3MrKWaN4cuufm7Dd5W0GEbJx21YSWiUJ9R9epURNQMf2vRV5DkvpdhctqL4jQsf9quYJV7n42HSucTdVV1/Xh8SZLbVYqdFp5N6yWIyIddPObWAEA5xxoA2t4PjZ5sWXlLUSx49zYc2aGi/imoG0K7YJFCDuiyl6fys3pLNoDEwcjaooo+RoQyhS4vBFipJg04t6vbYt0phs2NDq+yC51mtyeUXmnKH8Ko0KfEGRrkrgrenzKkHHTuuQKkNp3Q4SSaoa8rog80yPZbOSkV8O4B8vFyN6m5NmSoik2sF8t6P/2TRfqErbQHPwVtodxnskd9zi6Pp1YF94NuDCZUxkG70dW3lYCWWN5BEuqwMKXOMIsgaUV/zSh0by9mHSkRnulNTwU5cb42JGz+kNeNihmEVLAObswlEL50cfv1wNDvUyJhsPSzMbASN+z1PHHICWhtMc4vHdfXOHL4kdgbuZSXRome17uErkwliVItl+Kc3rjXV2VQ3Zga6K3QKAcjJkNNIKVtgIRe+k5uVQ04zqdN5ycEh33cfH3cUHfuKU3HqAG4ovL6WCFsJP/qyYHgFNIYxOQ5qvc4BwWi4qCZSxVte3oePYRPnkFvCEWQwQm3S2sSGqthtbezJvMROpLQeNlFnwB87lTePmJOmnQYcDue4cKMvjKALLU6WG412Ofc8WQu0zZ+JMCBCB1z8hk9vl1vlSJWCKB5HNc++kAJIjduJa0rWTtzwHM6eee6xHdmuGV0jPCShH0BD7y0loflDy/aReN/qmVs7Yv68wrXMY0m9F09znydSV6yF4RfyJfBzZ5RQBCCpZ+87L52Fp5EVJTjGr1bbVDjB1M35wsGh+2AePJXvuWAkaCv4P7zvHJveKJM5tLMK+SBjVB3TxSrt1cnx5bErS5VWFjBtS9kGp5epj2450ttyRJjzXpf9KRV2UH09tzz6ja5fkDKZd/211ufnqjHt2U240hSG0pq55Xzzv7anMxOa7Hutk2xpEwoLfEmaZrTtz7Y6kloKxteLpPXFOyr2jZa+kgpxumuW8fMxNT4wZPQ3HnC/eVyb/7sP9OUfEVWsAqaZp5qIBtzLqHrt55sjG51MzCZ/5mYkHc3OKx4q4gb+J0MqCcer2G6gVkvucVp03qcZ+kwqMjV4Q5cUbYHLy0QMTC5XDmcqSPUcSScg2vAsAvZ1QoDPjqyrkGOegDBpJ4RUm/6dmPoCqJ6aID3sT4GnmTpNaYN/X2tHsVKFKlY007Ef3quS/X70gxq8mfv8rBUN+NbR0IR43Aa0V5wshiYvJuzkaptV7ChHzDRb2xPgSKVCNvEReKBuj6NDPmtMoE+3i6CUTD6M8V8YOx+zgVP3acHp04LfgAZaPgLc7azXeNiIoH9VP+n9I6t/muxN9FeYrJqI/ZhCpQ5waOONhVKSOhGiErlAwg/GsM7h6hEZ8bfygsHmWyuzMKV1BTSlPDRolo2pgkaayXANURmBOfu/i/q3TIuu2pLsXvDqf3wrZUqKdAzVmWsF+8w2fZQZgCc7CdumcyxJX5RjM8/AKaJHyTrPmvvvO0y2iSYfGOh0rW9QHtQfvzior3XtMx7jaaBRbHBDui0nzpS7nRTMUXReguo2vTzS8O4Eet8fSeP1OuimDJCqwrspmHJHYmYSVW5Rts2vjvH56Rtk0MCBbS3hGLZEPq7qxkg7JvtWndpeGkEb7JSgMZAxC48f7455AZPKwmuZLlxtSe5RsVPjqrlAQnBXWV7iJ+n3Z6WVwyzPgV1VJ3wLo4qTlPW7y9VOlyY/PRxTwp3W9Os65GQOt0s1MnfUPweAFm+bXknK4dpKtVKU4hDqlve50D3DFKaCZbEHGvyh3j8pxiRezxiNd0kXd31Z47VqjurqRmd2aVrYed5VN7+eTpZzqC7zfT6t43zyJG2ajY34AHiVGCK66Cuwt+iz+mpy6/yDoQXXMPRy5lA5YPKyqAO/sjkJsF0joQIA3U7iZxwPEHaYrW3JVfaFc4SR1nTBkMjMGA4Hx/Or41oBGAY0CluJkL5DWNlQBFgefW+1yTGOBGnIJdBJssaxRMDp1D/Qv8lQsOkV/y2nU7Es+yztXvizNiSnUSx1O9FyM1APk4ED28KcIE6f268dUFCYk6PrYEDppL1nDwbAz8xK1uxIMOK+6mMbswCn9vVKq+yqFrPXgZ/ZkzK1HRZN48jHWYDKFd39o6ypFyrkT/5SZDKD2CZE1lOowWxhTkwl1rD96uQ6po7k10TLZhG3rG4fl8mRoyWhLeTpca6Pa0pvORCxlWsDHQQ7/86qtK99WZNQm6SKqSzp0qJAvbwpexI2pRXchJYHZNyJLchFeTt3l6UqT1uV5Eb6U5MrOc431h/n7ZSqdAFLIaXUV2iAVgMUi+o+PCFNXX7jhyqQ7KrCRU/XpgvB74cHpf0VYBlWv7ZDLIGBx8QYG1TH0cM1IHa3h9dgg1uXbPdAcc8ODwnPHSg0L1csGdFVRHvjmQ26IH7k22jWz6GSwlg2cg4Rs1ZcN6LwTKAslO6Pn+2+ZHIaOykM5RN0WjNwqTx8hCXwO5Q5uQJCvb0ceD42WVRJRw7P0DjWOtHnFvHfSXgtRMTmP9yHiy0Z8DM0y+vhwYajuZlbpzTHmCJZAcYWhGuwhPRZAki8K+tHabCMar5ylGQY9mbCCN3aRSr2XEqTjQTLQeWGJpzV+sLWCI1vUYLAfjr2GOLX95UfArITES7ISbvgMX/kMKqkVNF2GMuvb5bcM8SxD7rsUj4yx2RychnBY8jpC6xkbujXiWODssZWbYnsrKE4Dnmc8AKQgTcNnRqMKCvCoUZxuSl+fQDPVFJq4plkYVFD2DKN++qfscLSuagzHXuP41quFJvjlXaew1ZaubsEK7Y+3kVcm9FIYIm925O2WYtotilMw+S6gTaYiTPV/7G+SDFXE/dGo8lQacxD1BoqJVC7LRwBud4VNQuVLWSxWptn6iSyoIKUpqyvP+DwQOZl6ja7veVmrRjn02m679u6ue1s23CXudkaWEsdm1eBKbC+kz8iFby7GAVzmwO3vbBhHb+4V7OapbYtf8fqKp6SA2+SQjrqzXxrT86QJPsxfhVrVUhIfKVosEurA6PZ1isdvyP/7XpkbvV5eVSyVuLSEnHWvb/4qCWPAugGevTCPuh9Mgah05j2OMHaajLVyVLbTV0KNl+QiGHmKa4i10Cj9a8BMcBKyIyYwezJLP7rtbZNvps+HaekMLgoa65lGXg5rfWHpZu4qqR+BFW5p9hjzbVj0aM0w2lWHFSkQeM4xSyqNVDMPbdY7do07GbXG3Upk+0VEXzdSW2L1AJSW/5y2Tae62WwQdwBo7mYoBsyypD5T7WNLf6omeMXcCvqHRypPIHVxaCyQ0w1/+0H7vYkDNyq4NGKLRADjCXdcCpMboVp61hnsUy5lN7dYYdDlXoWgwa037Zy25kAaVlyMNLAHDQ7ESznfiOFiWvdkB6FcWen7EOTowqESkADV4I6sRieR48+bHX4p0AP8qxxtZb+xnPlwuIB7zje0U1q26Rb8lrB9PFMdmQ4YzjItLAqzpRWfPEEhvdG1mcQCWDXQDPrON0Uto79VKRivT7sV1pJU31Ar2YDXWXki2IjDnAFR2jYV9Yqoo7u1wGleIDpsRj+IsViMRa5H2x6F8dihCPNfcwfvZtDIWcHA03PoBIHraBIRPDVPqdCPg/cj2CBYbkHikCDAkoa9vXoGnO8KiLNLRmCtWUmbfTq9d9RMxdwzLtqJMkpf+HlsJ+AzhFVq7ZFvu8Kld3Yb+hx+eQZPbSaO3WFnSf6FN2+PRSovi4g07fJkNAZlZDnWeCPnslGpysIfBYAv1Ze8Ld899ztX92DKYOh8xAgGiQdA+DysYj9TFg4pnSY5YGRLjWZrMNy8gyelI4IsKXxnMHBraLY8Ayv2FXfiJhnMU4WTIZT8JB6QhCLta0EbThsq5sUDUo0t0+yHxghB343PLoEYeLI1ho0yL0QAyutrbcJGF4Yxp8Y4nNLKiSwQgg7/HHcD+qDh3XE3FBR0fqnAWbG/aH5XHco/zmARbZ9odjLACeoJfA1nnzsTm62gsi3+9ayz5XZQqHQcd/2REAMb2N/uVXnUNQZfUT6Sxru6w1/yjKa7wrXZLrsFAVBCfMsN9wqz3Xg2N+vunfXt2yDhPaR1mgon7D4l54P89ZcEsR2ahYolx6hgcEC7nA8hfbaSlen2T1QBrFzXZPZJYa8xkg1GNrbph7I0liOzcktRQMQwsEUvCsUambfLd+F7urAVZusL7zUj7CkdC20Sr7kM1jALw4nnkkR7fuABxh4feTcGX8OI+p3xUWaZp2JTTdaAyq5SekCSWALfRT+0y1Q3OQ8oNdFf0dH7JtGRBAgyzwn0e1wD+73TUauYiLmnKh59xUVpeZm9p8MHsGCAKxxiEZDqwDcUKNy+zJ9+XOOh2kW9HMAzNQoCRiHLfsxK16iJoy7d9akRN46SylPr0gcse47IaOp+vHIU0fl860ZiiaziWsMItRaXVmFPmFcFCooJciTo8Dx/7p9w3A9Iu6xES6M5CPOh4JXUCmmOGIESf0yrE9bAkLwRo0ZesgVlYS7Me5DMaAesRzQA53eOAl/9hazPpk+yJgQl+1WE644UdMIqtbKcVU6GmIGjk0Pp3rPsowbYKha1UvxVA1bJt+MFRTuWn2OSEXtLPcunQH+fLE886Q8rs9BAHVPrBHPHT+L/KmkTYIJowxvctdEsojqjsx5NDq5m9SGIuzbvVlhPkSgGIBXYLt/L7GU6exFZXvXQwp70LcX5EYAZIGWY4PBhEZY30gnid1PXZWNpk7Ev/AvNhaRLRzQ7uKyuYN8WrVVeKI2ymcfL9a8I5OlprOoLHcDKj6m33tD8Z0hiPXr1J4OXulnYCurH4B9w0OTgY43qEY/TlWzoQzJ9biG0BqpIHTrBaf9KVs/aWEhus3esaokanX08RfExt5zLHVUdcnkxAEA4tdpYS87yrwj/quswwN4heFUfWZ60ABiDZwyaUbI1D8zvQlNG/snl739PMpw3tt8NhNvTRsKAGbYsmqkl1VY7dqK+csoe3XmSc1bI6dAHwka5LhOmo3XTWNorOJ98sW6iI8S/nlOIVZ8+sdVuvmqgw98PDZ3ys03xWzjtNxMpkwlJMmZVfnNJGs3JApQrcbbEXBIhEBwK6nGQzHOl4PorcL9EjKOZ13XTzU6Rt+CMV6E+r5mzKmcpu2VZ9GkS7CER0bJhsgfBV6f/0uO/BTuosO4IE9aUwwkA145ET0NlHzK/DXiduLSMysOi9mkVbUwAysTX1KlWeTqqW245Av4uqdwQ0BD8B8KFyFk69RMEsbsvcRtXTyia9zRi7Ox85YHrLbTZa6fpmAX/EznxBx40Kp+g1zdfoQVTOySEftMm82o9HUT65L2RLHBN/MQgEAl/6jzAY0Um9CBPb5T/n6k36VZamfFOW//gwcd1xLPI4sHv1LCsMAj3GVUjy4wLTzd4jFDrV0nQ/GFcqqN++A/1rjZKhQbQVW9NTWgMO/350RWuCSJNA7BC4adTf9K7jNc4ShMyYcuw4TWUMiS1zXEC+VQc9dxUKN27k+tuYgwJPzFDQfCX4sZWo2UehV8pjtSdAcEqAi4wqYZKIhWGhXzKPtpaCl6DALWoeaEJMss3XzXItc1zu1jrjMFtg8fziIw3K9n9YqSMr5GbxCNZshcpUffeIST684f0ijF4QYK8UPzVL3B8y6EOMRKuqRiAM3WfyCZQvXwem9BX3hwGtGW8Ewieb29c6wYOdv9EkrzP6KttdymFDzzn2xKrZk5MZrt8YAYoXPqUXsQSP9yaIxgd15yg2806NixvQX9/CG+WINtHU3oHCIayTinXinX+NGYd8VGek03xMh1P2mYt4osuoIzB7F+SoERErT6NjasbbVbj/OJ5Thn08EqRTZOjG65zmuDM8W+ELZKumlx8Vqtvr1gw0/hPXyj4nsNg36ukJfGF+iuwUfu7PmIgxskN66poy2QUPU0lm+dvOcNEmSZy2cZKO/hiYerav/9e9dPqFGd6FkdQEM3V1z4LY8z5ddunQPX4BlD5rVqpqR8dfgmJHhSPNmicXk2qUDS9QcbmEBOjAPF38MFfYcDcDz6SypFb4/fLzMCb1fym6+l070L5qitgy+yjiI4CNreI7WKm9nPU1CTE+b9lLMbRbiWJYTVr276/O7eizRdIoHV4gxUgPXoYZ3zXUg31l9urM88ZJnFDa9TiGnjqD33AujkvCIWurKDjEEQ1i0M4Tej68/ApKAHlAvjqoArmpvLgSMJE0ekApKl+0MU7Evu6jmsY3Vd6ncBrZQVD4YwBG2Ya3V2eOEFJRTjR5ppzhHBoho9GeW2tv/KT0jI9QFL00dDhMt3+5xZvJhhkHrh2w7HnwVYccwwiGWczlGuoUE7bbc1H+/yZv+4S86A8Q8qjFhGqDEZBV8RcMIeFT0MFXrdcd3k7kpS1ouhvkhR0kxnlv1BJFLjX/jprRwLNxti/fXK25s6e6PSxlphqJ5KuK3IX+b1d2Lf2PPaakV6uObZjABomvcE4iHl0Emklw3TRx+OzhRMo4KZtcpyvgPARiQ0A5wZL6RWEobpppNWYt+KyMSo1wll4mrlsAPdvWoyDeSMWjqgKYPEELZITZWv334Nu7AeOQFJ7Gk3cD22NOKVnCTfYvKWLia4WAE1Xr6M8l0RnzRuYmy/ujMdtMdyNpGz6kVGQ5uYiUiuvlg7qurnYAqHF8sojt5KaltEqu75rwFOBh4GZoKJaSRiA4lajncBe19Bow2ejcDqrJ2jvEc6FGE+P5RNzCjH/X8TvlUUMWW4lUCMZByYoQfoqfAfyOw0zpIpoMF4v4ODH6Z6neIXxlNtQ1/J4zFEXb13O2tpjRkg4ELqN4Hbv6+1QiPRZ2hCJXtY5lBY+SSn6IB/ck+dfGngPzL722kj7vegdcyjafTFApX31kGkdA1s3LUH2/JVAdcrLfJWBn4NIbmDK8x7Dkrjnw0h9Yt7UAsRNdjDRTcfFdy64r1elO0JFKku6sAyHANO+/96TsdroDMopreaoGkg4Ft9TSjtiay+LCWnGg23eGP02U23Sk0fPbUin1jVGbiCUdR9mCvgQaJ7kVwnocTE/d0TVVotyig4bQ9Oa9QYiDzvN8aljdhZArr9R3+iPg91+nXcFUnLaHZ1cjPb+dxZ1apTuXoPLxTnqR5EuQR5FocAXYu6yvVE7f4rpJXLra4KushJWleVIIWqRK1koeegXQ6dZoOCyHRUTpSdirPW/XOQ8UTFY7/nY9EbN+HVaz3mabmHFGTw9j45iT+0NolD5MxHFd28uKmXoMPb/lTeuouPQPKvFygNuLOK0KtP/y61QZkxBPDlBx5GjKJQ/GokeZoH6wmPzDTtUJIYTFuPjSj9g8G/kcBnT0Jfd09XtzKHmPbrVW7w9ctIHIg31+8RFUKhh5q47bmR9/9N5Qt+4RNln3zXWWWzaTods/6Pi4Ndf7rbyDWABlH2iTWVQjeCaoRu/ogmAe8qxe+zIKWipYzrYtEgdtgTjQg+kNGcSJwDfDRv9A4GboKOriRc+pCKsEoIyGMTau/yXBLV5tElk4Lt7Gy1hboD3GmwtSX34mD1cTHaaVsU17RMIBGrTKt4zquHqPWqMpmK1pryETJZPgzWdYOieIkJJzMkntEdOk1mkmh5siChqEVajLzlEFbAZDoH1V0QkMSFsUe/gMY5Vi+pzuYEmRH57rt/0pmI5LDKiYWYNGt+CWP/4eUMQafnx+nZbuLYb5PTo9FO4ZFiyMI2BaaibVPfKdRBPJ1E5QIbQrjF6SAzSucI6qrCGlwl2bugv8QsGBPj4vq1lfkm34hJO+W8nP2OJ8hdKAEC7268vwkDiLbjBLnqM2pTrtj4d3sdHiOPYtAr4tKB/G6oh7kDYj0/EEvaa2wz0oWdbsBvvRp4m5HWw1GBzdIjqJHVTHLmwXr79GI9kSi6fvPZqnnYvZGcukG1Gvo5SGnXqqElJRdKoj2aDzTFRX0o0mcFjzEWjppkWP3bB/PQmWV+TN5X9eBxAYKk97w3ryPaiJFwl5+y6LgrnLXYCGhxOu0Pntf/4RdnbRF4qZHDJed74mUgTpKWPjNkHzOfLxg+klIjT516XPci6j22Roy6wJZMY2Gbzah8hMKZqeWXXbOblmYKgUNfz2B+Gbns/Ckz6rTfFdS59UNF9ClgPR1kaDcSu/m9VEKcJ7E+LxKK3JgTwJFUR7obQ9lgktb/Xcd9PLWx5ypbtsudjhaStqcE3ARVBAty6zAmlHvpDGJwIXxy8nKNOgCNDwd2aJKg3KguuEzFxCcWOFOc8qt4kWwWQPv/UIUt9znQzcJ8aRIKAMIxuCJPvJoEgosryG+/bhnk+G9iKScC5jA6tDDS9UkXvza2TpaWJ6PBEGqUGZFpwZAJ6KruAOfXeE7MnzARZnFAaKu06Tl33RVPV14EB8/4dDME3AS7GEdleJC/cAT7u7fcB4A4e9zWNKGotl/9ApGVReyLfu1Ras19GTJ5gw03aPbWXoU91Bg9MznhiuNRcJQtdzpfB8Xl1cgIerAlvdZfanHc8Vxd+rqDp2N3FLySGYzuRexNpeUd6EEkR2WNhuSaKV7QZ+ld4GHC7jh+tCqppn0yLCSrtjHV+SgvUaBj56raRBLrgPYdZumali1Bhwg/Y64Nl1Q1G8YSknSCKuJL6KvRibj6uVtRpuXzGUQGdI1qmu8Y09n2aCs5B8YuL7ixUi7TXj1trnv/dfSBSVs+6cu9QDSksjG14wYk3s57rnUAWche/coDHDW24gko0NSqSye39Yq/OP9akadObDen/xKhUkmeIvDazsMXP/gbDHV4FGYz/RxgEb4OxfqO2o19dHzZltY/001bNVIZRoQPtdh8MrfTKJOZ4e+9B0BZxLGKK6AiDTlr28sNqaPPVkIPiEN2UUObiKfRhiAkt3ShaZlQOTfyVmM/OIm9P7aYB3VcAAkVZkZ+M8jb1H9oZqdi3CiKaC9Gp+/Q8ebEoa65v3rZ3nH1n0hfb0hFjSgrJpsYlI3xoyKHz+CQVYfvF/60Mv8k0QSKn2W+JQx+eA7LMXDNIzcWQwfft4g3RYb+3SIDCG7lJg7MDCJtJxPJ3miVF7pzUFlAJKYsbb5t9P9TnwI/yILekVR+SgJGWs/n/CEN53WQDILq2agzRL3oUhzE5WL+aGCXd776lQrMZIWnnNbpSco4J/qmPQldhWpBjqbkUp/Px85TFvpCfRLNs4Pxgo4QB9YlUxgWwhkhfZQuwmxQcIEI6KAkc4L8LHD7Z11PFCcz1+eoSJnjeDgna3L5mYMH+PJ1Knem2oHOwhFI0ODCatLSiiHcmrwdCAzBissmCM6HQoF77zT5nSg0w/oKWvK7f2qoMnyjD86vsQMrwUzHMIkD67JgWqp65JwVfKjPxzrXfmccaPUm6tiIFxB/OveJQp1j7xT+1SGXum1FArgXCFVaOAF/1Lpqgp2jdrvjjtNecCgkD3IxS8qk3d1jfCvi7/4kOpUKQmlYSiS44AmBB+CkfBgul2lLg2ZFt897hf7VbMeEdRecQ/KT1fLtkNXyIIFFzS+L1lzx0F1DlnfQxcweTTQpjLzD0jc3RVhM7CxsaTZgikHQ/PRSbEhxhP0r8lu5ixP1jDB46SPNGMpXlSugLltFxs9duz+JOZT9u2DHKnWyryd7hBJf8VN2IKWvkSd0OovTVRavZUo3LXAJQnmXAsXSTsvZdtBgP6ki5p3aDIi6LMM7d5IASwkRDRX2GHYA7BIJPqR6stBL6NdQwF/76ad8FrA6pRxidthcGll39Row2kwWWz4e6NMDKMrDFLurpZCoRtK5DChh11M2GVJYxKENrQE+41uHiKdAlhRYHro7MI9ow4ueY2CgNvziXgMXwr6wVc53EbQURSNdEcRcnk50p6gd/dQ3ToEbE6at4zgnDohKSnk2i/EVKMCQi3Na1jWq++mcGrIUA7xqC1BElqDuwF1WcwJiZBotRk3Gm/eqJjYpSAoNl+m4ekVAUzvCPjBv/tevm9ZSLpT/dpfi9PbJrxDjRb8SpwxbtOH9YrDkZ0KoyPQFFOrcJ0ALm0LQ16tW07QnVixURMf8zV/atuOzRvYVjJIXcJyIeffMnhPiC/1e7ctXxA5WTd/uzHpvJ4bBHUPf9mwonmEthiQTt5iBOmb63ES7lIkb5pn32IGQR9N6zHh+1Ob+6vMU7UOGho5H5rCQ4SYyw49ny2bKRAeod3FY1kfp3xjLfMmIeYX3LnQbQSaZlqHkXoKJHP2OE82O1+hs3ribyvfpc77zPBm8TKDcJ0imb16VHWlhyBTCZVVkQaHMDAjrU8kC8av/661YB24fVaopZXIIdLUpANfxqnax5k2C34nfwmjWhY5ksTSS/xI/vNEcBjP9LoRfW7pCbY5xlvBO8XMRrm1QbkfVD4SAJduxLbKSs70U/ilQYFmSFvM9vjuuJ8qKXuvYEgypOpA5tA13TER9XOZLnQshUIiTeii5X9CIhKTUEseoBozJCzZnJJTg+UdYKdV74fEeeQpMXaeL+fgW7mz4DeiMPnzIXpQnI/T296WuMHohmgYrVyVpVmIJsd1Q8RWqg8DKJ2Wh1F+v2cTHGtow0u4oNzEXKrSe6qZnAQ4UJWzKfK7nhOQlGZ6Z7DhCze3QIKc0LR5qmZH0xEqHYpvIDklZM5sCrRoRjXSltXH5/A5Fx9wlpANKoFbNes6ln54hyGIsG0Tr6Oe29PnQYAXPHjNMgdUwdUB6qcMPmiF+3AzFuGowMaKC/tZr/NdfYWmy4CfEBImGIuwLANFFZgxgJuaBrdXbSc6mZfyKqxQonh8zNi9QHB9fhP5y2FPb9vgey0Yvn8ZLuc0ncU3P01fVgifazbtCMt/l14Yazn0zttwQT34GUwBoYb7l41JjUxIf4RtiMZAjD7ePmZWQxiivurJgspSlFuK7+TCSeUn+fa1vl1wjedeABrkShW72gu2YJgp0S6wUOjfphNO7Lzld2sGXOOSBsdxSVOceB7OWAN/p/PuM5u2rSv7cNRvfWOcphD794jnarAykGOYU5mmrRoInJHviTYD11vIYmnMpiYASlOCSLYXELhK5WstSWN95nvPSKhGvA89WE6FHueo5oKzG4PgoK6mL6L/3HHB5DPxnm7SilRffYm9Wi75l9jjRjYf5jZ6TOeWf8X/cByRzfgjTt0F9l7f8yTPX24IJqzZGfFGWhZ81OTjp+TJkzAo7KcmaeqoNrpd9ncQiUw4kBJzy3hN4q92LbOSRPbhEfBtOPIT1FPN8e5F9xIlrKaccid8cfhj5zkC4sW9Qug/4e2nPCwphn0X0sAO0J17oA9ywwP77SR2AD5UScBg+jd5jjK4FtoGRlxG4J8K3dp6Zg2vUkbsry/Z4EGA4hwCoJXflPMQhb2yYlvyXwqNw39QSrZl2QpoVuz73D6mFBffVs4tnHyGTu0YDMdB1jYrnN1vKsw3oFIeX7cSjjtI6ByeFeIkbCI/2G7vVGaEwzMhF8Wro+wqEyGczwwYHClz8KTxfM+r5gm4twzrzXibi9a03eplFcJRlcUUPLnpslBhOlqaXNA/on9MmGsbJWexFuCHvpVdoy4XLjxz9u3qFCZmNX4HrNY5WdvMbEuFfrPA1f8rjXrCYAe8D7XBw0vlRsdIhTodHqdn0Pab7rzbhv7+4YYJlWpk2wb8vEvnZvU2qTPLB35lj/BUY7kXHisKf5fXIUxdH/G6pDKU/b/138Vrf77nIFZfYeBM35Zkd8m1bWGASwJhSgrqCFvFz2yZvl7Y+nQzX82lWztcf1X0x4OBqWqn733SWiyRmN5iry7QPG3Y/MjEm0B050m8gkxpXYpygRQGbnzkO4wLBj0tSxjtRHpiL7TUsPUxQyKkDNHTDZwrp7puVCMepSurjqY09T22vgvoG+zd9Gs2vSvdqBSOwKpBofkDkxgx0/rsTKU41jSGEl7HHqsilLEGhKOCtw5O9+Y9SyKDridG+n8zx6ZTZBCEnfBbo75NYezHNxOrpG+mNyEDzUcmMWBAxcRelFIxJb/XgsZKuz2o+XyXugyPNCYz4SQ37XTCeZJaYLnZjTHDJCbl4PAv0KzTL4edqwwGnRPDeOTZOM4EPSuaXt27jQboM8falby3rCPa5uXXtHv+yfaOQXhTnHIhLSQNSNO6uITluQ3vngFA+bLwuTCgZEnpmwj3rPq8uzdrFALaV+LMO7Y+HFJBfMwChWCalpib30GdKXnNEE5C8cvSboy8Fw6VhFHoH8MK51mdJgxUYmSEv9pNZaPXr05IdCKBsAjDGqJ74j2atGnrGlyD07PNjs+xgNpd0MOwX6PLZKdIIHZypD8oVLTBFITIfn+3BetqafvmZxJ5rXPDQeeu7T9deqis0m8tfSm5w3HqHrsufYWQ+oYlq7ajvmTch4+Jy5Nj36EDuyp0t9i80qnv1SUstTu9fwzZJbGi3jQ9+5Tu0k0XliN5j1C2+eAJ3APqvOgAZF1xP9BzbkIGBFSrc16zKHb3arwfeKNhyX7OPdCWixMghAd/oqBRJmjmbJtbJNfMTjajT+DlXuc86FNtJC5uijW9uVSonojaz66su8IaQ25ZGJmf7gapXQr0qzUEvc6da+2suTKVl0FAQf3VCMJ0884OqzyMz4wOL1TD5oMkxQaGFzIICqi5ZYjMcIS5pFrl/AQGviKVKPLCzUlqCHphmbQKFmYgAFonwwxuy/bzmWT4nmjqpVfnCTspxMGQawVXQvuN24dmR7iOv8CgmuqQ6I7F6AZHYm4ZVjbn4lT1tOEK8890RbGPhy12iLuPMQo5rCYrz/945snBhhdYEnupwUOvdyobDJxo7VD252ryRm43z2GO/cFQhGx5Jz48Mi09nQ01DENres+9Hmy+By3GUOFR8QWKpLQP7CshqQgs7Ghnp+AfyMLFp/DPdcuxKmOZ7qZ1mgRYbrDsJF/1n00FQzGZCE9V3pA7hPHrARZRzzxksU0iIkTbjXQkMqBSrTn5SHWptpQicJLji1Rgi5gnHaSlMGkpInv78AYulR04j1XoBeoehg4NMRqPpsAb6Y9EHB/0cIppDxNuPzfcWA/aWb9k/xbqAktDg/LVQBmz7BhcJFiJZilXkcM5AiFM2T4+Dgw3OMt8juGUmzixI/MLlSXn/u2422ZSn8GyeOeMVkRktelXMa2rarrsaYYlLqJ2QXhEBrELuTNTOciBLCloxqHWWVJpAHQO2Sldx+Bv+Yw9JBOlkg3IprhLYEtKkZAHElb59u7yHzgXHocHUer5y78tD3RT4b6mz+5FD4hHqRhGzJP9wxEpB6YMb1lfjNxPLbYX9GkBlOqenovoKxnKOCt/VlRqCt4Y2y24vvYZIJw7jiS25dO8mc8c3MY3kEphPaPVX0pesUiHggqyLUEIop4uArdSSn34jwhJHNmaEPDUrlzoquma3cmQeFuDrplaJIVhzzGRow9uZMp58BUMz+Ae/97270NKbfalhI4KYTPF17WxVBgzRNDBC/KdVNdCW1+9iZWUyO0u0C0cvH1M256KGDbD1JxSO3LuyxgIuVY0aTL2Xn41wYcgblRpVwHEsVahkr+ATcItI5KbLQb7oWhBl2Pzw0T2rTC/83esKOmGHAyGINP1u1ES7lmEoV/Iq2gLe3duhckk8QEpnMveMmRlX0TrIhfI17svzwnubYWSsNb7EUmlhWrKDo3mITZpJrNVFKji4/4XgxCCSEewS0wP1IKXoV6bn1R9rkoz8u+0kmFb0FCDayXzKQAVdhWOQLjmVAsSuSPoqNqoJMg4ix+f2EsGXGPWhzBJEq5PmudyGSHhklfVCoNZMQUkCBN/yxaux3HQnUUp5wbcQ8bmC2/VR/KH8T1FYBtk12euIM2ZvK6psMt9+UVyUAoznEEVp9I1BZQaK0ksIxRGYzGgKc0ULvltbmdbBHGjOxlqevelPhPHQvRXu2jpVmAxa95tKbjk2I+3xdKPl9ruIusPn3Lg/pDoPg5zUGyOUumQajbAiI9bmeL7pDKMUBIZJvEdXYxY15dGsfmaKfkCbujoTkpV0997NemdYLy4ZVsQF1pnkJyKxLtA7lpucIrsZe1vzeeJycLFpGU3RjNPCJtCOG1ZzxQSl59kbkQAnY+YiA8ERmxX8WkhIPovC0Iz2BZfh8KDQNpIvfl6b4UtdKY4OCOPZLULhXiFLATAsgxntOMWQZ2c/nA2dA4RAyHWa978tUALxYMswx8zoijjqWAS03Fbt5b62tWQv0ya19J41dN5N7QuFbuE/mJNwTcPyXYsDv24Gyp02z5ct2qNmH2XTKwq0b2S7L00GrjPWZJD0mCnBZMkxXMyXrTHwMBTBmb4HHZYOZPvggIloUJvtvys3PQza5S/etjwMWjXvnTrL2bAGkqJL2eOymp49RxVoGD2+tGY7UcokG+CPoCse7PhsV21PJySUS4VrY08ohRNr0cxCfyHqGqBZ+FwJLnmvXjH8ERrVgYjRyt9DQAl/2e2BYDkXCywUaiy4vc/Kw0bL+/6tYZm+Yo5/3ZKN7NxmmEi32AvxcdxuHoY/+JLtWMmiTU33s1pW2t+4/pOYz5sZLVCGGeEZKmfhQ/YAIMZh2kH5XKkTVq3amgjRU+RXpbh387CCOzvGSrfI3QaGsMzN4CCD5af//pz5OLqZBHFE6ZMotwC8fwZJszTMiS5m9vob2iHBsSa3MkbPt3+7oN79yGB7USluiqKyVhHrV5WNi71oPpaDl74KJ3w4kZO6qQcyNxlwyGZ7cu5m9zj63bZJlQu2xyL5SJ+jBa8CRh0m1NwoY17+X28n84gNT6OO1KIvRfFwbZ7FBao5mvli8AoEptwnzOyR9deaa1wzknIuhWv/sr1WNyKWAjP4UgoBA1bvWPcfgrcP0rjnPlXOVCHeEi5T4vfOBJ8K0fqSXsM+hotJ/ic+8O8+ubEa2UY6jRetQ421szQa1ULp0JERjA61Uu5gnK7a+/U1qsqxqasLwW8fjRXYH0Ly6gIw+iEh8jJBghsFmCAEjthOs3kukkZfY/iU4SKMrl29wI4zOKEAa6kTNT0zZKMMwOQYP1vn9PrPjb3yS68FLreYJ14ZXpRaHmxpKvzRb2nVEURpHzcVHAN9yiiC0GPb8dYrVRlsaOMVMaVo8xt9HiUOG0xQz6q35dNMXOKEsnjsdDcJ8aMy8V56y20UqsPZfudLdRdB5FRGBcRbWfaL5Mz0k9qt4OiJFtHt2alIF9/hG03duwm2+fG6TTvkHytxjNsWBHCRLeK/RIRyLHtXtxtZZ3b+MeESj44mVIh8p1Ja9hMxmGDUbOOoWeuFvncJHZ+wkuBNj1iiBzhv62cg1Igy9Gb3VIKJraSZ4ps4HuP7gNQdoolJHC89vqZnPHzWtVVq9JRbVnKxP+77ZQzPFrTqcu/vty6SjR33N3gkljqyXfWzoQR++3TnU+7qlJwTHXsV4p3BxSYT29cblKXUj/xViI3uZSxry3nJTy2S6GsXjnz/po3G91Alv++uiRpqmXTgpF7tGqITIWG2FFe8c48wYQxTjFYwvp5TMo9czU4bb4c3NhhK2302TeqqZTLfmErF3/tNX+cvaykmOB5sk4C8qrAt3ezqXjgE5Xx2fT2paVeOqk/ICpfNeJiQ4TgUhK/st9gEYFlonnHyth8ZGRH9kJQugnwEYLJLPbzaJX2vkmP/BkVeMMvi/OW89QQbP23LDIU5fie6gjBe2jQFrvfWUoBh9PDhBI4NkAoX4esVWM/88ZzwZMYv7qEA0tybQbZOeSyHW71i4IX4hKQkygJ2zpTJrBfpb4HbOwtgfLmJnnbhGx16FS0lpPZVA4835latcwsrefVbNCKqsTWVoB6gTk13RKYkmEnV20hXIOXfOdLx8FU1AiCmFRVcHVSfBxkFmLeC446FrEulj9cnLKYt0QZGjTrBylqsKNr8wavivSxl0yuPDxGty2ZHhOIGJb7o/9m9bfEgwwu3H2nRK2DICoDFNJm/VEhd5VU/IEACOAy/omgTbRkygGJ5FsiGGP5u4YXpIqVx8X1MjM/HyskPOwvwRGBl4jcH02JNZpydDKs+A7JkMID/xUKsYGjstbHIRGeqD8rQUmnatFkgyN9TtGQiEKYwHRLE3ZUMNTww7CYY9ouG2U9qTXxY2LUheP5T2NX0H4zoZxl5emoKoJU1RRCcvnyDWNJV3j7fSdFktBvRtZeNVmi7IaZxRK7eY8Kea++NN9LashX7dMKg15s2YPbUNpGUsoeaylT1PclTbN9fNLJ+qJ5GZvaRjpqtnluB0HcP2454ckzYMFRWj4aSI8stj7NecMqPAqsnmNnL4UXUuj4WdHKk8biZYkZ/zo6gBnLvKlHpWYGVI6SIxH0UzwBrMzBTtylms+q3HHyarQrDksJVwy/CPY9WSeoijM59dHZC4iVfDRr4o9KCmoLD652g5khRj0LyL+2CuRRERZC6IsZpq1IkpCDUYI50HycuaiV1rMZYIf0ZfYFFsnBlWv0gJEYRQRAXKfnaaLYGvw2yQCnEf/90ODUROCaHYT0TZ5ozbXLx9BGT+Oo9BWY2hnuwUbeuJn522rVS3QZLOk7QNJ3C6SK1dqvqKd3emZP84O+9j9HgjvGbHyz+OW7j0eV2+Yz1Yfi3umbw2E+DH/Rc8+3L1WN85ApQyn3blZQHZskdbrlFaL2DITkaR1tLOC229t9Kks1tFMzBm85Ew43TqTz03ajpSUpdiXzF4UjH+6DrSrFU9Q3mHrvWHhbeedQk/3nEOQ6d8LAMK5e3b/8BU4WWyPpsqORAdc4SV60EKOrKf1LmHhBDWeGQ98Gwv/NpfZ18yWQ/ZqJp5MNcjAKEhh3gfW1B3OTUVjqObwjzXZwlg/lr/dwtgYxvC/aN+qPuvwSZoMXFapw5pxsFZGn+F7vvtjtlB4J6zNH2eZrbqeAe8oCAEKoCYlcKX3eo4myHdcgoOmKY8E5SKiabnBxk0hn1rxV9zYwdw1F4R2p/2MoeFKHpkKU/RK2TCPdPrAwQKrpyuWPeYKQnJjFVWHtN1pvhAiZJxaCpU/yH87wK6A0v/iBv1nzBxkD/Jk4gHmgPqSVdubc0LiNuwY8X3PB1fb1EIdUJ3ZwR1dFu4lUfOBG/SZT09LkeG01aw7jYiDTVMXKISVM7YzoMxerPqWssaAgTpzUE3D1juBrL1crx470DAE9TsUs0TreyUYbMrh5BInKXIdbG3XGycvgBALQNLfLbVm/mdCht0Avqa33g1fNNf0BIzerozbPg0vrqIHPXQ/ldXu1n2sLA79QuHfe9QWQm5g3JmsAzE0UpC4s7t+eBF+gGlmECFcLBzXUyXK0PN4QS5833GY9OZt3wV6P/+zqUEhV3GEc+AufllTts7eEYzPjU9VOMU2yRAbJQyni0dQAAOSLWwnuJNbTDoffd34Sc9zk5r/hPLceXeI0yk6a1mdNusf/xXmkFkdyx0LMpYLHRYcUEa+Zpzt73r6q8Uo/8FnOLQDxA9CriVfrlDEO8R20sr3rdtD9reW2iHg3GyGV1ozIiXem557jQdSzancrTeQFCAMvXqM9/PHrSn2l4frKAGNfoZkmx5iecak6EXsvf6KxHpVbA7rCOdjXQbRXsAPXUOsEHAXySAOYyI5vHUiFJncwwRYllzRMRB1SGzoFUPMVJe5g0Zv+k2gCchoypf18SlQaM/YeBV9ienIAW4Cduiv1BchlH86VPl7sIe4XUCjW5wwLnp9VJf1c0tPU37xyAdISuaR7DwxcAtDRTfdc9iRuB/V4Bslujy2GQN0Rg4h3359vNF7jfxgdB2qOPFUi2Fb6DQtjV7COFEcPNwmXFuQWd/eVG8ZJrXwLKRNsx0ChuJxVk1pEg+do1zT942eOEvfC9p9vcOiGLZC7n5y1ARGCImgssCl0uWE3hMPXCCiMA8YvOqQ+4kx/hwgl1WTYey9rMu2HcX/dLDVxAG6mohvE83sfXoCpueT3ZJ7pTvFZZvh+AnTzgmBxB+sRlByPRTebjlApoMFr/BoDPfLwfBXzdFJ9lzgq89pNCqR8GHEZp5wwQdWJYIxcTAR0Th+sB65YVa83R4mY0KoEcoH99DIUOIYMa6Db/Vo7oS2uJfhHFAv53nBjMgqgFcJtaFPAPlIi2LZAEjeM43gwxSVc/9rwx9jgjj6XUw5s9/2Pu0PeBF0L2B4FIJjOLIUZpTUBIZDCe7pfmPgAm+EzNV1EpervaL99EK0oXIwUZowKun5DddfXlTuMy9casjggJGrssP7+YrYxf3D1jwP+FIl+bQPWOFOJ/NfzIoGJMNuK1BtannFEOsKMseR1rrmv3vwlCFzsASO3f0Jgh9GpW6MAlrlco8SMuKx9/agUIZ8017wfORLMXKX9ZVjtS/wa+Zj363rSwolb97XRYdTme1y9nntNFgTRWjakb1Km1vtRH98cR/0zxc9j6x1h6Y7bRq7DusimS3XbjmPSRNilhH4GObvihwDkAQuOxveYp4DVFn7s3gveIuNVNHhILi5xBSMOI1HpiQigM2Ogqv50caTeekMEbWHF2GemHDu9xwYyz/ntQGQYE/aN5siVePohrxI3Uyk+/XDzss9ClRJnxSus5dqOfFQozWPfw+Dn+kmw/DNogyGGYIoFIa5uwOsbCd6NzibVeQU/P37sWaXubf4Q4sYr2NE4ga8mVS/uFfg9Zt8SlXh4lmNN93ybIoQP3QXK/NCOTmawKG+lUWwoSG0AgVvbVbDZA+Lg/bJOVq/pew3m4ggKOnSKdvbrrQOOuuKioB4EEG8ECNovbMuPCv1oYSXayQCfxiYbcbUZiGc7RHNRLok22WpClpt0mg8xg2VDZaLdnwCiG2RqUxwjgC6ZEuVpPkgwE5M80to5MZubQSXczcqTJp3wxyGr6id4s5uBFEFgMMg3QCrCmNxtji5cj+C833U703TRW0l5OlyWJggXqJh1gsXqaJH75t9wk5DR4l2XR4dQqqoFuX8LhpkixL6eqoWISp0+jfjLV8q8P96ihDtG4d8ravu3Ejiyg8E83gkJiqZM/XZNADRT/uveCeVMB+xvjqWRvPa5ciMGXIORrkFQAZMN4mWi/CK85Bt90uvNfYyGT/6jGEAcAuSQvCo86vPzt6wLYOPtniZ+v3a70fLRoUBNC+MXE7HSoblUua7LsiLBc1StNMo+nvPqZ6ve4u6mTxKkmOFMbrTp7/17vfplhDi/CNfeMWxv2Gd9Yr+K47kWyJyqMnnBoktb9sqWcna46l3NrnaeWddFlhfj3s9Yfpf/0Qf10bFX7hdWw6Nk4OwdBLDHNW1FZtdhUBjpf2lYIFavKP5TyFfQ6+Nn7VkK/HKb1UIZTncjbx2wHpGcYDmN+LZamHBXvm0+OAeLWksj24k576AzVtTY4pmpe0g2whZGM9DEBJRIj37eFzul20IYcYfWGHjsGgsLCCe24b0BlqFUTYOuq55TXJqDZ4enA2ANDzPaLx06kVvosdjzkTEHNIuxM3XglvFuWvgILodjPTNLSMQtWiheE80uY6CPI/LFDAxFUtfscpzwmjBAH06ZcSrsDTPTDd8BUCw4JJWssuOTIvNlziwl6RFjGqPcA1DtjRelwqWy/zNKpJtNETIJo/z9cd+j5w4QiA05eLI7evE9MjCf6Ev70QZaRK5KfnSG/Aw7XrXGjwm9QhyVOdFyxcfH5YP+GQ1G7YOVl373cPCz4f/woUotz/jUXtZESAi5P31iN0Es4NbdYXc5Pv+aEs34WVoCier7dgLcS4AqbM9Qp6X2xf3pEgeVlbKRRiFZqSEVSKCXrELQGvacGrCjBAx1z8lrcvJfBb4JDeSD5E9R5huAdza40zCPGm7vU0B8wcwJUvvRZlSYV7peHDTF4VEjEYOa5e2ig2xSz+fUgJiMJM2+hGe3n5VuUF2S/Cuqn5bDfKhFmx3hHQqXwpoaINMkKAtL5igSZVcMIyhoweJvJ8gOtpq46dufw2kDYrwhQXPTTtA5/1xAbu+AawsyUUFVXwtIAO11BdrySnz2Mt+MpyrHUQtsVjQDJLj/9H9EzUmKUuTRqv9oRuWAeZkF5W9tFlOw1zXVd3wGGhwH9eBtPWJAYhl1Yx2jZYJVCBqBkYywumGxC7kGVhcHjeX5JqDcfqgAiV77wZqI3zQdgAaWU/99AQKI0GGMgqMAVxnWNoVVIyMe9dWD7uZ7RWE2TtAMc3lXsMAc7HCLEqUeZRsS1mWD7aVD13RHR0pdo+yQNSngsSUq6fY5hHJY2B+6DptCgOoG0caOsYlji9mQlpDFNdvioHRF7yKUiQ8RT/HC6eFFviI9ki239RNkcsTwugR4Y7LeO/KXOm7XhF+mTGyOZG7LGHX8b/0U388W2BWlwh0xSUPzeUr4xpyZRYBxzuBUSgiK0shSY3UKN/y2wjU6gYgmoKw1UTMQuwl8/BX9byJYgBBrG0wV66I5YMu4pXXHtQ++aHWUe3Izh9a3TJBqhp1jNSYCgo/7SMBtTpIpdnbmT1Wqve+HjUXKMyDrvx5uQ3lLwEBoW03FpEyxXW2b38LCl+TWjBg1zoKXMZ+YOYMgB0/D+cVKddE8ec4jrsGNI38M0JGTMYiPogUOaoPGylg5ZPgGzG714J2vSd/RYCl1i3OyZx8z9m3iIHIBFNv8kyOvpJ+c7fLdw+ElNIjlo4tk8h8zHiYoZ6Ag7tH0SILc+KeXaoqw0n/9xZcKdO47aQFpikuTURMXvKNggRzY603xobYxu8SHhkvF0mbWSIcIHV7+RQQ6YsIOm6qzrY/u92Sx4NFjOHq8dOwBlN5bc5kA9imYpfz0qxiRj7V0qCzSdX+LsaRNPw4KNoStno+1zlTPNMjun4ZZEpdTMccSXdBjt2I4BWzWivweJ0AvD9okj8X997GUVI5r3aJYdon1EpnJihP5CMzmhzXbvKTJchRzoCUF9EMEiaBNiX0YaJOCE+c8b/jOjumnv6l5eiX+NgnNMOq1OZnnB4g0rGHWUg+UkUqQwpLalM8lxqGxK/lnn7eVaY8kTHflYq8EJvnrSccw4dH6Gc6UvZvJXpZvYm8ziA6ejyfjWyesVshmoTv2TNkU21uXQnkJkm4DHpOOQljta5EWPEZ4SpYOOTHEP8quwSh5EVL0FGbC5E1WGGfmDW+eWZjE9Nl3lVxLnxkUr/7Tepkn+eKt4UdCE1deZ3KaZ2HMCC0Tg3NAQc84DDMgByk6yk5ICsEoLnluEhegIKbtl9EzwpsvzcfC+pdPh1+KnZDCSQ6H/9VPKLysiZ3t2YEJsDOYE5KSvT/m3/0b1NJZrdeUWyr+7Q0WIHvsDZeH1gwm52K8x86dEcybfyzJ1UTqWEh9XM2feb9fADmAdSYUZUayDANc9IMPOkGlJwdaHZzDenLKuCWURY1dWtYuD8T2jHDoWpx037Y6LYp73qn/rjQszRnjM5KG+IXArPDNDaIhU0p3p3BeOO9/d7E/eunbY14ubdPgf97qAyZnin3RYB/oZWzXjjnvOrpSpriVO/dV0xE/6g9hIdUyUXK5mw07+w52OqBWsBoXssql61bTMbLfozGGiSOwf6Dcejwwl5AflYePCETfd8HxVIeJa/isAeT0eWj8BMgzLptm4Ahd0N6wcwqBI4DD+SmE0wSjgRY+5EIfFCjULWJVvwfK+VqttlyK5estXzSNNWJI0QSgl75Ic9WFqbD1s1L4TfSbtI/fetNTEAri9E6KItcdtsYRVBvk3liAkrNZv3iRJf9JcIo6Udj6FIwIGOn/7LAVHXsbsgjr8VbA73cmAqmPxrycLKppR+1FBjba3z0ItqQItqcZPBUNx/7m2vN+odTTB0MiboTwTWFvHavF0oMahezJbjRmy1+RRE+MZo2iLIpADlnCW5fhkMv5YSYkUQ5ZBd6u8QE5F/I/LUvPTycMb9XQkNv5hSYl7CWw8vUnMiDYGhmGz9RTXvavaPhJRxw37AmPCwJzvI4OgOyah7T9eWANvK1ISrmWJ2z6LvjbdXFcq5UEhqnq7ekg8GEOBkRstwt9xSkeLBIEF6xnxCAtXdxNvvctt0YR4yZ0ppF1TVgxcvZtD+uqqiDbg/P6wHZAVyKXpgRFTEarrUrrfIwQo8LDLsoX/PNZ5LY/ZdT39KbfcJ45NFd6bb7jAv49oaAip+SuGsMbKLbXrrKqRy433Ir4Uo/5M0wtOFsYeyQDyedDblaZkDxSP3D7MLEGIXe56CunipRd9dz8kofpIHbggRgiTcc1R349uf5UkknC202yKa35r9DZAG06A1hFEve1f3CkjApWOr6XbuNR9jViW9TIwLvrUVOPV0LBd+aQmpxNU6D7yZ43y+DxParqkp+Y7yooVIEoBdSPU5WSXOXn8QV0ILa8VSWPKqC0azksNsDC8wJFAcCIayqoYlx+8hTFtUVRwPQcqchgpkMI1QBnP2m8O12Ny32ixB6y+mY2dybtQ2tK6aIjELGoZQrXqydRJHjadxacI88ukHqAYsS0HUyB/vli1RcQzQw0m7jhjDg8yCMkbyKzsBXXXrxUvCeX5ztVrjUQjP7U2SwJmLQt8B4ibIxPArVUDVh0myLRjxoDafcTKKFx+IipgF5E+gKhYRT1ZmQjUJut1BUcYBwwOt727egW6zv2F4hClNZ5ta4SW9LYosdroPStH2Y4W0FNoQnCo6TbNVpDaMvy8xR2fDygDVNbHr920wWvH3xEpagrX3PZR0E8OiLHDusLIuaajgmPl0v0RImiynDmNONnPdF666CBVqavmPy3+ZdKrb+6dZ1tDi0JdU8zlfDTrTJDCR40sKJCYuInnpXkrxx7BV1KRuMK4sAQGX4axHI4db9a/31qWJqv/CqWzkzkrbU/JQnmUIlzi3u+Rw/7L9brp/82GxVxvz5d78qPmNVKaHoFDXRkMQ1xsnRf1qcP6Ik6blX5uxcyhp22HnUhi5B5WmyvWvaauhbRhJfkbIPDnpF10lquNpXOs64+2a7Lm2NaBNQTmecCEHMvc5tEmnoNfDSfJuOgtEm0hcpL9uZTE51OLwpG0+K38hTg7ezvVq8geB+QCWGu92Vn7zsPB5qjPpza8pqjG+1tU+4d/CdfBZ6hiDqkSLgkjXpH2cTUzSol9PmqVOWVv33nMKGW4aGMW3w/LCdBRW4pT8/Z1K/fV6AfEN+sn3QjXyd4CpBEJ35pobhAi1X6RtlWCcf6IZncXkkc+a0wIMm11BSsltucw+LSPw6tNdJF8sUHhcnxxLR9DWIogNeeGPA3tKdcmmGIkzwCOpE/Nw55PEsUFfsWnQG48WWzvsPAT66Kj5H20z6RKct4P4DA/66oPeZfPsGLV8KXgOMi8gYOlwuj83mYzbE1INcHUcQSKuCcY+xOxvR1dUoofeqbpKvaB/uC7krHBCKKofVeNAHKSAzFUxPav92CwEpVkqyalExzQxVxQgxkupd7CvXLvz/Z6eDWsgkUHFhKnFpaOV46ZfDVgxe2czM9FChGxNsI25L0ljloC2cVkLGvGbr+oQWvuvYzYGZ7qGO5vYgTAnc87z+f7rBS+oZzyV1EVS/GV4lzi+J5apXNK7xPJ6AhTE0ypkhZGAj68x1wFXz7oY1FFdMV8skX2TA9msT4degK77zzXIjUewdkAlDzH0QH+wFNO4jvmH2lkZsogp5jHqqF3gwfts6L+qz83mjceKECxUkDOVrgS3pdm0vZO7wxepu0VFNpSpeUaB033obLw9T8y6q1spB0PZGOwW7FHOiuhIcqo1+A66RTQTcXj+jFxjXhARdJ0QNBU621p7F49UvWCWVyHAU3tdZMfRQWC/aP9rIxjAocgciUZTmyiLeidUvQE3fVFhyRXFr/tE1lUnu0laP2TtwQLWHcFQRYKKLUwKC1HtWOmvtIPiGTC29dQeiARIPClDudDNNAOLkXwB5K+nMVAks6brXaro7ZHXI5/e/e3hAIwuS6gOJlpq7gLqDXTMUztDjZlxpH5pnxTfvr0pbkS2NOMDlLEU8X1qEimm5FHuvOTVOkhlR+RaLs9N7r139zFtaBsGkQ3xoCpP4ZG+R1C03d1QwxAsJ3UfgaEWFiB+5y77azAsFvo3nF+6kizuDRwdNXaeuNlSZtYiC9euIBKUR8O7seUI0vvXqiEeEYx4Jffd4EesAwTvTZo4KuGwCqjT/mYG4bwDxyG48Ni2074cP35fIZIOAQPoJl/iEgdVwmA+BzoYmiokX4Atk62gqb42fdSW0FQiK9viYHD4mu6/D2v304nb1H4uvJzopmCv6tFLBKHfDMvIlo182Hg+aQl7PrWnqeID+JfmbOMkXcfgruAvydBpxIJLCwoI/SY9qjEQhCt0tNomEG8+yMD2BBPkJj6zVNya2le27porVTLR0VKMOnfsovX6nOGSX7F+jzv8ufS40i5iWTXYg4jkOw7yl8Ws+4t0DgX58Pm1nvUd9bfNKtwkFPg/QyK6yyti9VnkLNHyrlVKqZmmsqvms5cdV1jlnjl1l1ukKYbl68L1yNTixBqObCDOxitvmuMawKVj5eOC/PnrnhKKkgh45TWQUWDS27sAn+Eu6hjLJSj+exxn4UJZZHq3O0T72ZQz8NtpKp1uml55b4XiAZXnxu6vf+nIGSf0Dr/Pjles4nL/Jj34XdPti4NC4AqgnCi/7doOTn/0QXEAOM5zXtqnruKlG0OkZr/zL3nnWxaJIuLGOp0DIwlVUHA0Ck8cp4A9U0ravHpAD5jIZEsT8JXC32Vvku3/GkvWGkUfLDxMk1TplPyGMmJOBs8IZ7vSBK4Be04gTwDGBfdjtx2A3mkcMN0V8w23ZtVEIeTxehJkjTrphCyYjXBQy41Q1ykfTRfwrwMAg84o3LYvO66IgugtRlJDRUb+6uMI5zlaRLYZbuUWnmoWPG/zH0huZ1lC41iWjwiv+wF03qM9Q39uTDbOxA5qZcSt3f6bdgJIJOuGsHrKCCP0S4GTeMSLJeYi0pA3QO1Gh6pMblX1L7C9PAgR0dIHn7uxtIUSpEcVKApcTeDYy8BRwe5+CjqV30D6VOnxrcNj9DAiT//K4fsQ97kdJQ2zuJEEjmGa2LWm7wUB6kMRRth8e7+U5lP6IGcV7QglOBwgM1MS3G4jGurcr4igGSFxYBEF4etky25jW0fPHHbF5Z5XsAFMJ5pcpbavgubUY8dra/Mg8GgIivS26wXtv5jIWibITiQDNPRKsZ96OMUQl2g4vlYkDIBGGWk1U+7bp6/Bx3WIQP3XT/0JgfxWuC12O9xljJvghsRI2azqKZwAnmY/SnfEfagwXwsN5aSTDogmXfQaEBUxxQeKjbHyO+/GxEdWt7ULnNu+y4a7gT7VrZu1uF4WxU4FlBSbOJX8ZXABaYSf20UhIi/ZuNPrTJinVJ8RuuqsvoCz34oTuajBINJkHIYSuTFbdirl6ALFit7qXnV95FXiS/W6zuQCCk/AR4w+DL4NFMOoNj2Gd/QhQgGr8dhuARp01FQTVY3hFGbeUl6v34OYVQIiQqq7L3P28SWopm74Wk5mWZQ4qFUZMWjsNmwBRfgnLCKg+4LtLsBFK+VbBvjDJW1/0PWE5CZ3C1OrRp+HMGTFTFsmbcfPjm8FE+jpT4XT5CizmQ3YUCVYZAIIGXAgiOcqFcniRwW50zb+6qKObZZGIMImhhxBwYj7makpmyiTTeFIG6JvHHZe43FVpVaegVpDzsRVvb45dnn/qxXFp05rDsD+3SLcXJmiGvGkuVSb3tXMv6tSqSFh9EGsWoix870eBZAorCCNYlG/e4KEruP6qHF2o7eZ0pDjWvSUnMSGC9sMYKr5OvJWjce72PmFvxiZUX3T8r+SqHAn8TkikE5/x3A00oDbX7NiKi6J3F9F5Lxv0HM6cqsly7dqbSTeA6X8xYWi5fwZ6r81x8QEvX0XkT49xkTUO1pKYMPOHGaYW9oNVE3JctR/5oasQPTouUqUaFssc11QCGWHqWRSd8YMcG1iJif1XxQx7EmP/CiB2BEdnGbsGOMhFjhDJB+FNBHrfLL7dOvY5cY2sGEeq3KvcbtUgyCZhyYEn5DRFfaT6GN5dhYnzkPb+7WjajkRbDjfJZzmU/6qtkuc0QXhq54UU6Z1su0EYp7K2br4P9jXWtIvtvI9Xxh3yevQ8R1Ijm1UVX014UQrqaRCnFlheteQSBaozahmIC5gzDftteIc3/8AsGufVXp9GZyrS8AonLNJcRngQiat2og0kK7qTFnCuH4boWkVXscWyB5u5VRxcZO038YRLKseCLzrfIusbfXS+WAPeAimQQqTAZ/4JYGVluQhmSRa3Feew89QWBK20+GR26cGgkbTmetP9HrEA8+0yBj3g4L37KTvSJKturUuzVkWZtJ96dVaZm1i5IaG7YmIcQ1IFQK1QI/f/BTCcgC/kvXbQRCJAK+xHtoI+pl+9pbevpzn/OGYFVRWJS2CJIOEDLne0NuJld0a29YAT6i2382o/DHFfzoR+3mDYc7lKVaYjD0V1oLzIbad9GuWOxQabxHJasbRRn1mmJj9xyGZLXKp97jQT5rk3zKv6J+9wDBTjYwVrfZiwEmjnPeM3IFgOEOxjqEdZ+WPpBpQhbf4UaVFoXMvLpLWqpHGqsFk8IrrWaKFyGlDuTRd9gXTd5QpPLiX321/PhbOz+/d16Gv4MRdwesxseNlirnNMBG7rCESEcq2YZhLxWiVgcxSrDXs7mSFtrozNMH4HUH+wGaRLPXmTSNnDY12+Cu+k/yd1q+m0BaWt7QJsH1Z/GwF0oC3H5NFntdq4Hdo9ETFkq3cgFfUDmEVNQlOj+R9wLIdR1LzX1CgIDV24OSFVuiCO0FyILv4MXT1ptO2z0/zwsp6ta9gNJxErXXJcpZt8szFDMrNPIsuna7suSxakklUkg8DR9c4Wf4zMRFpOB57WYss5Tr8ryPRTTszaePfAo8f8FwCHz6oHPZAYSX41Db7p+SESU/Vv+UePGCP+ME9X+AMIW+rVX4D8EYWAWTBNqKXe3DmWUsrGJMLCL5Di4RHgeeYxzhM/zma2iHA+vSjStgbKZ0pFv7KbV1OkcWw16voffbQdr88799TqGomt038q2y0dHs4lhQkENnavOoWer1CVKUWmbW6VgbEA+zDZzQYz6p9F+OdKf0/hUjMAZlojMDTpDMGjuVHuH3ju//906kgwOJLde+fkWju1O91SqnJ4GaqCL27ZUF2Voe6Bs3RMZoO8nuWoxTCQKXibYMg367tlFJphdGrL5HfBWbHLKXdz5F36B8ABPTlr7bHUirj1s9PlaK9gwuQxO/eT2MWasl/qrbEuG3+LOxbCJOFAOuY49A+4z3YTqCjmIp3UX8wEie1cWIK+QH4FidzfTYn8BAlQirMi3lRMYmTHnJOl35L0n4dMtVoqYSGUHNuOWczNFLzugyNLs8l1N94yNx7aVqoCn2/jR2oDAJjHurFYjwAR5a/KKFef39E8ErW/ns5msx38bi5hKO1IqkC47TCM3pUEmPH90vCCR+TAOmcae2561vx1+Aegj1wZDXmx5IisbUi32xk29Agylw4EFTwzkaLt+RoJe3vmjyUcVSQWFdoLDaA0n7ZdHbb0+SEZi3ynWL01Z3nwZl7kTweAxUPOORHwyt0GrFXrWAgRAVXL3heH6OKXpkEVufqRgHHHgHw/sUd59/YLyWHpOFKk/n3Yx+0qcNrBfFtfvqmh1/6BjVts3ImghUQ+UHOlAo1tdXaMMG39i3h3eabpoU23dunqMkNqPY69zVzEq0wPfguQhKyDsfaFUvESmFvgsZ8x7utLFRWt5R8u2AqeVQio4OsfT3I+7MmqYjQRE2v0uj2nSxQV/qhxqF4CQCrkrDx/QhYFefhxGf+meUThCdb/0W4ob/FrT+oSyeus64Vto+qTWaXUbdvLjpcd/tvPCHDDNXl6CIBBCxOGIkBmZDq1L/J871RMyY7E0vJfO7I9qTzdXtZNumbcs9Du/iRC8FgOmVAhJ4xZBDVU0z4qrrvKLPUJMW5F4K5ho/PGicHwo9sBjGolssUQspuceoNt9d2APpD9r0WY1thcTa+knzyejBXueSyl2nn+ZUn1HdjpmCC8dXH5vq1MQqJudqjW41vzv6CjS8dh25VakRN0w6+Y6VaVXKp+HPtTAbs6yCCzt62f+KCAGivSeOkvm9BwhZRjaEEwAx2CqyE5lqr7duNXoOKNvxgdM1hsaHlJ6GXejGFrF8Tvq8qDBSxUZ31MNeaNaHAShtsGADIOvJaQu/nBWmKBvjjyghcJPH3/HEZHqWU2wfZ0tuY1VJd8xJUCTqaGGVi0iL93k8qZT+IoZ52w5moxNmN01bVGgVEIw0K4TjIZ83Tv+B03HtKpZ+T7cSNAJlMl54p0nQL5KIVSlBROXpHXPJ4PMm1+Wje5CuU8XSSE8GJcr6SR7jQU1y0CvYQq+duqhJWTSHMVpzLxsDSJTUY0+wpqPWSqqiXnPLYxZ+Abnvf3h3URt9IzAbtSvDKWNbkTbwNc4OBLKAPlwkgH916Eb3G0/WBJ0Dnqg0BIMCdSyriFsB2PJ/S0g0QzYn1tB5arU9NfR675kTSF25CrccNsdu26S+VCEm4lL8uzQbFDq9seJ1Vw4F15TwlKMewLKTLFHZBot/BjZAe5QGgtbCfpOFzx48+Tb1Cg3CRZLlJpr9rHFB1CrPMuUfWfr+PCc3n3x+Ft6wLgPK1hD6WE8y067zFaeowyVtaL1FRvH2RYo0OkqBrDugtw/gvx1PfD9yZiCZsMYLspPw+sBS2JrkuUTpxzOWbcuEwuzya6UPFZRo54Ez2H/SaMRBaNwHgzkYuG12XAF/3fw+8emQSS8X1y8OnqtVbXy6qljsuVQIkfnuSX25CnfjjmG41xilLpItH91qQkMEmIsbBNpbWhyRCyFMaIFmrtkaQ4ieWVjnFuz5+hTpclPLXTGgcQ+gBdUWOAb/4U7MJ0erho6vGMka9ULOg4AdHBUXLeaI/ohF+rEH3xTgO22NGMEKdhP/cPycXl0r48pLCAytSI1OK0DVRX26Qt7jO4TBNKAzNusTtv+8yIVc8e5CJCoZ3XTNgtQT1lvQM01a+CB3ItBccefQzwp0UnoeoOaavZoMw4TbR9B8jtnsKTwDcjzTeaV3MMRd24TWvseGBqfgD5l/vkOISSmAkIo0HnJqPBRciHsJUvdPdfDh/ALYg/vckJ+nk6Fu4Nme96+wK5g7FCmPZ6jmTqIxLp5bRets4dy5qDRnvAJ5fVN+wJOoyDyvuJAwbHU8/JymnkBZeQcDrGV/aAMBITpU9md1lY4MzqzkfGDFDxepoyTwD6iWf6g/Q+KIMa39FCJNS/LZqkhQDdz4ugLa2YscXwnp5G0H5UCHUiPMHglme5jpgN9qr3ao/MW/OUIXcHo37eq3zeH7aTHe1vGdXfzNZeQmDaqvOxpm510gL2TL9wx/W/XnA+WrSCyUs+/JrDVoN5mfwAVapESdADuazmWZIHXnDhPNNOBfgtzV+xo04bXNW4fjejN0BlDLJ67Bt8tzo5WNvn/x05qnNbnqqiIkTCYc7xB/MLuqHQNe/muKliwhM0E1zbDTUUQXtQY7JY4fsvJVEX9hpHgl3GB+aSCPwWRsVKWV9scNonkSke9AcESTis8+gVvTCoFT/CWUZuAJ25yCafa3SnkRf/8A9t0px23e4hmicy/o9Oktly+IPgUMbeaHH0d4tGmxXeDbLn0xAc5+PdCneCAbRv4UImxVxdJcU/F8WKIBrb1qlyuVhh3160DNpjanWpNg+o5505DTJfk+ruIWNIsK1zpF5AWm6SlVgdfqpWwg2PCyUoCLf0AYYSg78v8S/y4TfkQl5qkUBDdZ1BpC3OQV1XYC0fTe494pLKvYy5M/laipgeF6RTVkEgxm0SkGxqWilfjfHxrCrO+4vUsjtj6UwZgd7JeLMBo1wqkx3F0Fc8/NUlZi8Ng7SPcIr9kpi8uDXfXwGxfvzCvdFIqSJxk8QKhsKGA7+zr36SM8gh7t1evIjuJo7PRZuKIHTkJa7fX+b49lz12GJkQi1hbnq+MLD8Y3AIAA2b6QLYxdJ8MsRhMYf/63t7jVj6FfuG6fdNCBGfZuJuE4Gqr5O0xuAbdGRQijSNbYat2kAOQ+Tnw68OEwZfKV71Ut0mrsr2WZ+Q6lONBnCzL4kYPwH0OFGuJQbo0CL9MwdbT4GqqBGGOCkpmCcrvEIkOtl8i6smU1H+t5TVrD0e5H1AJ3CYEJFhzV3QOAVkaOKh0y9P6KwGIQihwNFiujkAgUkAcDQwJQ7h0n6a0aIbkRi6b8TE63fQmBut+TJu82rbmo25FvRXA/lTkALslABRrroPOWD5ecvRdJdpRKgj6hR5PIXE46y/jf73keQ44/tAZObsfL+CkAfE7IH1N17WfE91hCDxQCzpyMhPheNBBrtJMb5yGbZFSxhCLS9lF3tTHwr6pp+eheENWxVKzPZxdahZxQJIppUSfJztuETOMeMuU+o1tX/uMO5kc0dClnuJON0GVxMEuIffCYRa/IxFolUS1GYhZmVYStbKi6kmxcOF4hXO9i8oJHeppbYRV5er2COzFHBr8HjRXd4pycp8rulFsqpDKRJN+AmQBRBQH95fb2NhNqcMjnJwMqWqOZF4lR9UUatPGM8nhL/r1twOS7jLB75MuVsZ6nzoBFZnZQpFBPgLhT5JfUzNL/jWMl5gMfl38yOU2wKM3YpB2IVZNG20Q2XMUR9+okDBMEF4ZVqalPVFQb6dLIaCmP/rBHt8zZaMwgJ3rTjmLUDULOlB0+JJrn936daC2DJQKJgfIodWSe5td1zHSHnZZqSsazKuW+gFtoSqB1Psha6ntVl65rhHAPmEsNUZ29x5szzyJ4UCXL1uabSvqshPOCNPN+0xWU2ZpPNXHHlTE5uXi5XKt/OtPSbxS1lH1gz8iLcBEAZ+ykyTcP38zyuAc2lxt+t5Jk31AbuVF6I7D8irCPeA55yrcjTY1HXZclNdERvtg0Vi+4tBwE+NEo2Qrh0c5vnwToxVCHcnl39CvNewGCccf7sss+A8j1iGLsK0sgONb1iTwOaqMZ12hTwycqYQ9rULLxsEaKRf67b+2XNuCeR2CP3hCxXxxENW/CsgxssjmIewzWfVZhr3ntQpcuq5tiss0ZXC0lXXknuwJMEg1l1YWiIF6NFVryMQV+QWKfmBEt5sbeLfBPN2puecEVXsiRySgAD2zX3vZadfaHjqc+dwQG8J1A4x3QArTa1q6Zsh9GJbC7RY9bMqkNfYcmxSZ0IVev4cIN4zJNN02KRp+y8H3wuo/cfu0eiNRTF7+P2v08E8fSZSIkQdSgU+q5bkaxv4YHasKf8DZv5o/I3xpZHH0alAYofxxjLyXP5+P4Gh6eHzBnR1ecX7CWqwjpWFSSmVjoCW9U3h6EE+rRybyJT1gody+eBKfd9UBO8Mn7pwzkD7JsD6zMSivF2fhDCyh57jIo0IQM8Mq3G33G3Lxn9WcjCllLHitgMtmPYDYVELF7irLeRGghnk23w62uiqaxNrMovQ3XKohzVONHXoeyLe+olosSbTKzYoa29CfDDa20057o4KjL01BEd+xmIc/4u8Raxj0TZfOZlN7zFvHD+ZN745ge0UWwA1CpwdjvOUgW4rNB0ytOPheb8J/e/pDI5vzEB+F6bPGohWi1R+8R9t6ztEoAy25j7x4/Q0i86Mb27tgyJtJdAEH/cYsm8kK38QxaW+gj0Dn17SsM07idDPMaFrfHx7iEkra1WGFgUAsvZCh/7MriUdHw3U9TbjE4K2SY+Y3H16LLDjJ66epWEJ/H7xSI72CwUalM9HWqezpXQzoYhfIw4bzo/oFz8R0JnJJwXrIOVh912Jz7rIcA7y/8Ih2qAtdqDldSyjwAZR4ebfEK2B2TMkNAg039//I2T6kDMCnbcwLPKm7gSpXqTOiuB/REuQKjyt95jUtwXhm98TfOvQlr94JtV+W+CDrkZgNfjX7o219pIpgYxIY8wfvZI67fss4kcqPN32X+4herAPG11cbUKfFFXA0jOj22mNrXLuZP/gDZWD2lLTafy4sEroXamCnDonVlfD7aHwaLHr0+4saKTYUf5KGteYIgqr+c5vFDDi16yCF/N/CumV8TCsFzl+WgLi4NRWNcQ0LTb0wCjOBFcwJoUX3T2nK5ILUsSyzubILcn5jNiycfW7HQUFWvWPFGkYjZO+IPx6RI593uiFBqVPI6QalD48+jI+aR0QSsvsQtJVNFWYw9VvuQoPYVb0Vlir+MpWTUYVeKCKqUT2cPVCIIgAM3LPt8qVBTf91JRyyMo9ra4doYCSYmMicmana1myh0albsxam2NzipNlNr3lUKdV8H5wgOS4P+a3tUyhXBbSAt698D83ExvFWOvkVX+d2x6k4luJgtEZQuXKNT4dDFFWkvGhpDSNVIOkjUPWGCX1PrM2cNyWHQ2vbx5TPtaAFskdj7no/D9Tw/l1pfda59yquNIE0G2CVlXlPNnj4RUb6KtZbFYqMmAQ3TA/mGpUfPhDk0PWr6iEw6WKpT6CXa+I5gKgdRv4DgZ1CEzZXEO5tlCsOPuDdI33j/kOuXHxKg442Ryt9O8rxJiv11Hc6N2oKHjsVGMoEk0XVzOeUzz1y5ilH9HcYO3OOJ/pqMQl6ijJxM7CCThHnYMzzKJfdPfYnYLw5FeXPsW0TjlPltPdl16jtR2qPRIdPoiAHWYsbZCjV2hCCsaTsde6q1foXSKNkiEArSvuEGcYpw8UOsR/USKk3pYuqKmEOckhSik2Afm7BG8WEUw6KF46PnFaKnj7A0ZH1uBgvcEzIidl5atqQPfc4aBXolLmqJ7gmY7ucZmE6sJLwONI4C6/G1E5ht//Sf0lMZAvUd/f+imN7rtrc8uRkXVUALcxETHL8yEZxbgD7EU9GYrpbAjlTnpBcRepL57vHdDsxtwHoyJA/g/ygW3Z8VMI7Wm5pVeDwmd7cK6/LqJ3HClbI+9vN3XOs3qUzNMmg28jLRgeS2As9eAE+AboR51yUVayuAqkFzuI24bLIDgh/87oT0Yo/fE3xM/DVL6s61s47Zm/VSCuu4Ktv5CCQYl88I6ZuPcjw/bO3ED176Y8gCzKYLDDyAx4yT/rYmuDuKQYGEbYk374NotZ8B0dk4x58+PoH5m7vAnFgwfFhrdWKbZxU5/WRKoJL28dV9sDQTXRCo3/2VAbOSbXz/V54wG/ua18+WDn5m++cguN7aXZyACTpGhfKjKJMp6ZFFihSoCY0zT2ctJTs7wCcHZD3jJZTvAmebMR2kRKApLz69p1iDTuHU7fgonzvM9q0GQRrWJT0yEh7X4RwqTjPQIdH1T98svL65bUaSAATCxmROq8pfhmhFvnsg3fg/a3PWslJRX7EqDLQ2xyAHVeYuxIipNNK06JE6bB9b4PZAdolVBaVaGFe7XcDDKcdxSJAg/Z/vAjow0Z5Iff2a/ZZ87mAvEgECcpRPcUZ580uqQEh7VTXVCeCYkBlYafc6HJIgBmdWYFTF8JNkdUHkD3IJrAxEiPwUA4mg8u2nmRKGXUeYf5mK8qxIwf8hHS1YXEcV3QD4WQBtWHS8q6x7Jc+zj6sbe3qE9UUhpm7Tmsk8L22pLRzQ09zOdSvjfcKEhTK8/MEa1qScYJ26Ec4dVAkRvasIU8q4e75xPjHljjKKMKHHpWQX7EuvRSPOj0OX22BCbHknqiB2EpOHoggFvEeKY4MQqfQS0xaDTlueiE7IPV8gJFrXufQUNsK88vP2ts/7mF4mrrFW28cZrFkGCGKiW1SySPIa6l7qWs185lUmJYd6D4kaKMQ7/XBvq1VZ/4TeyXlwL2aFvBgFdzutb22/HXTb/LutKUrgS2//Y+Kj4GVxB0PlDCjO+LXUlx/jLJ953BCpKJ0vLC+ZBNl7lmpmPjdPLI4e4isn51bRJFhImdIYL8BWCk7Pd8IHO0pQkoyVOKfX9fPN77/5M15XB073p+eI8VoyrqDCfzCzNI7CB0u7aD+tEhcs77/tHW1TH/hgFEeiI/4HCQiPWdPa0tmtrVQq8ATtipkayv/0lbUf13sVg6zNtB+7p150/Jh4EoH6BxOTbJPasV49yzPQ6tgiVLjXBX6bYrKLsVEAnaMZ/qnvKxcObMWk7RLZoFtCW0Fda+Lvjh3IRerfJ5FUzVw+GGBx6pmsHklgufyrbEcEmSp3rZccaa14gC3YHOQDrFezPX1F3IEriQFzcFb3GP8x+aS1OHNlCjndaJPGUStCA9ctsulav6Jy3ooEJ15Itdr9NxXUKwZNVRE9W2NGSBVWzwjNjwwxoivf+7MDSA3K3AG8J8x/SEdNQ6jPsX02GMtlR8EQedE8bMraDLsurk++oz3HbGN1J9JBlckunovnwl8ZHDjdUqdThtiodxvGk4wLF0FrKbPj4VH24bsfjuPQcMbegRocf4zFYaZobThqeSp9rXayZEXu/NUqDKINcO38W+5gRaP877zjbDphkO0NgYSmXTWIv5UlSmLQZRxQmVwZRusP542pjpIqwtSo5f5Fr5j/9F9qfstq3fHIrSB5q0oEN7EiT/AL+BxosykAHVLIyPgc3O60tYqovqCJuXqxB1uOpNtZqMxLSEj4r1hvrBSsbdkTqfEeDY1DtAh9kkNiRahCUfCNFshuya/uEn2aIqcjo8vVTa5VhsS/7wp/er8p7DdXc10FKEhQDg4PLqHnK5nCKcEmnYnVFS3vG7ZrFVNz0PTOOggeh4BlagBJ2eOWfktk3HC037BKaI6VfRe6ocafisFlEHjTnxbD7icOAw6vqCgcEW74G3eYGshv8KTQ6y2oXn4i1GumdWQUcYre4eQANbeOlhaAb6hobgAdPFl/YwdaJHj1ldWEWo1oxzWgkKfXD2pdxFQUG3u8cJK1Sl4/HfAu3UY3OJ+izoWv06xJOf1h5TNhhe4naXH5JT9CcuFsAlSJbB5xqxdKGSk0Iv2T5WVXEE8JYPtmK+h9TIY2K7A+r6N7XgNQ0I+3SnKeqxFNaprBz+Rh6HtYObuOrUDmLEC1nua215GxnsrqRZGGP3BUDp16VBu6ht3O7Rkh1qqZJ0DjKOTU1unOOJ9u6TXDTnwK1RtR1gUSlOSutqwEDAWG8SrW8TMBJtx4E5BcvCav385mND8fvkj1vHe2ngBr1AP4UN1V+54GzdzaXR2vxdAgP/DVZ9kSVIPnnleaVNlIfK0jDVfZ3Jg5AbeKcG5rauAYkhXzZjKcWNWPRDuI2IA6xfMA3cc1w611lCKtxs8YxtV4OBZotvvTDhsWL24KS+Y0mGiDfwB2Wc9Z9r2nn+LmKRjbrYfMLCRUfl/fW8pVFZNIYUQC5X9r2/in2P21vqQwwZxVKU0P4yOWtDwbJlGJlyqGXnXaTRKHORakGp48GLhmbML0NaAP0bIK1EHZB1t/3Q8canrJ8C9/qpw3HQxl9GhrUe+StJb8hF7lN6mx2lZB1ij+yFJXNEuu4yEZTOWrIpKL4X2qPPMC7V2pRtCT+EX8ntZO7mcBgG8mS17/dCYk2n2+NhNl6hBWdXn1Hb+Ww7JmYkY1cuvWPYMyjXs+JV6dGRSdzDxJc3NlDEnCh4eaNZyAgyEj7yWP2uTQ/PUqE4HaYIUo24IR+Eem5k4YnvZpl6QHx3bACChJB1kJgX+tHKFyOjdNfXErAScS0TJpeSja1B26mL3esaMKyjPqGNmoXCnFhjtLdtUSF84fw93YD/nOXP80c3xT/SZPNExoV9gxxLnl0XTbjr4rDZsMeS4flficQiZYbFYre1UrnphARWSNijJUPPRxcAAB4p4yHLg+IBEnzjwSO7IV8ZSctoti0KfaK3AKlul7uQmqn7tqVVBgj5yaURKWz4tYeN/PEM5EFFX+STkdZ1bintDwDQ8SFIchCMUXymswlOtQ66J7dMf/0uElLE1P1IOh6GU5UxZMPlNBVtTgraVHkyDOI/5RV5aK+BRd3Rhc07HhzQZWjQkdwqB/2RDDmMTDTBjjNu2K2woxGtC3/b0woObAgmf17Y1qfc5z6RrSnX/BZWK9MTg59zY04RxhAKqFITQ9/bKYMTtr4KfOP9i/JbCxEQ7Ue/saIXSMjVsGVnLq+2B9zep/VQg1UDCrR89mK2IEbgf2WDingc4c28eT8UyVZw/4JRI4UlzstAO7OZMIdyPvv6Y0ff4dgStmKxadi7+EH8ZXb8cLfugsDO81GqpVbQiFz9XZCgJ8d8YL7NFqT4+Rsg5E3Xc0HfRzjJJwKXVRl6hhrIv/7uwSASM/CQqJ9EdGZT6bXXZQxdpsCkSdAlIG51o2WU0hKipQBjrnIvWb0eeGzNa53Z8yAkYAxDDa/DO0ISskbVabHz1QCvLOhNsrGFjhmVr+iHsZyXG5FflS6Jb/hr2iMlUETRJZEaexER4TEpBNdb0uBjlEgCjfsfxKGCyesspSUpM5GAaTiI2bmZ/p85wCBpRyKZlXmLZYtY1zxZF+z2GqNu1xAoOYWXht6hFcwGNYzup8txULhbVb0M6Se1lOd5bj7DuGk0is80N9qYpP2MdnFu74L8LUmuQoCelMCcUZz1VEvQ8TzjIaqJoP3FXz3E7VmcYzbTiW8HaUkON4jOTL20UhAwsk+bohW86wLaRDa2DMBhvyMEnKrJXiXJegtrqGeIf/W9Odr/TKdtgfsdGA2Sm9TZK5d+VrjzNA4eTYsufFL5hLmILHmmPk+zCNWFQT0FoZGlI/l2JcVwPKLZBSVDGJThhw41ncMmaCU+wT6r3XYvA2GBToyJ6PdDBFwXKXJUtEW5rteRAAWq9W3++Ysv/4+Tjo/zI4sey9fTNHGP/esLXTcrlKlpuhS7YnZxJkbjtWy4d/5TIx5auhR7rVWrkGkLcrEL1J8jtFYieiOCNWSPkOdDrJ0DvGTbf2uEELJfOew3wF1Gp8Rtsg/uKG3CjXSknopCJOF7gWXmAPz//kauForRfGDQP1+Mt9KHvEe6wJ6deYdkA2fZyIdboZgIJk8tfsgYNKsQFDYK0qxXN4OeK/sZWfsMYAtNJ9trsKMww+kA3/tRcyZD7MCPQ0eeo92VbfFj0CFLvpW6zRzE1UBWcjR2qKTugdQ0XpWwWdFfGAq2EXhK1gSvnMdNWIulrlBkGYys9wNygUa87H81PgHodIra+tBGD87m3mxpsedr6/LIa1xgzAaXzcepKuvZInPv4ZZLdtG9fO9Y2XkfLwF4trdi1HCO3V5IeYQb159PqYHGsqBHYgzUOQPyI18iwrHJMbCHtrVigK64viAzbwcn4sA4am71Z8udpi7yMPcmhXWqmIbb4dmEtQPUWHBLOJ0BcaWSOo6bdSEI4gSUv1QTdWRDwmDWItuO+1zsTUmQ598Yx6elIS8MPCcyBkaR5NxqCqp8Fq3gMe2j2w4P/ovhkUST+O/1vnbJLjHnjW+hNHjQuhHOLRzw6badLmCay4eCghKb3Bi1EOQ2kOulqfL5CxjKCLXnS5DKC7VWr7A5ydrygYJDnEZLLAOw1k9Gs22M+SI51UCoKbp3jpQ167QsbJa5d7tYlxAaNkDzc+CEyGhofKUVSBBWxwCMdhL1R5xg/TW00YtXIiJSjAQXWa8jSlsQaruOhGuRWTVDL4Xri6Sr/n3YeoxwpiL2ac4HS17nSvZrxlTn54Dr0wYRkz/g1Gd/JARDWpRDHtLZCNZ6kRdD9VlAwYu+0tVIRpXsQbuYzdMsEM26zuE4kNE/ZeBaUtR/1+AcN4FH8xjPiVr/hyxiY5ef3Uyh2axckekYtxgjx5oByKxuOTwpVvCnsZvCVq5kDHbq3sB/Glv3squOXugZLbSZkZDftMba0AMmjlgQmCH4aBUF9IH424ZmLj7zzjnuXDsDaODwLsdTpaG378pkpCl0VhsfPR+DY5DlowyBQ/VBO8eQ2vS9cxzlth+CcyJDSXhGX6NP5FWw+AyEu+jpniypb77qml5U2nqToQOxV49kNn82/RZ5Xc7J+DsKhWrGyZAmAXszO/tW8NNqlxPPM56Fw5P/BBcIoG6eWd9pzkdIZe4q8/n9vRNOrQ8DQ3okyGE6vbCgX1x8qn000XNH00neeUn18kYIE4fC+7tlW9BZpig3/ayzHVF+Cprobk2Isex/j2+LE7OkMRZrwXgVgbDUesjZIrXq/0FrL6dJMhxV3WBS/3S1K50KJEDqUGI6g4t81fvzxLeDukBOzPKJxMHV1/CXKCD7gkz79A3Va06lDWuLX7FSmhM0+3qpcOEJRa6+Ol34a33OlfUTqm/IgGqxbXX8rwzwMENYw3o/CugG0iyI5TNEB9tg8aqheRfmaNgNZrjMtqdEQHWpy7nBwhjMdrDT/VDx85ytTB2y5Yx1pJKlDX7hoSDRdSzmu3/8x5bXjPn0N2qrtDBCmHftfxwkyzB3saux8IaT/TOhZNXWNPC41Tvk/hsUOL0lD56JiIgyta8kGTlM7X/cfU/y1TuqBE3O8eLginQi/Sf+uERIuo5y1s1WAKkzdA6pY9U9g9imwaJzo53Q6ba7AXO90bE8kfIci7bKligz3TiQ/fm0nUC3gbAmh1gWNEKG8X5z6LMOrE0JNF2P6csqVNFe80e/TmFvcQIo6VtOPOtXQo0OushmXuppnV7XXl/62n90P+TR8MINXFnJTEKJGTO1P+mPJPA4tDKkYO5xcSrhGTA/GsQ6UVzS7M8aCqZ+LxJB7K5U2XoO6/x3DMpIbY6jsL5azv7CYkXTR5/kYZKPHQyIjF4Sub2XvlKu8DQFQzIu/WxdBNXcwtleiyP2IHOglF+NJB+YiCBxA2bXh12ISNVoG6PIWCK47AzeRb/2w1/Hw/C6sUZNG9jP7Do/Fux4gb2hlqFi9+fSv/znbZSpCgMBs9o7aoCOyHDwcdygvalcTEpsJ8Y4ZLYM3ySeNqdoYjmQtCAbPkq1OmGUhkVPm08RNzWHU8mkXTxcJXQdho86A+2SQK4QLbOhMCGueBeHeAb5fOClakkOn1oS6AjbqxIG1JFXNvRKbSe+W43qajeR8Scm7e3ivIbi//6jLbjlIXg2rJjRTmNKYFtnIoycXf3yVl2qzNfCARtLLWNdOZidVzU0ylZwmryEyuHlDZU6VZ4qlWGztx+bSmYjWBwAZvr8lJtjUC3GmUqWspysDmuW54618ssFd95z6XhNkDt4RBv9/rtTM1vzaTDq3RF86t1QUhInVVsF8Cx2yf9u/kRwNM5YgAvLH1sv2BHvEFVXN5gmclgZBoetGEnNwFH+vpZbltB/Fpza1EZ5CNK/oiCRArgTiqRwNU3bICcE4eJLRvF6lf/OaXvEKos8OFRx4bP0iDiM56EaZHPSiwgL0FI2sbTDwVHX0oovEUgb84nHueS7xY9DSh+GOSFX2KjERI5o67OnCBjNQga8TMWiAzWOclQDFfZHwGMWDPc11llf8BDunv35mm5hzJe7f/giknduS90D/QBu83OKiIZ3xkaZNG4hS4Zj34mxw95NchcUYzhaBi+Esl/wrm8RxH7m1AUAOlSfpzbSejxtzb4Vu5eBdnh/zC+2YknVqwCvVOhCaLY8fB+ZpQo+21OouHU+lLSu9AEsZFHImlmPa6xURbWjem5XaLsgb/6835t9abn+BC5M2HaoaRDIdz3U9qnb8kfIUdY+Fva5S+DHoWQDtdeO4zQh2nR/ejgI7ZYBuQyhsKfQjiIvFS7LwIBBUvjKCW0uL+4WqW7LGLJq2h0SL2y6J2DRZeI6oRy85w8nWsJALljmid+sasy6jwsewprUVqC21hfEe9tqb+58ry180dIN1kLLn6LgpUmCjnuUAiQ4enLzv68JDSoDW8xVt0ZN+KeBXEcmRln10AuY3S+GGjjs8VCd1VKF6h03uopKn8esdnigenuud1df7m3zP1UFTJhMSAlZuxWRgNoZa8tHVo7Q7i/S/YLSD+5K1q+TrNTBOxPjTNhKM8ExxqKt1CmSHH+OJPJoxmTWonYF1nvq0ZYtQW2FaBbJUTNB9A492rR0JSIEiUp8oSNsiy7GKhi+ETEgpEleaAEYuxW/9wQdTmzWzcK1gZae2naZuaSQwvnmJFrYPDv62GAkLwDo4rbhmunIJqybJ2WEpPI2oG1KnlEaFojozx3VHfdHANVlNKk2DFrSWi1KaNJ/tnaynATvmq27tLnGSLFMDfDPbZAnASwFNlnZVCm/gqgXcbU3epaGxV8xE93BhyzUaty/2zbo6pKxYTiwgyzy4rLSZ+pGw4srSyHxLoze8zVwaJz7KDLdJ9Kjql0iNR1e0fVP2Du0xhcyjE5vX+JdOG376vW3Peo9t47x6eQNs0LfSGKoQgLuUGXMhtW2re/KItf6YxmHagFu5Z7sJlqRXMXCff3ZJvnj0IFcGjMUXm1Ez+tnq5LXKh8Q9WLOaWvBr67F6vCnt6yTskYiEagYsKW+fAKJMv1w4jV78YlQ1PJgpIKThnjMYwYxtgp8VoWtWF1lgojhXczC/ixUL6vP+v0P6YSCsCbgwInvDmEHLO4Gz6gZhRHrScQ/rBEWStPS9qgZYZ0gf9GT6B9x/e5SA3MuC1n265haCcLpb+7E2WqfGnrKhoFHB1geU4hx+lGXLIDoxKAdWPAd1acSE+uI457nD8gyNdxg4UZ/j4TiqbUj7uKpi0FXpVHf7ilwyIArrrRz9lcsRsH5Vw8+Q0hFvlLDk9+iIDMsQRgOfOWm5EEG5r9jt28liwUM2XO7nfnM8xyVEFNcaYU0xZoUwf7B+sLx2gSuOOg0dFvC/kfsXZZEVBANbkqsZtqi9jlzr2fqmhjtp2gklmSc2UMCa35mNxT88JMgdRfWQaEQG6axDnoDZcUD7o86unQXhMOdX0e9WFJierEl+GY2HdN7ykn7dxAGkh7zqWYyhVGhvPsrZa45qHCpVydojo4/4seRxYLHtFoJ7d30AnB75pn2vJI/zOQj+vvDPozczJ6Vib43x7lkcsxBpIqEnbFeJcPiecbogByTex0LayfPJnBdmP82Db37W/3x86NCRn94uduGeSwnJRTPB0OITNpItzF726NBFVLyqE7V0tyqm3++7BGWhptAXq1C7J8UmH9nJAtrukgcYa9x3VXoRmXaFnLidBKGZNWEmNvXRv1J10nqyQ2TM/JLKGkeFxh/ZMDjrt5iIi5Yq9WihaKt48oJZPsoaGvYBJDB8FxZP2WtKUoX9RU0MXMgEC7khqndsomrzrZOtB1lREl2O43ASpfUP0lPcy3WLeiJbbYKUc5OqGypUdOVQ7fOxPsuKBDzrwJ96yxG3ST4zxCaXt7UnBIfrZCt+iLngA98nh09u4OaPByAos+bmbV5glcEdotikfkhdLypytICyKlpt09iiucRtqf3u78s4+jYXVHkPe04Ql6fc34C+nZ6Vy5/9kJZt3IBjQ9PjNx2PQI/bS41237a0leExRR5TNk5s7BxM8Z5Q5htFw0TK7z298HBIpkFZMGWY4v04YuqUIPl0zm1TAcben9d4nH5SqWwQQKEaEgUhAJwK8irtIVFPV4BXzMavyz0PRQ/wHMaCOZFQ1YnftLG9DTSUlSWWt7rz+tSsIfnG9OTfZgTYKNsiRTB0iyaXCNB8cG6YyIsZOysPlWyg91EycW/+ldM7a+V4B9rqBlp4w7a25w4dHQqnYwnA7/La4iFPNfkIM54fL6MRKh/2ADZO/O9nBIzQvwSQS3cWncv1sNrU5qPse0O9Lkg6uqMesHEd4VYUxejYLky13ctwemUWeOtCbu7Ui9K2VytEom3+DbiHaWuBI/4pX63RcE66cB1WakeZ+oOKxENm8JIEJiu1yBpy0np4dIkrOKahwZcNS3+jWjQJ+ddAdSmudcK2kcT8yyQToZp6DHIhI4dexocSAKCFGU+KMvAnqvsDnQC5vRgbzM/bPnBsfl6Lvt27Lo63ayJoA3BImIfHslTOEVP79xftJ2cUbebzYVRVg6foddivPTPE3D0Uig9vpp2Zma1J1Tjv7PvNX7zFX/S8EXliXesBRgYnQfoRAKGtiqxCMzF+eYSuG7OhiVaZuAIAZLUN71an9tBExTz29kopw5qWv98OFn7M8sQFgsLfEONDRQXshTxBymFORXBgXjohZerHfmbZo+DYXvJZ00WzTA8ZvYpf3nBk1Gwc9Gu71z19nzv1xmFOvnPCcikt5P/jToIuHbVqI0soeNmCLK2pvSKhhEqmeJh51+n13vohp0jDtFT3btR26Ase0+2kdHL9opqvpXhGBUDZieUiBEfdzUzXJ6yGNRDNvQ/Dv6D4V+3i0Ev4/Qx/w5MTfCz8pERQLajRIJj+vGuOxk/alGlzDbaqc1eWX0V3AG8joytBjIJoSeYGDt5H/PMvAGVASXi2aLU6wpu8uijOQyUyyhoCBvIN2etqowfIbuPyLSN9Q30ltpeUZPt2c+/rigL8BIASMcM0+fqw/7vWYwlzYCYyPlhSierg8WUQpL34VeE9E88yxnMySKwiguxhUYU2cDIuqUYJ/cMSV+3UmTw+6hLcA+3jgOOrzco9Uk/3GRrc7Gb4kCzImtYFamjSKaxk0LWsKWnOp2F1TKfEoEq66jiO1kExYwFG7/wHDiyQttmTRrlk93AQ0TmJBma1iBPZMFkGN0x59EPsbAI03WS/7PtbSV+Vvc+sQbpJyrheuZcoPanYaq+KrdLuueoMR+Cfugy++qRIcW/igNjiEP57OAHWLC4SiXSC52snEMnlblHhTEnsBfOdbNpiC07jhd3myAv7YoxPeEX2vWI2fRwuNWJR9LbtDGeymvEAmLSu8pd3fPyqNOEzFKky/MCuMGfVvYXmzp5egXPgkQks6SZ6ZcoGItEuCtzYgfTkusXNOVCVTUHlb2HsxLwGXzMVIs6Pn09B0PMNRn2zHvhb2WF4Rd05yEhe8v2z0ONwMlF0n6Hs8AFSVhOiGLv+FB5BItgTmFWI6cPmmWJ0Mq6NrjO+bzzpHdl5mpG1gpU0Bz0O7IJ6DwyCAFR5DIENIAgsFTvNMLWtZGO54TI+35RM2FlrRSgKDurUxX+2KbXAtDb1jtk8x+zw7MaAEQLETKzYuHd6l4zgbcq+3gT2Mjj+ZHHM6PMTGat2mqNu0YC+AaYPEO0EldSyERCo0aFcEmYtBTEpueYBxiN9wg+LF6DhMnuPYNGLOup+dQZewjFAcO0eSAxQVk7FRWrwXsOJTAGHZTvf40tcOvZmt2l36buVnh4z1Wb/A/af8VfEDJpunZScvuackLr2gSFwtTpRJjvxHoXYidWrq80LQCFCDfWTW3niEYD33duvoZQtdNTvCRmCyNeuavKSeY45AUHOlakbGdsQ8cRqFkhKbP1dUmq/CMw4yNtrPCH7QDSOD3tQMXHujPMkNHsTGzo6+VcT45bHm7/lBSLwB2YXSfSNjUAe1XjBv/DioMfoGbCkSgvfj2xUTJ1dTPURpu4Rnpp+01fur/7kCZeBh3ST5Kqtr208js46gn2v/lWQdrN0ALGdBX8cDfGOYgVlf4g1WWOXrT0E4aMw5e1a5yKnFH0C/5+yexfNOWmsLvkLy/qTiU2LQFS3DfXH8WlS3Zq8Gvz0Rnxa0X2STRABRiu3N7vwaLiB+OpKaAhNFM4oCfSp6AuCjEu8K+TF+pEtAtWEkW70nxbkVW3cD37mb7MSGFUT0qDmlYJrLyEhKFnZrTlVIEG9DbP+kU+DqiQ/FplkJorfAVT/3LRf2gZ9FLytmnyGwksuVudbu95JA+MbrruDaxuyGxmIH2eNiUrK4Lz+Q9mz18cAfdfbJaO/GTxTpu3NtTq0+418YoDfPA9PMxI1aEWMjE2WKOGemB6xN+uI9yHGsAJuRkbvU9H/BeovE/ZoloShUeQxXwG53AyZ6dICth+E8uoJXv/HWSFn3EHDjhy8xqxy2nig7KzSm/0zLTWhql4ncTo+17ihugMa2O7jS7V8VRNTqi/7Hid8nXqrk5yf/cj/JSXYkn5EqQwTwwWx3gECefVUcgiobBgkGdxCcwpHkZtdIBjbs6+sFH9ev28HUdCxJyGJLvvDM63bAcviWDBGs+NCJQQufJpPY4QVspNULncyeGHyrEwmuFgmtNU3/p11GS70f7Ypyi0DQfzfLWp5vJaQ6mSit6Ejb/crh4MmkzXv2ZtyNXu6tpBywd7s5nSI3hxyA4Cdodn9jV/GN5MiSQgjcvzFk1D61iWj5K/BJk/0JQERHrzEHPzDWJPrbj53UNE599ryDB5GyHULqe5vucv6dOtulkjDM0X46TGnfBE5JOsrc0UWdeyo9zYeSF4KX4qLmmV4CPbE2bz6oa4x6YbUHpjVbrFr9bAh+znTHH7MZRgPU8aJsQ0/Mnj1pdMWcWT9Srob6TCHcK4ii3ap3WvITHBl+9O0VD32WVinVSxwK1Rezet1uHpHAMTVVHyqOAx5aNOic4LTyJWkQ+D9JcuEZalDdPVvp6mSkKusfsW3KAYuueHSWc9tk+CuljIc0gqGv67UnUuqwwlo7IhoRol01MRtYhqjJKimfgDUW6H/Ib10nrgJdRgiO410wuKlPDpoRFsTYoKDzWhzFg+fo9tmoW0QKORP2YXo1Nwntvdbjt3kLP7zAMDef4+mxLbQfYbv9Qa2UGWtSJEdkJ3PWnpwn26oA9q17wS0t5J6OgzMJOyKTxF6QhRgUQStOE50LWWQ0Ssw/xJPbw6s1ld5+8A9sL2s1DtanYCxfuG1iz+xj8mXxN+Rj5IQhtsRC5L7Zh9J+wa+uG1DDW5FR2ZMlfqqfC2N/a2wLkzOdeFpj5PSeRynPkBFz2ElzBAgHxmIiPNsNilqRQCyFDfeZ3v+ag91tb8tNPLciRvkiHytZftYsxRodDNQVkJAMTgR4PSa1rYVL9z2rCaSX4fRGlFFizOnkhu4rx+ti1VCCiwzcGkhSN8ixnyXDfNxa1h/ejFdrBN+QOaUWuxt+bFNBqoRTHf/XMs5owAouIT8ZdW0ghqzmxww3nQBofRQLk+y2+wtQCaloNuiM+tPVc/gViyJ054A4whMlW2OlNZ3UIDeh04fdVWIA95wc3sHP6NILdmPqru/a0366Ow8hLoF3dIc8iCDdujC4Gy+SK6QLr+fzsl1al0rfA9lMsFGrp001NLMz+XySvfOPH+fH/oAGdnIR5h9vTiBotPeY1yyrlbfmv7rqbinYmnP+X30RZeA55t/TYx+JVM/VBGElpA5VGiVqcnHaSql1/AE77NFFOQWB0J2nxLz9BLUTaTq37/i/wqvpDcUGARoUCgam8rAXrhFLBxglWAqnqCNBamb2HqfdsCRAt2iGt7ChG5sUklPRPgrHPiI9p34oDrYhR2MN4VUyKw+RJVr2LYJxOxEMGPQQETaSQSgqAtqBIXVjf/LJXCND3YNWXiAV41ZUiRjqQSxqeFqb2ijsyP60kmVAJArvkhJQD5vXci1ID9KjVF3LWXrzzbthiIR8Qhz0MVCRosjEaD2w0NbofBTSei5DPXPY7+jVnamSSDoRWSyTg10+ChqSBKXuMCyhdAqVOr6tsEK6Cc0HD5qKrwpiz4JhRLnUHELOqmaUCy9fSV9Yd/4nrxKV9qGnvCabnliXEziitly+fOB7mrHJ5q5JjMPnblyj47NvZvE9kiVIy70cQl0REUPpEOfY9IM1I749Sy++C84xgTxr3IXONfaoQnaSjIHRrUeVQ+AojZB8yMSWOBGo+dLUSY6oDabiNis2q9ZKBInCbYYZXq9ON+cAhrxhHD5KNZMCOtdlLtLINA6Ti/FsS2yejtIEf9RDgQA+Ri+KAXUhR2xVkPWT98AiP1diLHAYTuXj0zf0f8ZjsBhw0OAPfAatOLOVvfetzOrmvPBBTFUtjAJ0XKqSLlLHBm0f3tkP6xF2qyOP8ZVgPoXcVC8LTjolEJME/XmDR/4aNWqfe92et/g8cQ+3KQTwUxR3VNw81hZPaP1eh0MYyk+8I61XqHqo6jCcu9GEfH4L/I0KzO24RdcNyODWckwN1TuT+uPD0teXIaKD3OAT1kX7NlrrrKNlCESairX0mSviyRaCVlZOQEXxDIjTQPgz2Kqn3nBw5BBkVhv0dfnJa6EPc+Uc/YsMKz8aaMp9x9I0QpdYu7jZUh+6HYx2SfXwI0c/15crd9r07cyTjLXkWrklQ5VkBZdKSkUF12MSFa0teg3DSvfqes/mEbI1KDM1N9rj/jc/gBZ4Saq9XUlliEkOPR5yfhpoauU4gZCYToGqesB83creWMyR9LScfgYGBaA+AJ/y/R86NWl0wVlgP+P2Bo/D99VmjJGlAsaXBWg4+/HC52RnH4TZwrQXOPlgOD6TFXKiGCJC790fWwnPI7v5tbQLvHQV/sxWUt+qSrvIQkNtoBV8QAB8vuYSzTYFxr634jUOceTlEBzIl3rtuJ7kZax12mgS9O623r6KhXr96m0wmb0c0vAq5cPqm2f2kSpL8BR9ZieJSju/PEqIVirmyKx2zZVF3LrVrsXdXN/ixJ+G40c6Smv/R6SO7/q/UwVi6xl933qoOgzzg7N9oFOr2XVQAcEnbfamiV3i5AGkCMpeq7n7BkqtgyYK3G3wjkrNOL/1TtI2vk9oijL2BBODCQ4024I3ZagPksSmkvgnXpIA55qBsyQ43Pbp0CRaJsNJdWZalqMIhzgPDG6MwdJvFM7rKJnYtKyttYsBkP70Gg9TU8i5tDGYtV5IALCdtKLygtK1JY+sPhj0cPgs6uS09A+m+iZ6FjkPQlGsgcm+cilmmSFe+U2J3kKm17aoi7fcw5iDXlC3v47m9G+22nWVaFGe/opE884yfo51c5tO4B+56QHsdf+yP9WwudzIijBawQq5MV1oJsHw6XHCkrF9SOKv1bz5ZcuigCY5X7rYElex0zbsx+DWkqGZQc1GjkqV2WUT66eXop8Z2n/l1e2vlCzLnd1xYhuwB2nOYMlOgXq6oOSoRo8A6ndBeYLiNynPDUiTpStAriUG9Nt5bXPRfNzS9cralZ/HGZcdUNrf6BXBee69OrZYRVeydwNGz+KbC4a1VtXwmCl/6baYVfYjtsMcYXFOqcSwBq2fdnx7HLTYs6vzZr3j67L31kJ1kP32mv7qJIIIQTSa96hjsGCYJqxqRYlnrIUe2XLpJt2nRl0uy4FMh2yn3NENxU46WCeBSaImiKOc9LETpGyGP8dC7JmGrgtjDCJbVsCC7Z0eQvtaQkGvq9h2WCfgH6jc13h2oJByl/yUtrnEHc2z4jv8DgpZl1dR2G6B83q96FZ1vK8VJ5aHjZcSXSusNNQw11+brE/dNVrifrY9+YrIwnrHG+HXHkysILx+MI1MowW34b0rX9UJU/bWd6/HXjN8PWsCX2gVeUknOi5kqvjMlKgRWYizrEQUKavy8wqaRHxxe5MN9UdC4GjSYsYOqNYToTRcdfp44hKZoGi3WszBw06XC7pvjdkeG0MZhgezklmk5czlDMDlnI15gGKegbHIxuAid3G1PAR8PiTPuqZLh7i2epBbixfV9YO8XUOKD49pfs0o6h8zlhw1/5ArqM2AKvM5cpu1frsIlztqexpmMRkLgLvIWjOeueGgmgmoXF2OAG1P8kbmflI3QypgKvnFzFfinKAjVaSx27UGNuM7Xy1ojJ/pTjyAGdVvqwX7vIFGZSRHGufinU3/bglhMKn1+5AcAIUX6VCbim0vSt00nahbyWEn8m4gFsxZkBPf/TzSK3RnM0pkTPf8JpTX8ewCZj5Uiy83bMV9/05RVKSgueQGoF7rJmjFRe0ctH3cmi89fiB6gJckEwNFILSBMf3od3nsS1tHACFemqlw+I15PWbtI6RdAp0GBBNJAxiGH500D9nKxr9wjR/hog8pSrmNgrmkR5lLY80XH6TIfyDOSojxKbGkHULGcS+4Mv69+NJvwC8e+64twLIPNYVxWC/T0sLiEOqaa2Pq762p06QyMF0A8BtzpxjpPlOuHzoL/wCrsj4L/s71Kz5zt6oklwlW+7mAsnsP2cqpfpFYiTZzgVSNtDajMLKeQGf5B+drQNSuXaVHnba8nKpuZvdeLMLHIHm9TgX+7t4U5MEJoTSjCJxDlc2iMLDJXYAeqQBt206VFeHLkRDvOCJJvZcOtZRgC7d4jdapoklJmQ4J1m0hM/fm9I4zFJBM7yHbigPnzYDlnUA1AbAHV/Ncqycog57+C/b902Rna/4MfewEDMK0Ze1j3Rjw1jmqIKLkZ3vE0JBYfkJMVfYyDItiy6uH9qxbWJ/FbkuAGAFKi7Xm/b8bZMwi7aYTUAaJ62knWGpO8XI/AS0V6l5WWzoSX4RRKHg9BKZsy7mA48JuSAxS9aqweufRN3s8T0gYGLfwLAGx9E4vX48Wb+axblxkvESLaDMCNR3v1l10pHua9ef+TJ6VIkeWSvOGjfANYppf8DV4RIRnV9fL0IB2NKy0F21d2w/gRtXpnoO7mx7OH3pHWvWbolWHPqFwCfie3/gmJKzzR0p6jMxCExFgW6EcKuaDyqRW+COVoVhKozR3GHt6r5wKnyB3/QGcjFGYIjld1NKGOn68xsbauL0MmLv+IZESlqKvK5S3UY88aERA8KtetSKsXwI3AGPBvrNt2pwta0RjVzf+DP6IiylVvS23HTEkeU2NPeNMsm4KmIZiabhjVBFQ4UHGCRj20Wozp9D/ZGazcyRpwBRV9c4EXpf5zFO+Ri3C65TGAZljCe1d4zAoFZGOyx6bSaNFp0XOVMbAy/4z/GxDHH2oiUqCEycUOFrRcb4w9qKeI1qjg3NrRtk7kWb7tBCGo5ffHrNSXJHCKACxgtTfMjN8ani3CpQ2vMEkMli4mmJdzSzBZbDNexR21A7Rjygb61g341u6fVdvhHgDnGEulAA+fWwsCqU4vAvOJ2Pi7wp1sCMq/oasIEGuAXkFVtSIK/Yoihyxmq8bDM1qoXlolAcPGC0p8neeoU0pnAK4s6IofrJPowo2mwvb1HahsJV87qzkcLJ9DyAQQqHQ75H9Qg5euBWHF/bS0SXU4ZoOe4raA1zOOB+EpK7hP9LXsGlec5AwsSayclgbn4HC0EQgSuR3cUS21YsE/cuBhHps0is0riYpTn8xZq419T6S7P+uVRY0ETp4SFnGrbN7mjKROdV0MrGEkFB3AnQAeJ22n9U3OgfNNRcbcdPqHSA8wqL13IY8FkFE7yYVxatFg4l9+M0fhf0c1XeRwixFE4GaAFowcdjnI2i9RFx3v57F50KtYPyRv5vuIKy6Ml75BeTiNyO4GeNvNufKq2iNdwZ+TiQR/2NPi9MBKKowvUWGpiRi7APEVgVpN0sXuaeYvDNTD3KUiKlNbJ/kRMRbXGxB7SMO8ZfwmwYXt92Nu+aTdtxUJB4KbwYIQrVFg96Bmd/XyvlRgeLyS0JDljk9mAC2pPS6RvhKOERUHABjpfY5H7PLhjvY7WUnL8+3Vqt8+Zo8YXknaUJAnpzqSxC8hwG6piSk6zJjGBl+4uoRmcfnreI3fX/1QZSmIlwyYUTW2mwCFiOLjLi2DYlJnGNjOXY283faje7fOuB4+YN+QExc8gD26g8O08+aiy0b3y/GaV3FjWX/FaRMbDNBlQD/kXYDwTRYq2bkU4h5OvXNmqvG7FhIhKAqn2jnDfymEgcN7TjmvKNlQDnuBvt+mE0a6xTDgkbUg7tF3Q0iW2dFNZ+/lYLy3R4pKwooNpXYI/3Lv4upCWE83iy7camDkbiiPUI2G/HMY1qJUIyfiqjyx6ll88V8EmhUHufevbMu1Mq7eqqn3aorgZfE4gZg583hmVsWin7ugSoEhpm717BYLK5MqcQWqClDmL1HSAkXvaa1VcLqBQ98Gif5H2qpwYT674S+DC38uCwb8DbO9HkAvjgqRGY7MRlaqgJPg2s+N/KqvOJUFg8KsijgM0Bdb5JmOQZWFTo4YZS8onvw3RBPtgOmkmdOts4dVRBBZ3FA0gddCm/dJIlpWVi+XRzdkgaO5G8DTzKhKjr5qR0BpqwgDh845TyGfzbCb0MOf3pBRZaM5mkmUTA0CqVlIVMNvwnn4GAypKFF/iSrA+f9Gcjxw7zOUVWuKyyUS5Uj5GzEIBy5+bqTDlKVjib0BY+ECor9ALXSS04eIjfsnCn7HgUXajOoVa0upvnZ3F5zfLnEebTCy4upLkUSv9tFML97cqpda/tmikCGqG7huF+5IUNVeyMJUS4Q0vfGrP3sDM8JJIUMQWCYeFyTpa5L5XZuWPkYoQX2RDrkrvmo7pgRiChsTqn/baNfgYzRBl0hwQCOrWPw0rH8V645cpkoxfEyR6AjfP0CWgGIfD7PTVPzikWewtMuZLB4i2ypSYXRnmg9bmLJcqlJ2TBkDaDv97QV/fZVvXA8FreifsH1O3Er+G8JBD+1DSjCDugk86+CMMx4TY1QVoB3k/0d2LUf+9Bygd4nzt+MfsSDW4sCAT0ZIx2kKTWXqQy+C27Pmi8f+NKgVUZ7r+0Fyyb81ubw/Yu5hygjfV51ehdhfe5aOVhtDNPN6ocTlWW7qQnPfMXwEDg2ACE26ouwAwGHiuCb8UnLBZkpYXgXmvFNgsTjYvpQe6Rm5FOvzhoUU+KkyEAf3jwLN5yGIK/GZkBPNkdw7Vu0sQNW+I9vOat4U9OYF8YxM7GJTlMWLtCm+niKrEtXSeO55EcW5T3uZTTVXHIh1/btSmmYTDSm0rRhT44+ULmd2RN+anqA42KzfjRu3Nu9lktbGdsCypKCOTreY/vNE6TLhTX/Xo71KlFqgWl3RvbsVipQRGDfdLc+fifWaUZjen+O5E4UEFegb3LCviMctu+Zl3UJlIB+RpRKM+9yNIWtCSW/9GSUBjd2yIgPxpBYvf5uhqVixavC0GABDrMJNpN8MsHwpxhKskXjw7jI8BKr7RpVQoHW+nk9INNnbiG52Kp3pNR6nFqcpKvsxNYFkbJ+nuvWihrUJJCHetfd5M7vRmp+PL6wlfcRFZQ/H2JeImcceNhpbvWWmdEqvfzSn5F5s7MbIN3vJyDj3gApsIy25258lUJ/+p+tVqB+81AmcpGB8g+jdUPGpQFnESw9ja0hH0IxkkkJUimjb5OU4UdNhaxBGu9Y4MXX6oQ3jZD2a2UOrC+DIZkEHxWH85gScnqYxkt7LtET4owaSceUtD70bTrDWAQ280Qvd0ZraaY2vSE7Gm8IVaAzIlbOFNdmj/Kp2Pk/6pB69hjlTTFGsmDuDqtBoA/TaClN5x4H2/tlCpdL2S9xD1E00IbZcGEEmly8RBMAoPCUdZBbj6ArFQ+dJASlO+BMecIcrlt5gvSOkU707wNpIhyzH86zOkU6VEEfCCRmY9lunkUebx1aTvZx2LVgMxk0gYo2eMr3i3Mal6dmnX+tHgjkBIH0PJ3oiAkXQIHFqAZqHEZ/njoPd6nThGwusT2ebmXUp7Ii8kNgFKFz0RfEBhfq89+uv3ua2eqG7LMiAOkodNj3xWV+7B/RC5bsRTshMCK7+pWnisFPpi7QK+dm3kX2ULRT0stIBVgIWBsEso2iaO0PLbEnhcd5Sl6FZn4rbxgrA+XYM+cqQks34yJQzWQocL7RWeo5J9XMO1C3PgF9TVdvsvQFkvgDaIMVqNcx/wYTiOsMwpYelC3KM5ZRUnZjPiSeoPzQB2t157SDj8Bo6QHiMsU27A+1ZOWKHlcpg7hlpI71BIHKvvpsZtzTuhuwN5hI5wSZZ5Fwu0KM1ckJ92p6Z1RnBmDBIkeT+Fcmm1H1IaiL8qFr6SuY248XCLC2alfPxt0S4pV5UxDL5DrkIlxm+5GvAfTvRRkzl1Kt0VUzfeKhYudIKSMT+OFEG6egAqOmehGowy8Y0KWpInS8lXFBCz4VhmcVrEEPrMa3hmF7+VRiWP8d4r0T4O4us4XLVXl/DciKiCVprAGBP4XMcvtgVHNSvAqYlshxoFZ96S7e1r7A/sP9mfFDTpEksum0vysWueWjQ6w7eTs5Sr5iJQIol6E29T+r8ks9OdgpoHee+TUhD9ssMtMSj2VZmN4/ZHcNe8ritA1piK7yd3fKQ/11q0V1vnKi2kOCYwSAwMJlwbEHy7AsirBJi20d0IA2NueI28Lpg1nyKdZv4PAAO4XTZ+qnb8IweH0IjMzNL1nZhB5IIKjwVbNyywkvME1si/1u/xmvUaV9jLa9UutSJDx+51kMaa8oGNGllPcOQUIYF+OTUTMjHxZarJhnbWeAhR0FG0xez9iXuNeZieqKEjunYrFMmediG4by3xFvMdYXErZZj7qaf14mFzlu02MCxD+PgZnHybqZgpTPq3J+YlXNRv0rvKcllMXT1VvUbciaXXVvHhg8B11OCncAARu4Bvwq38vnu8Fo5HSS82cXytslpDx0Xtc5s6E8vrYqpNC6gGruD2+RBuoSI9l+MGjZKdYnXUtFLeYLo3N62iNPOpbVvzj9fdv0JQO1b6H0djbJjjt1XMjkCZeWbITQusks5o12MENUqDzpT8fOX2WAgQ4MDRZHs2Sl83tgQ3FV/btK0qQ71Kcdx3CvvzP1gmsynHg7XsrIhWfX9xp+fK6ncmIDMcFfJnokDNPg3Zw7RwsMevhw+Gb8QOCJnBPDQmLre99MKl7ASBWKKD+ATuaWuGYik03OI5JfkqXw7OzyG0nJE+OrULabI4wOAikcggeqZu1Czt2y/w0d57ty3zL2uCsDDmYm4IC2spB9Ab2jZl4ZCzI4TOIXM9y0e2kd7aK3caj0pI1dCFZc4hm9t01H+1a5iYqvOfzD5DVyJ889XXfCgxgRhc8cXrLxAx+RDWZbjT7j5csAl8HBkclGBzspgnD6t1RK+rdlUiJSuTNgQgNgkAW3EyDMh5K4lhnZStnsJEuL6nrbLijabNx2VcpPoy8/YfcEnKippt8CZZi84Q5COagq1qJPs8qLAqkHrZkDleTTnobn05aUTFpen5KkTAVx+bDL3Zg8QlHnqdzsFBllJ9/xtJqieEI1naK/9qtSYqnc1ziFnv994N/J28DG3O1iDhotnj8rMB6UREHDiadulJbiL/cDKHx3Vh5sa8N0bktlFCxl59HOPjyZFUIpGBefbr9FWWN71xun+49L1QQFl93l2+TZeR94N2rmvK2Z6mhSID8tdXXS0vyJRJ7dkABP6EC7AE3nN6tWLfQSmqmZg86DFnbrNFiBDUAcUXGOlplkUQ7gWLWMAba1MSfYA5rBa41zBnAwnVKP992K7heDYEKCUedo3S2p/yoxFBBn6wSf8pmzGA4mt6+InOUiJ/M5iSZ2AzBDAtluhMkdFZpfBx7IWh9EO3THnojjxn8S8dpM9eXLJbxjpnus7gwpyzleCj71e8i3T74nu/trsazAeKLDirnYXXCKWxJsAUfOtbDjnqLN4zpND5VQhI1pMVk8OVk6UwlsVMnvT749fnH4slPMpAyrv1bSGom/p5mJp2OVnQotewogjDbnvdSwFwjRf90BlB3RKTUoKIDnBQOxiveDlr81FlbjNisQlooNJG48rCfw9CUJUTxJPkJ85lSlz6kfyWNam1LhXVmJWP7S83ZJzpdUKQdYhnUDwfA8w5CJ9WRmnL39gaPf8Gy7sUyNVQBCkRTgikc0wcaALQNTOMxFn+xvf0dUF5mkLza7X0y3jV0LpTEmeg6paVdlQQzRozvL5RWCyzK+E6hkqaICOZ9u+xOI2uuIgRJKDJ0ayUUh3mu3KDywq5fo2Zm+N/ZOGKjkJdmc8ouMc2P6fB6ZO3m9LShQ1+RZKH4AgbtQQOko4NUEqAHENg3+IubaHNPZHtiqQ1QBUzFD3BQOyvPvuDyIEesLCwYMBrpwNOaLwF58YQYoVUooUDA/MWE92T0x8jeoDns5Gjr9ohL4LyPyRQWlK7fwnikivoUR1s+PpG0/MVsiiLE8eFraVH60hdpYlVGecJ4f2ZFSrKk2bQfK7b2rj6GHbHVveWDMqRg0+pthbCDdrdplr5Sq7EMOs/DGso3LCTC/Qrph/l7+e/7T64CgU4kl9C/vNmM3m+TzW3pEn3X9s0zsp6vuG4z8NPusuQWtRqeKgnbFVV3hER3NM1K//Y4kdk/LmPzXX/xWegSG7KWXl6ckqWVggu7ld2zGtIbDthSQ1ojAioGCkCDKK7YL1Kw2s/tZMLDdbBFQGnMCpSuR2Eggo1ZOsygEP0eP1wBQUgsE7RAaJzEhYWrRSjCd7+93OhEuPL1+ULj8AD3C54/ZSR2Cqw9qlmreF2p6tS+neU+MP2xlEEuf/r7xrc2bXeRYl4l5RRY0QTjno56LeyWH9xBFs78VU7eq92If2Q6v+8izsDAu67jySYibXiMqH+V5zqH0/h76yCVVe5fE3sWx6JnfigsRAsyR+npzG3QeJ/XAqJZfouIEwrvT+pICrcfrdSx3jjAbB39y7R0iWUd6130Wkwwta9EOdOiqKXmOYZ4ofBmvUWsmaZxTTZ6i9CMl/jKE3YzwhZZM1akEOo1iL6DnpQMDVLvd4MTRz2jM+H1EYGARybX05ji0BTEguqmH3pZYcOTZFFC9rHQs5J57/ixuqGpbBdsnYT+EyGHhzEXov5/o3h2Fl2NQXaf3ax6JprzfXqjzlzTX9e6oRj7+5RzSZo6emSGIQLm5QuoGmRRClYs7jakExjjYSiKzYKeR8MG61JshGaIkUAptO9hiOkQ1jJr3bumLpAZ4GDqXvSq+8R7pNHpN0Fp1lLROlrmCmG69MaaooWAgEOOmjCDsWaQ5dB4rEx7KTfYXps/IrfovsdCVn1t83JVApPqzlNPDkn1AQ0cjVNIYxjhk2Rp7WNg2RBEDz7VqNXCCm+Yq2tgFskm9wLLXDNoCDZwpvtUp95/IokoEMfkCGajXPxFiW37Epvk/3MWemPYvVdF8Ny5fB0dGlPX4j3LaSbu7Dq1EmjHjLoc7L+TPGfw/DPI/EzSQyen0b6uC6ZgSyg/0Oqlbw3jEF9EF2WJtH0cMqurxmAgUYAU8tB6CX+HIckTuL7QJ6mUNTrZE5g3pUqD7b0vehuJ0zSsyA9ZGXwReIuXpROIAMK/d0zTyC3vMdoFXzZYLrxmT6TDDiMf+Wmda30Fwt7cZDn+vw6Lh6lMe0qfnFtofq1lyi0X5D5+j5NPsRabDPP8tbhIJsPcUvLi0xxCF1VOfFTof43ckOijtH/35ZzqJE3je2j1e2UMXcdUghHCg5ku4S76pp2MGWL6fbZy31QtCAnpK5GlCrPwiukdrTe5TN06HnxD+QlhxExFTBnUY1OsoL7Ih2in1/D5h/8440ltN8l7jpakfFn76vubeMuNuj4XdYFwb17RL/CzLfRK1C8p3DBiK0a3/rg8AFBeFRn7HijXxkZ04doK2PPCkEElihjDh48U5lowDKYQMLpAqyViEKCdnD51vGy+bJbLkQI+lt15p0rNBVkWQm5dm2iMONKnazfJco+pDqxgXqPskOeG+zuSYJA794WhzFf8r2avIusOF5L8dbhDn5umepMNzx/JMjxUeMnrjeGuuNLEdLRndUnsBLzrKwLjaQZGAWQvOUrir4AylPEhz32lNwouNzdp8MFb4aFi5TNmboWJ1rpafzPBYWYxVOF+wO4N3QDsRRobq/ywz+wv99PxI0QGkBySZMXRUVl8SbpVd37kbmwLwk2jLtNi5b9m4J39wTyYyquZDeWNJGiWyme8epoCPp8+9NvgWzbc0wPoHvMUt0ZB9OtmMKxHBlRPDXgVpgRerc0xuzSlhF8OOCbv60VggRPl5dfKRz5uLwXrdRnZx12cIb9sKwU6+3ZC5H4KS5HECLACKs1FpzPydrN2PAchn1JGWu5qGBjU7SmC4kNPzfnBUNT5uyo1krrIN25Hl8CZWLfYjyaBbL+VxhnxA7dGJsGbkouL5647t19lQ4itPhc/LocuyOjzoHdgQi4GhcrDuGGM0iAciXz9C8GGHbcXgwUvX8L9H0Ty2ZdQLY5nyxtdl4gquplHu4bFmtHrg1QdRm63zq2K0qPJPZKeEMBtSSUnzPTTKy7IX2JPXx9Y6mzpO+tftPxwNxN0JlmY1h2+K59tg0rw/AZvHhwyUB+A/iMBcL1XVZPvAlwvf97kTOCfF7LTJWZSX+doo93TxZhOYyiuIA9iJkSSoFImb2vt4Ds1bwAZiPOCU4B+2ZUloJYVzsJwoCooyGoa85QR6EoEbtw3mhmhM6UaVH40SIC8gWM//LLMV5dTet6b3g+zjs49BH7GvSrlvmyUvxBPhTYOon09WoMG++yZeYmqwNPHs7iT5sXXeJ1E6iNMkh3EgqxIRJCpAUOXa/OETkjQlYe1JFX2hB0Tkv7UNdaN+KFoVsbIKuvVLU6P6fFz5FxPAiI/zDXYmXT3uuOPIsgX6R4uVuhPzzfvss7Sg7jS83h8WMEAzVLWiRXWWKmx9BMraTw1QVP1cIVib1o6kKJuHHzK3NlrKyEfUfBhuVEBThsYdFphPC6pT+YBYaGBAnUxE8TrcgwCd6TsGApTB5encIQbZtyluninU5vTa02OG1zWUDEw4I2b+4yMo3FKRu7ND3G2uWcvG5dtU0137nZzpaKgCZ/EkMBO+hgBUoh2ER0kfMkZY87NO0KD5V1QrQQxBSO7AInP6vLkUR0xCHHafHYVG+7GnCVmHRe5wxnCmGOQOgqWcB5m5rzzW22HObfw0QqBtDTRmLdyvGctLwe7Ya9ZmBeGMiRfos3YJmW1J+ZPjbftbjkKbt4SIXprMI+2YfNGnrNPfyw91Ri2zZ3zAfoI9nBAVEcifC30XELKI2gFP53mM1mqEI1MmpLKq3N0Uxt5s4G8SF4JWWHlGc4h9I7O9FOEy2CCqsfLykMOO47SVX0dzh3nOcwFVcqdLcU6iclFyL2tItxG/Vuxbf/4tP2zC9KlCrsNLdajfdQRlqf53PHigS5fXRXZBXx0+ad1t5PylgfKCeMLmDE321aUBnT1ixEpOlONC1oMKRxEUDfbSmA7yRQNRvDdVXrOxDNWJaWWza7k96HBO8LOFRauUgkaLcANxp6kwqp1iLqUtZ4Pg4jh8F0p30DyTR8T45Qxd/T35l8V6wtxBoXVjpe//32ES66b3guvDN4RMDlUWXx9FTOKJn6leC+XujMFI0gEz3xmVgpyGb9TFyRtp8dVzESe16wZufjW9TPgbZ8x84yr6qanAAS8avWp5bA4Go60/NU4zeSp39PXTL75Eko1gvpJ8Nuy7HFHUl1fRfPRCMki0tCjLdzFvg7doPKHtGvtgS5YZXgBUxj5CKlFxpDxLSD0gofcDTXxUaT5/EmNMt/1xUF6rsUOb2sHPXrKKKpYX/uJSShEj4VDJ0ZUEhAOqeqV+MPnr9AxkR2YkeseC3EVG23vRJl+DTtCGx8wZnb5jxp0UJaMJNO0QE53VP3/IpHyZxyRWEATIwQli1FOdpmVVeQrlFvyHLkUGcPnc0I8DMkGUytWusdXNnwSujhlchpRC4bipD9ME5GG184m2+eOqGj14cRYcHtxwv8LTGx069HiPDqqAtcAADTPRzn7IFMfbJ844xhQgKjpdbU3pu0TF9sY1IMc0VmSOgCv/A3XyDNZC/PjAVNksfYprJeoP1Xm4z/SsZuXlvGP6A+SxUEl/pSJMt3Qt/7gCRzynOFNVCvEy4DkxYci5BAo6oElOWrUEgOLXHG5kgn8+LpGbU1Yfo89WfgU18lCsDCjnoGyzHAHzEWWbSBbSs+s/2KtQpYEa51QwEdwklycB2gsOSKVGc7V0VxWTUAhofSibboQapkSy3unz7O067pmOLQDrvLGVPrWPZ7qosTbZ5V5SUuz9AKh13ERejdzOwcHJjrhDY2pAU9CAix8ZOYoRP2K0GS49j2gESO1bpUHtm+ftAyQaT1gtWEexE/vGbmPAFHzzHcfZG0WZky6VwW+bILP+OdrJoV1sdV0Ytzo6YK7r46FhURWxPPehk0Li1rj742PWXGXTt+TyaBwOw+JMrSpukUhBvtLe+DzMIzt8xHhUcXnKqHFK5JjbwqNKdd/Nq6QvFAO9FzDbRReIsuOPiDsmfGudILbXjhqUmieC27XS3UN76ehgQ1pgQljiDEMx/M/OQdc8ui3vmhMlcgjaw/sS96piTbOdOnM55SJKHBcN1c6vV4HUXy5oPagQWz/Utg6yR+BdXfAzmgXgMc16gKVNJthxSNE3+W8Lt2F0hNbIbEpZP4UJ2vV795rtdrnpUDs59CQKde2+N4BjUqwAapve4WWVV0hedTycpXLQ6CksQITbdcpJMwxkKH4R3vPLJny6t+JbFcaOMHr1Hjx5qkCS2Ax9oSArcUCus66+tfyTvgSlI9KCbJtoBJ8QhOsjA1shEZfJO/YqK2GAajfJxBkXHs8jGSgLmGsS0ZGkUCYHUo8JVAJYvf9IHm34rPHqQnt9DdoIOBuJ7lVddKLezQUGSAJWnXSx891TPqJsp7GQxTeg1YtETVbdYjM3zHyjRpjzQhoIN9cGO2JiN9rkbSFahViH/pFXMKm1aSxXaiug6aqOCkvG993wWIB+QPBwXT3ytprscAps9SF5TT5pUpnUoW+sXb07OKuuqoS0SxzN0hr1n2zb6hXOcDq8AaZP5+P+5z75FG0V1rMinY5JHejf/MgdpDW6hR1PuQpuLfrayY2hDYJRHldKrSo1eYO8+FRy4XXXN/5Htvj0xdghYjPBahhs1vGSQuRv9VGlE8Hz105TuVhQmu7SM7IszRs4AiM4ddSCJ5x6nHoi4cMAgM60Zph49qRKI57+KkJwvQMNjmp1+hxbAdSFp/5lTEMDtAmwYWqG8sQn6NU4TGjQAw718iwaAspXbE3n9GqVOr2zjTieA/plp44ktnpnRaLtKKUco5kGmQpfcN4lE1WnZfV1duJ5okciM3JCOXGwi76pBXfG+JiNrZXvraR43lui6Ofeh0AcovxVs0mpfo9AyUlwBbu+mHWRFbMBJcAtsYlVkuosKnaJAGt/PPy9WL47Woqygz93RJ8gvVwIdI5ETVkrNZDfPswVLgtyt31xhnNxGNH3Pi/Mm7kgb5jrnAI2wTGNUYLP9puP9CqRlen2CLmJzeMsp4I7ZFMHF4yBxbvgir+7y29ggJIO2kOfBPCyxZOOU31/UW8aOucqBJzd8FjBrqQd3nArLA5HcCvridhjzvt2T87k9jj5OKz1mVKmOQpft9xUIeG8mXIpLEToWil3NlojKECRymKsrs0d2wv/KKXOerG6IsMei626W9FN/1GoGMCWIPjVojVCMjWd+bA1OwWjan6KmevWgaJ0NQNe6SuK7kIJN2MHDqZUW6dPB+k5900rHKdSY1JijrMsVyjBzv50GKuTDFyqMLt0gwHWibLkFLyUx3O6gG/Hgj1UNzAvpnNRAdmdQH/cH81HMZZfVIHyfX72FlOsDaVk4UC5iRDDJdRjGZIVSPITC4mZfDlH5nATgkd+G24BBd8kwIShrOusDl8h5NoF1ZbyI2zZGvtwVazi+GfhDfSFgkEe3mQ1J3X1V0IpzDtl+yn2HPZj0CBFSNCe1netUKRDKIn0WkangdDfMCrz+7Z78aDj3ptI91AKjADydNkhKEDyXWRlc1WZN+8HkEECoruyB57NjTWibc7tx9jD4kY2j81Eb3emp/gfrE4e7e2gDk6QnzpJ1CSHBnT5/XjSTAUKygqVrIK1AM6zxwM5OVM91D12WjLPMgHm8pa4GuStdR7LY/kW54fhCbtG0e4QPZns7V9IBC+x3PCR0aJxy+o96jBFGf02/T1p/qgb15IwyRH0TBPO+Yc1I+KrBZIesGhlD+mq8t0e7GcOo/zBT56Xd/z38t+YcLZAAs5MsVrVmjpGTwPLPKjUNZRkZY2MT4dT3qZ+Bo1ZyqeMWzvrX4XTi+lcDHJgNK+CDXqCIJJW35OYbAq/gh/Mj/dun+a7hbMg+EY1dR0u3AQwg6uGiqmyZmWanm5oWhrEumc43oNoVIbykjOycuMp8QCoegne3UOg7a+Zp5+TPTjI6NhhjbzE2YWqfu7NqAaSLKzdQUJbdnj6CaVabkUCFe/CmXPogw7uHHFDxnqkFYKL4TA7w9KMDHmxO30YmcwNLUR+1Vd3uK3/Oe7LEihdcBFABP/SIDteB1oAG5ScWwlMle6n/0WwnQaQybX/j+Fm2PAMaxDf5tKYC+PG776ZxhqEVa4O0ycWncCleN5+fYhFlE7mgRwRQZnvz+RmIzC2OQ6K/rLIEOooHf42lIGVMpAPnrP6XUlrGMV5bZ0gVe++opTa2zELbnTyh3dlef0yBWNHr4aYGSxYSLt3/a2wxsVDpLfFuG5uwzrMV4vI/R6LOp3WW5XPotwLc/AN8iGIULNINk2TVq7HAh3AdOYqnB0RiguSw+51KyaJvL//2ceiK1+ql2tuFqlnWNCxcPZYUQNrXmyEqgcvT1TgNnAuXX6js4tyQxwK6GViHqn/h+a5rikYUfuilgc3sXTv8zg1v1h18fiCWsPvNyIwO4S71yNyHxW8PdsO8L0RmX+t0QyCmA7oCJUsxMxnQyMbuc9T9iAJBPRF88QsQjhxk8OuoU01dJ8eVbJUxuYkD0syFH4xystS1mkMcQmaVyOXcG1dMoFXYa6SEpvMMJWHv4EtiYB6Dim85RcuoDIAD2OCojsZcie/Sot/H9fAeLuz6zvIksFAr7s/zKvi9y1v5jo2HXMYqeSe7dWRkh0FPyloCQgkGrF+Ekawt2b6mzhfQiE9q36mzgwahLczej9UMxr4UqKbaexeffx0qoLZu6wBqeQGlF7MgPkgjQ0IruhLbStcQtJPdPyEkhvDd1f7Uz/csSHkT61xPcgvF2Z7ZmM9nn5lzHnrLX/HFpD1wwnIn1X6mhwCtpqtlygJr5kz5Ef+G47RnfD9Uy9xHDv8rJnKqKH5NJ7d/wV8mv1r9+rBf9qHwiiJyQBCCKAW0qJ3Y7PnymC+jMbsqg3C6PQW90MJIAdjdYyry7xJ7jv0Fj1F7DmCF/Z2u9XiuCiw3f8GKy6abfDf4gRrDbBgqHeGuiNcoQtLGcWKDH2LR8WZElWA3gmNNhBcSP/udLqcy31VDfL7UTxCBSEXrrfqkqubqIHCMFppBNsGKzGBAmtHKeywYAvUaZt8o6F4KBHu8IdHNuGZQmQRcL1r9VNGhCJzbKOUU2XI41b6wTmd0JD/cBSVd7QWeewtPPo/X5Wp4udpTLGepdh26VrJ1CKeIpUp8cGNW+P622xXZcm3ABgpPuEYlKlvHwCLZuUl9oDOWMbEbir32FOf+kxnxZxLcdKTOrgar82MzPjR1i8Wik1ETYUFAhm+qz398+Qu8o2YZ3r6eTxbRHWwBKnxsykAKTHj3yn68GaTjBD2GfFNk2j18E4MXn+IkQ3Aw0wxqicDtzim3gmX/A67PKQ8qk3CyPvE9kUgl6z+c4URSxwwDokdwB9gsEm75o1v6V9GDtv40hoP1xih877htVrhle4xDTT72oHe1SielY+3dYv3f/CLbzVacuy3UnBAohQZc7LIX0JHBUx1rd4Q9q91Gbo2Vvpu17DB3BVrmcMJ9k484tuIAK1JFqbBaLVqxhuURvwi0FPRjD2Li78DS8BAfj47MPXBIkmMnTfwbEYZhfrekaEQTNx4JDFGYgQxe7orX//uuZ4zwX9Sb0OV3jumP6RAdvNWbO8TYvedGP3XOUUH0Wk6r+X4O5lBMiWgyd08qJDBmCBRFWTrXj3xjnR04COFjbld9P14dNi8VhM0yNGznj24SHRIqgLr1zDpjYes0AtlpdeWb+R8XYSTKR1M8CmgKutLE2eBsl10VZkK/aCXgKKuGBBcXhkWlsSxSWZZOuPzn6kyoCXUZKlFcl0HahvU0mtI1e8INllUz+vRPRuHGBw/aDZVm5SKjZdv2WMca4TOVfz4T+YnRm2WTuH5Eq0txY5SSpP7ZZWwkaRwp7NHoOQlbN7Yl1vVUlsDF+1JyNGzoJFKXm49PupHDDNW7zbaKtI/gG0H37H4tlykGiUgDjuZBR+w9nWfSC2d3E7XxhggnsptGka/SrLZV4JHAy9+tVYGgjRTm7nxUaX3mgkq6+fgX5qvH9f97ZfgaC5HiSe3WPZh/tu88494uDLBDM6Ya4az6AC40GaxE7QnhpzKq5FHudcY7qKGQlZwaNMLfNf2lALHRUpwbGqxLTvrTGR+cPOUDeYvqeNipagZ7IAq807Wr6/WV3zRfryeRYlTi1MHRVX6fwAmKltIFMLGkIQVcp7vRyq+ukXsDvgWD9Eds9525HoNXvlqAP5olwsuRH1vvvK4Z1PLR/xh1DkoAGD+jX4XH4o3RCMX10hNj7axLgRapaSbpfIS5uWhOettbdE8M+Q9t0fSb3cSZWt46UXBMGPNg+hu1CV45l8XuEJ9CXsNxz6A6vfPWTAEFC8BQDZQyhjRDkd41p9Bkgf4pIVmeKjud4I6n5I0qzJEmnYv5ZPvHyqdcPkUVh6w5AuqTFV8yylRojaFAQ8/P5hVCXGct7OGeplQWDI1IlUnnyQ29Cwm4gHwlVaA0Al7UZgdhW8fHbSQYQzxSozySnP3Hm6nSLia4sP3OGpgN2kt7qeIFYVXt3g7pWTq6rC+5oIbZ6E5koyUPtocrOjfm9k/rjJ+ea81UVIrx9U6lbB/GipldoiQvDM55gBB2T21L0p39S99zB1N1YbKHIBkqngO9iIWFB6nWa6ZlPeVCynUM9PPB/WtH9anDsFmXOApy3/b1KxiW6MZTBnt7wZmFXTWTzQYhb9+ZH2uNGn+d2t2VHUWVC551LyGDoGDaiTJeuZ4sxOpQmKb9NE6dkZYJlKDaVGAMaJA/MBQvbz0ClxE44K8njG6fXop1Ec+MoXLgQ3Tmzst7RzM+kouvTo/yx56ztYaBtshztAtUap4HpiUkNDpOdBBjKQ1POZ/UpLpKmYYiWt4TuH2dOV55PJafqPPC146PuqA9IriL/GPoGBW/WO+qzU/96yyCpgdMQCGUTYy4ZjRBhPVqP7WDMlSBAjfVC133kvAQodqJ04ZCXBGsCAWq5JnZb64ixLk+LoegsJvSAwvIvEJh2rk6clegEZcpO508aZypXBMJdcPX3eeFtq/iYr92vpmFwai1dYcEbTvh6aQxy8DuZ6qrJAP0pjXBgUUDzn7IDKx60/7KOH1tgVb/KngiimxF4MPKjQvL5o2MNtajTpoENLzU4V2v2uh3OL2POaDXv9J2UA8nCm+aPImzrbg2nxDc+2FEYUp+0gRKTVfZfMAhcIIRG0zXXfZlPkU3j+07PSSb3nJHXK7KoqBNwVKLCiwBXZoBHabddD3XGMEff+quEaWYWJmwEy4NNHZJA43urjpOpIA/AlyJovaGJYPRTH1ESKLwpMzCj0zJ4wuIUUoJurLGQgp4GZh9pBn1LIYLB3FEPyDY6akh5Zn47FGzPxlcrYHQo0gnd+3yKf6+hpXoRiuUp6tK1ecPh78Fv+kPOTNot5ykGnnDZrIVfTbx8fO4rmdGlGWk5qOTSnaqVljRseB/rh9OnYZNwOM7twQYmwgSN9+8ujRane/vrLpyJ+XxqJM5hJO4snk2hQrwyBH2btoS62V2YqPxwY65yy7+kcDiBSDQTGqqAZw43fBMyE/MFTEyz8BJ3oZVJrREFsQvxYKUEBr0epTojy49QcBSO+QrbbA/dkbbVGd74G/0iu+EU4IklqZdIQu6OnKy5Ii/XkdZSU4+GXlt0Bf491G4VBSzgHuArWF5VtYejRceJOwms00K/TPAnwr31YA0/0+Oamc0u2uyDkPIBXG8MKy37Nt+1PoIuIvmChyPg0+MrgnnTafEP9f2YIiGnbvq2zm1FLty2xoDDgGLGJF4idVLkSjLxJMp+6pqyAsFCvs5Zgv90dTxxrkP/jomL6vytfcKWDpqtVYGdh4PRj2VXQzKQ/2azSaVeG3tQFqlqrz1GLVI9rDnW+xEOK5X36dpmZAfTO+Ig5NJDn9mtxHcSwFSod+kDUfLGbGbpWTDLNZkxP9avsm4XAbpzbWMhaw2eO4TwqiVdmrmIVJzw2jSuJm5ADBVXoFSmiE0s2egX9v3KCbs9D5QfQZ+0AzUT7RQ+8GY+ldHS3bCZRN9CLBwebst853rkRlhnMaEiC2JmmjZUBbkQvNN4ukd0Rb6miJotkz8rdeYCC5+Ax7wTO6r2f+QvJKizhW0igWqjetI2kl2NyLljkvZlwcydk62zrhqIVn71YuZhs5vbNKRvrmxzhlB/cj8Rf6h6ZQLfWkHYW0bhBHW1cza2HVfDvrWd4ewGqUB+eoci8I6/OTHgZVR7mYWAxqk+Q144Eh6WISzCK+9ftpml6ooq238yVbt2wrEHpLPn1e7gHRyZ/kGmPJ6UOLJ2iO7FEhNky4jnvG6rd8njHwoOK+Z/CZTGQjoadVijmPF6fgBVVR+c1/sMU8p7NU7ndhUBDKlEQcf7sOLJ7l1TcS8Ee/05iZNTFUU21hujVhpYUFkR0bEWXKuqDLDUOcAQFUTT5QcWHX/vuKkULR0MlBuxiH39ZpjztCDZ3ZmMTML7MtZAUaSSw1IxxAxBtZNSJpyVWiUchoFYBvbV9rKVWqhqjlNn8whbIcV3Ps8HO9JGlMHlIPHE2GnKOwKzOkg6t7mycPC5SghykVfvD1SmC9AhR2I3QE5pJOQKZhGjuCyourfla8WzMGUv/RUbs+jGJpKESBr8V2GHzoQc7z+7rrlwc4qxyqGp97VM8wA9UyJXGLdj139g6OuTRqczouo/4eRhApbwVqxP9q+BgEEo1svieYztBP8USeY4ooFD1wFbRRa8VV9GMN9RvNLnVj/yqGKKgpATKwu/4PVAZtS/Nnot4SJc8D9gDO2n9k8pJD14jqYg443dHatX1ij5KWLF0gh+ZaPc9sjWB8U6RBBNYTQJQTK26Ddzy474EWTSr+2kF0n6PwrFq43n+W5jDUrNwYbCCa32RowIZMHC8i3PV1uE7rod4gtT/zCWMKTBsx2Y/cV2uRJq06eZmGKei+GOsa5uOPY9wLKm3gbyqDKHcq7MB6GHXJbpM124LpGgEnilthKeZx4I1fAcCG5xSzMPw/MpUCcsFg6SMItj5tXQDUHZM7AGHzVGTrU6NUGmZuWiG4FFdIKMiLvHH3uCkGANM4ecGj9UO9mcryoUI534+OFqqsC1nnGnH/EhlDo/+ruCB7ns3pp6M4OWrhFUZ0gpb6TKdvc8NEhpyADR8lejwBCQ7lJTxTh/tsybEokFYP6ToX4a6aRGRM7QYov2uiTnaDqghZx1axLMCRJVyZnfOKq2sWHQJrXObkxxpQjbAUlm4MftYz2Olc4q3OtGci+qVISbB8mj9Q6wuV67uJV8L+zP/GQPF+Sp4F/YXKWUH7+ePY0N8+vlVzyR6Kibb61Oi3oc4KyQ0BdYB1Y6Z1hVxj6aq5qZdyT84pHHZo7Sth9S4bhrV54osa2yHRGftguYg8a+LEmNUkqiihNfXW96wFCeKBnKzZ0ugWDD02LMn5tEqa1i1eZZ+rLjTx/Uk0SwZdD8sUVSIdWtgZXNcdmyv07oPPpCX5F1bQ7FuF8zuF30JbZb2syCg8L9695n2dPtZgYuY/PHlwhIsoUuWvtGX9AxWkadPr/8ajzY+P6jpGYPX8MyIHd0s+X1Lu9iGfKUc6GjN3qSSm5WHQt/faVRbnmJeXEx2HeMLUhiM4Ces/TpH0FVVpkGZCnZA1Hu7+oanqhneN4RxyQyUkJUed/qLSQlVWotX/eVZ2S8aRt1/tG/puJOzDi5oluRvrb+fgEr6tqsKHj9pfnw6ZX14aTCTyjHwiQ8g+b4nTWVUAeKW+86N41VwL1stc/fwDWZCP5bBCw+ScAN7H/LbjCGS3V37eNSkYwJYRbOZzxT25sC5nehVSVidSdnGAIVTwBNoOIEAbBZ7Jw2ZOJHLwOlOwn9R9azWvb6VPOGIQi8BIlrr+kZab9l/xsuGCH7ZL2fk7mvs+T0Ck8jIJLlRKb8vy9OBDcgOjKId1TxmggUF6+S90QR2J2kFUcJWENBskyW2vLzJXyWC7oKhQ6Yhe4PhqabGQYUYCHmqDZeWmWi3ocjNDHm4JsNwfdRLg2ORPCdq2u2ydZp5WGt4ZszXwlNrzQH9OpYcGqDrQgfBa4sS3Pk2D3nfC9MD0cfhKgxF9vB8ZLa859g0rSnRp9vs7Cb2Ka9AzA4pP9iBOaG1Fz9TucvG2Pkwj7vjwaJuaH+Uu/iLB1H5M9AuBBUqE6oewnTcvk4+KPGm3ukejX7JbmIcShu7pfAA7jCcrSvD1ANj2WkdhYgpymkv34qboXHallNTJAt4GiojUYlQs/h/fQqtGxq1VClhjkE1+hL05sZhjeJxfmznISfU3D2YviLCGC4w5g0t7+YTgB65phLrPynAF8qbaqxBtw1u6otxJfw5Y6OvwjHryNBjra3bA+J0/j05yp/GJa0Poxuz+bzQFaaA1T4rh3II//clV+CDDqT53gi60ERx/tUdZimUtPIDUsQIAp8WLXJEjjVnhrx8RvU/8Ht4BAaembL9+hJ5VNtlUph7aZal8dJUTUjif309Bj0ifrghhFZh9Mb1jsJ4UcoS/w4iksUm2O12Q0dDUTp/5MCBOrMe7ZIynWimKytPltJiK0BmWlIXWPreWQPf9Vzu6Lon0H59JpgC9/5OtYN23pFIoEPktdsdlcu3pzHqK5mNqZB7jrus6LySjzzanQEIJ4Iva/UPQBzTAF7n++sVhXCpHphOj0QvzPDBpldLtIiPhTa33es9c7yRKuj2oO35nKxSm+5ox9Jg/jj9v+8vltJSSa6bjvsitZFE9BnItnuPOC7rLvC74VK3u2GcIBg50FbTtV7uHz62Kp9waULPyTHxPNSGJvXMEG2J1iwKZBGZxFuU700C1kZYQVrtKWa/s3XWCXuCP5vlTW4pNAT5RE9VNlz18ous3ccUkzt1wRPyruqtt3Qa7JOA3rKq6QUwnSTatNGipSOIjf/cP78oHQeKQDIJjMBwTOwI4bBlBo2uNiKGLBOtLUyFw70qK1bYq3Tvv8z9W4sgrTjf8/Qiz96X0TDH7Yk0gO1JsonFF7+Kwq0jik3saRT0rvPSTcL6b4xZXt58LxOwNBdrMRqW8LA5um3csDsyo5b+mZjl/D5Dy+ANu3Fhawy/WszFAdiCxb1z0lT2yrIlE5KU+sKwFIqyUwVPqZDqvwQV4d7rr9SMRdVKnGpkAV48v5yL/KGajz6eNKWaGkpLSVJ+Z9DiRcLinl9bJWgt4LM+PSfR22DQ5dxe9omYgfvXGvHTXKOo/JIobMkCpb9SZEoNs97HiCqmpsBMa5CnLfFgWkA4iRQ2d5jVKGkOxSR4cJYWIx8N7sepZhEB/IQFU7iiTPfJNJnQ6s7YMquDVXZcdwUvOmVXvud0ogRXAAAIVXkwZq4Xl645yKnh2pfgVaVmasIl+TZ5bVzveuaib+q4S/ugzTC+hQhrIFqsM97uNfst5N8LWX5NmeRd/przQUyhkNxKjl3QPPC/G7fx7Mlqbbfnpt/NEtYuQCaU0HIdMxoC0k8YBfGNKeTAaZvbF0j13EjN0XTT0wNYHlOlo0+4b6dQFPoxMUSnozJPpd8RU5IuWbiu9nuF/AZFJv6I1oALhGlcx86QNaOwsnEOt/AMt6+qBGiqjyViBVZDuoPUwmJYrK7YTiE+KY/sbsIGuFAkn3AszniY/gsE+Ov5FRJEUk8vYTxtETo1pPy9MQeVnXjSVRjJPJgn3QTaZUktTpOmWrkCkxta2AQFumSYxd3YAyD/Dn4868yeOvV+BeNRexmdF20Esvjg7wrHBu6EP9EKia7cXqZkwJ3bpbcO26yEkCkeKSfNqOUHsE6EyMltwl8O8BhmZPo4/QNidfbbMgMgiedBw3InlHkcjcdrEfTtquGE3o5MI+FafZGB/JSlZDiav2+fNrYYuAXA5ideVjRVkSZWbRinMlIcUAyoGi3Na3cFa/FV0zWO0pVcxTEimeXqK/+VujV2AvYp5CfHTD12031Q+gkZpr1zOCj5B6deyX8XQu2yh/b84ngbmEFQURYR5HNOTTxuz9wILT6lwkzL/VYF7A5jCwsZwI0vZfHblwTMCEcn/svVc69xBLew220Wvfhvcmf/Yx4GYZ49XSmpui2BfiEf1uI2x1jQnoYNahXY3RIdEWiJHyHoZHSaPBdR4IbWXSxG/SKuo4t400etAC4tGmI1BbJzPQoz59ZlIP4V2GN1OCI4HyFmOac9hU4t/4R2emHlVQuxsg46J/qmU7eyDWEW1abmiFvbV3Mc9QmDWjxo6VUYDwu3TPjs9htwwjOu3EhS8ZMfWaZalMopd2+0jKrB1hHVac3doOXKp3TiyOoQ19EaDmooiPLWxJVkB7qbvsiewx6BjC84v+UjTY5eGRYjiUzTT5CWmvk6WNJbJ1Iml1CdGZqwmJfM+8mA+jqmdWOqytAKhI5lRcbUCXz/6imaxJt+KRaR0EAWRj6dEUvwJTVb7ebCyTe+/TnFlfDK4xdfZGkxysbWYqTiJDqTz2TnPIzEPcLBYJPY4S64+6BaY0hVfEZVVT6itSu1AtKvmdAY2EVhUtFF6Dw8Llnl8scF3Y6HduHo9rCTm0YkZLLAbWMeCZtfpqBU33qRpUlINM8727iKZktwOUWDl0mfleGagNaeLAbF2Vgd53ieChHs4ZJBqgfrrORl73AKFE5TvQwO/cwANvl3H/EeCTrQYL/W3w6DfdbO2awshH6YpsMrkUVO1eSBh70JlCCS0R/dbeFytMxRe5wgPg+CZzrD9G3hOdpIpq/23E+YiG7KX+GA7zJd5fNlzGOxD2Al7Jud5lEG6b6edAEEGO4Ty7MJ9o+qWQwNPmug90C+UorsHEaqTOZ18kQi33BA4l8GJdcrsawnEWPLAB0CFXJGp1K0u3Wz5lzEFf+CAVD/W+ZpSE8VnzZI5jRccPB+ikViQdUKvYdze6kzMxa71rbUbFozEpvg63JIe6FJJg5kUeNDH+IVo81hcRm8wI1saPhHvgnemMQ8S5TmT5/wKhGnETAkXaXBLrM/ClJRfpHIeOUcRNmLu0nxvd4L7tho8vkSq9EyiKw5va6bi2z4J+egtuAaDWCxIPJlCRzAAm/6aRceHZ5v+3HphQtEAyw5bUJTBbK/nmsMlhbtFBTwsobVDNCLEbaH4Rm+rLC6PuwHeLnXgi35EqorDxga/G1WVEx7xXVFIiGgnjydX92e6u9t9rQU783exkyIPD268ie7w5tndsF/JCwIZU+zcEb/1ZC5nsc8uX+7IWO94shdT9o7DSA32BUBuiV3rhDlgQUQfTOMgRQ/sGPzb5T0by8cyl6EtDLJXZPciSG/55YAUqmx4l6l5XcefL3uafhlKp0if27vdxjjVjUoh4arHJGMk8UshkyCEVNEqcRhuxB/vuOH0qvIiGJ/9/jCuGNV5bMnQl14OBxof7b3KCWLPytPb1GV7GP4tuhaG9+BfALdz1xi2lnSvhY06vQUUBXIGmtLr1FkjLEBYjmVm3Aiyp/iWxgo97P+8zRJulTwubohH4uo9cbLeTwT9/d6pZQpEhMWF7qgbiFNeBySc/cFjV88Ra9vXX6+8Mmqz03FebNOSUSkbHdWrcM5Hiiwq4v0lv56s/V/6YscpQXMoqQ1MJBkas6HzyWnnbw7Jn+SpSLRb6zLehH+xUW2cEXS5WXFSyoy/cbDdkl7UwMfhUXA7cq+6RXiXYK5eUl/zbWXSXGNBfXi7IxsnRTt7TTirEEnuKkFD79RfaI4MSbHiNvJJuEl6Zu2OksTE33ua5GlLErjCTc+n9nRAJag2BXE2YcJJDmRDtmwy1EksjUE3qo2JnBSkrZeZrWs002iQE8AyIrQpEfGQAl4CD+qs2nYFCLdZRVMx2IoOOwgIFiY1l+c4L+4/tUDqH1J06Q6epsW6nq/9YqoFrAtgzrlAcyfQCr/0bGuwXoVeDMTIxKwel3TWaUXKjmgEvAh+qHqCPX3apVVnrO6GKlC00TXwwIlmNQAnoU6Fzzwhol3niuOT+upWBPUTHAbWmhDdl2eLlGBcFaYGs3RiXQrj3qcyJqqE08BeLsIDo2lny3cEWo1sugNb+cjTEH9cTSdfgoIbqTN4GqQd4K/mIJSgz244l3NyQKooCrJ+6HMq/Mb9gJkJc041oOpsIWaxTJgVmPGYxSJdOjB0BZ6frqCyIfY93OVEbiak/4Er3Ry+Dzl+hM0MGp9bhqwB1xMQJiINs2t8DVa5EO3ClvvGivS9lJ9FeUJeF9m5FVFkLxtQBkWKQFShnA9ZhMZk+baORp72w8HfLXY09avQgxKB/qRVYyPwshkBzoVnDXMNBhIHvkrnAayHqYgV+B8YZfkNLmzl67z0/8NKDjlgYIlCl9rsjfnGqORdP2Odzu77ciwEyFqdnCHVrZHaBwuSzBPCUUp1B83lqAudjA99VgFzdlLHiwH/11zJexmvzz2ueqTFVG3SwMG2fJ66dfo+BdQM9nB20Zdvx7RMww1E6L91NaOnBAol9NeNac4D21kyHwo6gndf1l6BeUwrB8u3y7wXUKz01CHIb/sXdtSgwMKuA/+oOTHfAcpUFBA5dWMX1PhD4t1+ITOK/yM5oxy33hZvy+EFoeufzUd9qJY6P8cCtUziJ0PkYuwvCv7N84NciaLYQw8tOkulivzW9sY1K/FK5VWHfaBJnceLG9hfY2q+tNbP2rkXEzJgYs4Xtf3WmeEM4BC4aWP4fG7ecej+5OtrzMZGM5Qm7TYavNERpYxDmHedb9Zz2jbAAP06zgMgV2QedYpmMSBhl+mzkocMo8BakgTvOcHbFCgwu0O5m4bR3jaN9e0787RDkJzoHjl9nN/KV+MTqc+w8SmRXB9dYM4lDMUvV9y/it08XdFypSjhIg/Or+D8pzlP1njXSsVLJ5RWBMi93eq7BvqxK1UWutc8Fu2SII2HgYW6XMWQ9jDQuR+2X1lDOzUxwu5ZoToa/r2GlYgZjBSa0hKO5c/M61VWw7dj+qkZ0rGum2yxmTrF2d8c2DKJenDcqvJbpyNBnwZmuRoYG4XhLBc1TcQVCOXhDXqolXs3sOR4cW6tqzuj7T0Qo3ephOM6SvRD0LBKbpqOhjLG2Ecs4F+lwZ9R1AGypqZcR80KjpDo4OC7URDiSENprBUiUG/M+VbYqVVuZ6MouFyyZSFmxxjt0iBad2tvZO+Khp8+jUR5Kw7Lq2nwfjlOzNWIe7DfmQ4YpQqA0+ZEYP5RhlX6MgHGzzDUjLFHHkgr6HXDMNEql5AWopVZg041/qQEKfxW/2jCEVciMeKg95rTghPOFZYorkPJKD4zh3x281NyLyJHNCBxKe3imRre5st1XMR0sLLbAGdQVjH8gTtfmI+jG0HVfqq+bWgTUbQXu4lXA77xZEPbPPWNnt5HBK21uLrvkOe4bMAo/eFy66jM6RpkITzkFlghq877KvznjzpnBtwzTfnAwURvhtu23n9nqfHz6E34JMnJI8Ld83P/1EqcD70FyBSZChbPu/VbUi7Ownw1+rjneEpHmFGuJGspUQaqkkog6cXQ9nVNGH3xA/VNMVKE1ShDBLA3DY+hiItnvjf+zh/PEVKDv91c4E6USMrpNTMkoj59Awi/tUmUkQRYKDU+1VruqptyBs+Fx4OLXJiftk5j7yDyjESeFfhyzpEJSS4n2sClaUT8sZbU0ZzcKG1u/87JDW/5sAdTXGD1/gZ+6hFxMljwh42Tc9xYzSbxtMNufsN3yKLu/3EmMoKUdGyze+9ZieXV76sWjm6WfdRUaZP95eGLS6IHpMyP7v7HWYy/B5YLNKP5Bz8chizAiJWstWjh8YUxfOVHJM1n/EnrjCO/UOwdhIWClbP5ZdDoRfHAs9sN2GR8Wb67eG9OPeHJpUbbNHeJvxMFNo3TVkHjBInxA8P4d4Z4N6hQNQ0zywu9QWp8nWJxcIY/CuDF5xlnOwuv3bcHwK7DEn0+42LJIdH0n/oi15/3mxD+X1GAdcqV2qn8ZfybvgohBUGz5YBDCmWB73LuweCr3OCegeRfhrauX03Ogv4/oRxttGrCBvCfVOiKOlxJDBIIjJvCseJ2Fj+ge4n2r1l3BY52dMUrThlrb4w2JPy0mXuBtirbkHf+OuUZS/9ac3/S7c01W/5X3xCxcVfIWj0ClSkA3CNazyGcoUnt2qmHbBtCoM7ZOP16ZePY05WNh/1ZmHCyXW6nhvtTNuPb/kaQosvnfViUmRhxFUvTlyW6kxtYoeqmpBBZWBEsKpN5xvTD8VaYRD1hrsvdqLp9+E7N5gwrT0UYGCNqykCCppEGvmEIcPcn0XmYRVgdPnDipnx9Ze+EmyzZlMwHETnBwbxe/0GU7+kAIQltullr8m/fYUY3K5JqhM9M2Dly/zbPyOw3D7DPEdHA6N8Zzx/7n1+thRir1BLZqukDFRnh+zmvWxW+VflTiuZMOLHv0uJ1/nyl1bx7llX/EgayDzs7/ASaoKYbd/e5wDlGFhZs1t/9k1LMg0eA/cJH4B8iyxB+zmjd6olFzANBdaIoC8kedEKxEf+w8khYsWCwC7yvnKjBkztT9shWTN9lPvIySJpYR/EGtRub/WyvsDt3FqzFgybZlfizNgO0jyeYkT6touSpDXZPYBxklQ1AiHN6wZV01RUIlsquRuVBBMMDn14ruAvlRSYiMvfSliNLy64k1q1LiEvfHolbdnbE5INRpWYGklpvGDocYBdG6I/+ixkmsFovw6lh9Uqt64H+LzAAv4D9VLmHcqcRqVET54RWC1x0+HLcLG05e3gAts7UCYLSt5TcNK56iBtJqjxDdKM1HiEAYcfRG5FTHxWBZ2gtmKRPwdkx9KtXbo0TYuSCKJjNIy0N2BBcpKr1sutCc5dbRF+m4OujDK2xTVvCtaLu4BnZ94t47Rk0zJG4xBY9ejHTbZquKiQAVMgetVSXRKLqQCVtuaZ135M+sg1qtN0BrQc2kF8viVcgP++SClgIHUlKw2YyHvqlD7T5f6V5tV4lfSasekT+7iNI4g1KJyuNnf+8octTuCyFfUgBWqhiQbb4H7xgvPSscdhyjpieAtFVX58ddNYXEvn7JFunHAE8xzGFw1rL3dmXMVHnqcq+sZplGQ7XAhSfmNqYG+gIGadi6KN9wKfqT+YEAtKYBVACUwUbushwvdcMzoEl9F4OdDfQVKwqgrTC4Gt0QhWjG5JbTHvCccA/kIu6YTWsdLnx6AzxrO8O1pmTLdUsxwqut79q5/QawtDJ4ZP+6b1Gs+UGyiNWKgM/fsyubSOZEk4u6WSVax4KCpBGibFphUXN86EzOKFQP86/AKpD8uPvNGF8jiOqbxoC7SKtIVqbepGDL7TELKbF1Ir3oE7/hjoCwmJ4RI7Y8PkpATAHHAOF7giIei1irV0PP231G20h3y3pOfbNlzyCO2UIF4uaIPtfyiiwHZx90M6Djdz/4VEtkE6A4QrpraFgb5G04OvdbaiRBkEukVKPeZlt5G2mGhsTzOdGX2bQrdsqXvZH9DbZg7OjgWchVDdGt8Jx8nwM8HzJipX9kdCna+xP9Nb1exiapDZTYhtAAFV/hbAz0P8FQkLw6OM8tRekE4AiSecrRi70no2ndy+G3cakxrRz/5oaiPH4g6wI810muS7HuS3Nlfz6j5Ho8NkGCizo2vyZz7y60eSjcdIowACKOWWNVxvAhmYNss6A5SlY8eebe2WeJtXakJDwwgJbg35RSFtPAo1GspZi65m9GuMFCKatnBAopvDYZx/UDSKywp0atY3rXMaalmHuIc5/pc3l572xSqz5j/ZSvEOj/V1Wquix7uSUTjm1fNhtVbuIQk/RV3b2EsyX4k/EUUCOY+DLnJrJw26D8gvx3fJrrjI1vGRSaMfIIxWOkYC5a2npnVqoJgqHbCDzYTZ0+O9LeAOwRUzEXjHapt4QWRrlKpYRIAwt20IFZT9Ixj1upMkYMeCO293fUBIZE/C2wpVSK/JMxPnv+PJJrysu787sMNmUqm5c64kbRdQU1sfhh4778bU/qYAZq16lcBsyVx85E5UqYU7cZvbbqtPu58G1J91ChHokTcdbeKy0XNBBXrNA/5b3YpVYfdytZFlAqM5Iqzmj1bUOimIRn7xo8/2dGS+Xpy8pAVu2K+vSjz1/6uLlwxn2zZqnmsf4PZHQjLY+PVogCguAG8Lun0NVgVUqPwEtlO3Ci6uTFrIOaNtxZU0k1vMistsVTgf5dC3qDBqbno2JDa9+Fb1RZHyhuRqHT2FIC71BdxlbrjLNrfJ72x52cjWsTwbTMuM/EPCGvAJA/XnJwNxyGv3+vfqz95G0qP/Nsrr8YpAjTKpzamYjeqKV5pQEWMS7JXoLIqtPDfOcLpUtvY8WsZ13bqED1nRX20I3Lv9M00sAt4dAv/PGqNbRiK7n6wdo5+DuKZHMnR2WACEytuGILpb6pb5dEA1+Gc2fdRQoRb2Nn24jIUit6VnDpEbre5H5nBIAb4GwnFy7xdEt8GiQj27sxNN6v/nQa9FH1K7EFgxkvLMUs51zcldun6y2merlhHw5bx+cpf5SQAM/YNYmsW71uo/iIaat5FalYk1WTys15mGwlkn6cdhplXR8t88sj6v/f1I0j/FZrDjVFNQSva1wRxUeyZU799ijdkU7Q44Kj2ayZCLUgy/X8pHklW9+zaN5zmbrxT9wQcekMNKePlQ276U10S5jAAjONOCnKxnBVSpCGT5GkMShmxh5zZpLzq4wxg10KheyC8E5xssbxm/rnX60o/+q10hae8Py3FeJE4cpFJWBW9MtVpP+lI9J0tJUUK7+JsiZvNrw7kg9Afkyla5XjwCZ2WBvC01WS2x5A9S5bQThn5iM7l9P7CaBPeE7NugO5m2VEn2qYtfjsgk+NK35b004RIvsIM0Sw8lYiLhn1qwPs2S9d164OY4sbD3w9In2xFFOzup3zw+f17pmaLLGcyWGKBkYCQCRlmjXdDxthxw2ImEEBY79AXFPZn/Q2Pbe63VEgT+/WNpVQxh1aUSOTBX1oj25wTtrthEgWO0F7ejk9nj/QuYE7x6Ak5jNIBSZShR/llz+WNW8S8RNR89SS3/TpOptpqCaNbiUbC89UAyDoPX4vLDVhZQNL6ILnQ3qLwvmHFWpqv4LszHJCDQ+k22as2FAR2N1VK54Xgrm0ZMZuP5//M9SSSiEq6dr790vwCWClwZbyYVHCyo3Q6/WhRWtHsjmV74m5rV8ssOA4GKirtM63cO8VWBdn04+hFutYZWOXBiBTXzvaO7L4JOZgIdrzHijA7WXee8BBJ5uaZ6mXX0JznwAQ+WeVLysaOBFIeIrpFA1PpBot4jI/drNb2xKTc3R3CbWCCf7FTTbf/VtgxicVcUWxIio+lvBnFLJ6ATYY7vz63eq/EYqFsjlZwtgXKN8CadVob7R3WIVU5QPrYNz7i4E3o2iMXO3RanA2IZGSkcC/mNuZ6/SIxaDAsppeJTFXvU5lC4VmHqDaDsGwFNFqr2D1IJx3T1WnuTdayszRMDN0D6XeLBUV4TJLVgN5pfr2fnJcACj+PjPQMzZquQXgUra1d/z2Lv2fXW+Vgl3i43QYC8zFiYDeGBvz2tH4rmbQ1TDQuhzMEBy6gaV12ztO3GoM7yVdNbK/mBGw8p+FlBNGGQSbwNE68dw7O2d4IQcH6tqo1DwkXzWGS4H0Ns+JK5tpFW9FH+OtkBhf4CpMM093emkw6Yrg7d2WYsqOq3oLbB1Uk6MBgqz2wviEoLCT4GwcKiqaiUEpWwNzdXuCmV9v/GuKZI2c+NZ5kBa11JQLIID6pq6/OXv7X77qncn4cLShyv1HONXct821hp0AdCVNcRX6n+gDXv5l981Rujv0elAmKFeqiuptihCZbZ+58iwehyvBnO6FPcVV/opwe3HjWZUwSs2qzwldifN7MAc7HOtBLtDoTEB2sDNvZtd2/vsU6MaDATSBh74XsQHnfSHpYS2P+BZzoTnyUD8kVvBXaUyJVbDJxgrLqWNW6TzE0EOm2o13kh5ObqT64a8/mAM4e6He1PKy57zxuNk1qjgCIaiK9RAnZSru/Bnmv+igVsNJ98j+0ksUU4wL1ZeLiqMoO9RG47aDaHkyRaDIrROH4aOoxMP+jIvQH0dSAGyqV5PE0z0z5p62maBe/Xj26dBCY9Sdli8fhitK+ZAQ5yH9ZG4VYjOaMUU0gDCV5lC8NU4PvTqZWjc75ELbPMCEINokcjClTw9j1V1pVmXyWHiXXZZUMrgb3mSf+3cQhc0TivsZjR6OAKio4l3+1AXkdwiAc8qDHv1WAWQ0Alhw21humFcVSRledyBKbA2yKM1U+PyKBeDYs4PnZhc68PLNjsgcFUaMp5SsACldgMWwkz4+97brjJjViO9c1wojilopCh7PfnWFr0chitvP6TOCLfVeTULNMuEbbq+AgSkGUTBDdqII9sMj07vaUEOq8rBzAmswDNHtXAQelRwlYmpk6X24bW0+SB0u8+RGuQL7cUvuv4agrKoIkCfWDkQcLYlvFmEiYgvWQwk/BFyI6o0SbxznUuRbRy5ZAWvrSFCFqjEKq95rAzF7D8WN9MDTgtAj1/T0G+MwNlGrkpPbtpAo0fPEYhDKfxr4T9s2lzgA5O/kr8y/rDFAYdLSddkgiZD/EMqQwvwipImR4BDTO0aaCDFFSUEeOU6Yzu/Yrp2U082UOX8QBiVKfzQyywB7jntGzGy/MxuV73F/aKcKIfpSK9GKq46xbATuz47l/Uqa9/Z1jkqYmdOzF2iZ9cKgEz5rexZ8P6T8G2Y3meIkqPbtj21DoOR3uRBlAZljZmwyKs4whyk7yxoxzR/BFAa4Ra53eHANsTEFUlIfj6+Z5j4plt3l3yyENlTdnwHSsF/odVSLuJR9RbWIGbQXhQf7QioIZ8Hotb5CpzzeGy8cV+AFHjB4NDqk2i4ebqMTsukWKq70lyz0PkaF+1ING5iKW2IrPzYY8nzcVQbOiCedJkySeyxA2w03ZEL5btTkul0i21T07a93kWssnzN8wL0X4NOxnJYaid25Litw4j0UUcY3QMkmpbU6n0D8FT6Ka/cEZy2LmQXcWWiTqsuth7zhw95bteh/Qm6tNA1WiZqn34LnrxGkrsYMN2xKTWAnS0zxpymGnolxQzIV87zOJ815VOxM5JJr5eQ4d8X3xIYhq/zvYl/3MpAxK58DIv3bT2pvxp799jyHYqWJyXiA5AZwhsJ7gNxgAR90T72qCSdCRKm7H6xbv5wuZfwcLtelM5FLcno0DiVMqbQStlDAbMFNRUTzm/YKJkas4YL17gxyWSCxr1egTnxLHMx6BZC6mD89+dcoRtL1BKuwndjKPY9mmCUPhcLwchS/1oAshU9MM2Y58Pj5eYUCsTAajZffl7rF0l6ZTbdtL5+GSw4bdPRGcjLEx3HNSLd7hLdG1z+nHyVONfWFIABND0QkYWToAnMaWuUyfhZZizoa2mw/fWwHkZCiixwVAzNYmQhdAnisG7aNaXIhSP3WcGH1aU0raPl9spjxZ09PufbucduteFiacxr7YQV1CvmjW80mgY05/YsWAkHmCNxjnDkXdCDRsfhhEZhXd/1UqfxPCEs/1TKmEdOHMGKXso1HpZYN6k43Yx+RdpVsraXjh8JaQUV7FTCEVGr/mW0voSTZM5Kd08fAB++FS/K47qgYVj1Iuqzs030KE6Y928yWQZFg0VG1++C/cNdxtF3zMFHaefKWIxvvPXcmjzVpys7X0K6uoavxZNWz2NkcnC8Q0sbC6L12i0O4PGnBsnGXsLWnbNbGTTNzwwRxwyjtOWPr3IyX6K00xoAppcOQ/5NCZX8X/YtSBoyVD7Waa6OjZgrIQOIgSWuyMhNS7GnSPvec5uT+5D8uz1v00eqFlyUX9s5Oz60tH5fp/Dd4fUHJA4o+no/yUcnc3AYQX6XBvGZvomPgMwXjkhTGOhIZvZ+8tZIahzDGORbE/edta+6LsfI0dsmd/3bQolKA1ju/yQHK6UdaH5uWLD18nqnWek+NW8UjP/GivSnWn7/D3xQw0hRAjCbuoZO1ROJt1vjpePRcykDIkThF6cPSEjPW95dSRQEjM029+dP/zSOy+G0EUJxaNb/Bl3R21e8+1X327MKTjEfNdAyNDjXINpVlUEnWZnoZEZ1yg99QtJ8pdPhaGLIPONqzEmHc6IAsTd1gpIMz1XMlv/eiUo2/evKkB94c2JnYIK3urq7FYaEwOYNxUP9AG8tOMPv34nTpX30+bdToBU7RyjtSf02TlNSgthoGzz4lIP9BLxFbpuRqI2xVPNTa7RYLYxAIDQv5wCVGE+hTnhOClepQ/fQEQLuNxOmvKh7Q8/DbMRL3xQnH/D23AD2orFvPyIGa2kF2uWndysgAIFljGapqVvn1wxaYJuVpPVo6GKZXcvL5zgKGt7h5gvojhNdWaBFcsjedQ4m83+YIlAg80EMaew8s2z79L2B7tNRMOnTrPe++zU3oSAT75CIfFeNzjA+QK23wVLbU910njMXIrnt+J1SCZcTL9bgM0sm6ysmZAOEryO/3l0cY/uVcCAq10s/Gpk04B40wYtuiSohgOnIvZpCKj/Yh7ziEWmJO/x9ftCvFCFNhUAaZHklQkJ2OOy73X2U0caP+Ziu8sG5s9wT7lpZt6ylhevh2amIhvuOknHg0bcoknbWXKXeio9rayV2oeEi13bQf9IjTi7y83Fan+kM0N87A9q+ScqUB4jSm+LWXzVaf3IQk/8wbtMQqkiYDOlTZ6UYnGelzq+jGcglQYOTCeaOjOxrbhjRTWdnSU2YDuNc8A6TDIn+JTcQFUXs0Z8MCJhQ1PCW9E3I5r2GmZvOKv5DWiHY7ITistpe6isUfbhepznakuLkD7Os1tVyaqlRlPsOr9qhtBThyEAp15CmihcBrU9/3iH3ei5qyMOd1wUjyUGsJB/VuMacmR0fXJ/bADinSpheJ+KypGiXwdSiu63uS9Q1HXUxA23eFR7uajlq+9hBaIYw3VjnKJKYjebk+sQbWvD9pQ7blANUkgqQnqc8SQ0dfuOdAk7QsTfNdXdTuPK/XGe6xV22WeAlzf9hWwkvq2ctuhGrHYV7/35/EsvLx6nQ7A2/qopQwQNfyfmk1w3FWHatOnd0wqqg67uU8JsqoUySEeiZPliVJv9ozTDXyLeuaAEfFV5k6ty+U9egtxfzQZ5yqj5KcGjtKgsi124NDRZulskhe1yCR+J4PDLvUsDIdiiQ+RJCWN9yn/xBKBjz11Hj/WuUH67RQyaav5dxLwL6szYHuAtcWVlKf35LP8bhAWI1fKe1PtQpaZhqYL/woBb4Dx06pm+v/hcmVpQ271y4gR3prJOhGdRrqImRSIqAYnsYrZd58/xSeVrg3cgSX9iO+E4IHMJZPUA5UlkZ3jFR45xVkdrqvcvi0By+RqWCTDq8I7x7FOpd0gY8ZD2kP5W8wkNeV5ep2jAy+SHl6Evpi2jjEJwzJqhvbebmaMDi8DBMMczjg2A7wHSsHFKOEiniinAun7ZpBXes8BEWrTwWN54mwwvL8UVixIpjsubEizZ/vMY7Th7xuBo+FydRDy3Qed/UyiorsZ8+Qj9TvirDfkyRGdeFaT4X/TB/YmQlzUZF0asOqIavnvj3fB8RpZtqMn7Sni+Tfb8RRsk+r13xyPd7favyctJ8bM2neP665lm0Alm+gTlEyOtOX09cH5+bl9awkMUVQWLEt42XdF+/IjTwFl10qZjZ15nvcAzHPqwjnTo+J3F/ZI5SNq4LHB6AtI38ZX7G+qEuoOVS4LCifpTdOQtmU0jUoGBD0TI5Rfccqd8Zr/wDO6i+UpfOAT/4o7ovGZT11v58LhNJvj5N8lfabEmBWF7oDZg8IJ/7WqsiuR2obo+TL02ukJ36fRDTDZG7DsfnivjOAw0pj8Lrfj16pZqP1COpeIs32Tu0oMTG1cAQeocNS788rskb882avH8ltjpYfyIk2LAPhUcTZOJcML6gkw8pGHZOZvr1moM8cLN7LIF+b8G5YgAbNSrUSh5kEPaiNt+OZx278eijz58RXgEVrcyOHfmW8eB8sI9kL82Ovh5EF+2rpcOdcLvQ/PlsME7wxdEBjM6wixfgOU9DzGqamiEuITSIpSAGqxcR030eZEvV+z4OEZ8YK2FmgbJgT8Yc1MUsk904Rp/wUn4Lrp0DuzJw+pCLaCFOA5whjt+2gDQEqUziDAYXFkLo+RWI+Tg8umT23q8uRYOfkIB8z2eNIZeUnXVWvu+G5A5j6Pgnlj/3234cHeUQRhFAw8YYp3tEGt/KDBLNM3PsbXPmvzSZ7/eLXp8mZU0bJ1aehjhNEs/b3O7kQx/ncWty/XzflOoIb0JD2+q09pY7gZWhg6R7F7WyoaUpT6IlyEmcu2LELN5o309iBpRPYxTPPlcjqEEZSKlQBMbA6S6/sVy4KbC3RLb8yPUdDXrRLxQS7Y5V09P2n/qtPl1F7a6Bj9rnP40oh5v01w9xfxMTniAhdi0+P8TokgX8v4I5yan9oo77l7qX0I7kBCT2zhT2r0Ztrv30vEGr4Ir7kyTTOVCVcjRYIQjxlhAtfZB0KBF2d4WgulfV+xXIMFAEqFLVXv5TWQEon0AeSIn0KK1O8vVrF/AgjNc4XychCzwCjOH8AHXgbQUr0Sr7Ha72vHBOHA0kmmhZfYz/EJ9ouS82WBXhL0aVUaYJegRBHTH2UwzW5JNhhZyDq7Awz8/YwUFLD/aeSSB1IYokLHM/xJbBZ6byP6IOVhIBXyH7gZ9vzgZr+JSt42R+zULmeI9LLhZm+3Uj/0GxIqJXOPs+mRw0gwtXoIH/0w6h6eKbrT/qZrfEJt1eNK+RN6s+wtfV55jMnQY8ZMGrn90bU8QIqLnNq2LDRsUdhtuMvQCg8ySozHaMWH47102kTe3UuxyY4d4rFULJyKHKfKb/mAPL5hG/q43nzVIOpLSq2Dfoq4B7qaqC8cRd1Fop24JI2S8XjQjHB2Zln9Y6Korz1F75Ay3sQqzPK1N2cecfkFr75fKA21dTBFQ7Y1YWFrMI1cmc6XkCduPv9A+QRkKCMWvDCkGeF5GhJQqiUYa3ftVEuEq36sIJ+/4nKV7d6emp6wh/+17PQnKh2zJay4ZcRN7u+q7TZFElGO+omwPrYT6/jACN3CdzDdMGUdA5SF4tbSOaUSHNMqnNbDxHOLOhnT1U/hxBBlmZYCjNiDp6zmRvVhawDv7cilCFz8/EJF9jdkikAPF7CHcv1zz9XEOCXrm0n0YwpRM7uOKzA6V7tbcFQ3ktSQeCiTWX9hBhYHoXu9+z5+LRP1y0nMgLtZ7i6H0xEua4Ytw3MlABuICDA+LRyQsmawaB5pI/7zzP6xmOcF14gW4thvuSsm2V9/khu6fTs5JzbH1ZDvaGe7Um3AKOOTJtkpJx7CXaKzJ7E6vANSMZlrCwZRsdDWfPu4NL8CIYW2h79dychg94kqnHRGryQd6y8gqq1Uj5y+Fw5u/cp+9sJqC6ZTJJiFC0TpXLY+HE4RkM4PP1HX69Xce6mSjSLIq/sNlG1WZetx2XkQVOeaWCdpzP95pYbxWExWBAW0fU6eJC+U3uFYEQDi/IjftbZoZVlQE7MOrzF528x+pweA74TN8HcoVb2Y9dqUZMjeuTFQkD5wLnzHl6EtpZf92YMQqCIfphXg8Pe4LhRUNR/eSsq9WFrABGWaWoDMI+WP+iXAuqj2JRW+Sy3M0cm1Z6M7K1CySZLQvWhzD5ZMHiVyUEx7JoeeAnKLvcHCyOZo/95msINTif+JLkosSa71BTz7UKrJ0gNpyl3i3hK+SocrKYdJfS+FS25Z+DHI2P0UQwrL9UH+vLv8xLIf0i+Wz4+r0Ic4AwRaxB6C/s2/iT/q5mK2FRWor8DZFHEin7oqnpeZzYDTPuJi1QApgPwjH9bcFeC+IcEQ/RBUPcV9nF0n2+5sTPazcpdwEYpSL5icKrBnd90No/q3IhLDbxpEhgmjjWl6nhy9+X9iZdTrDNWTUpswklILM7nCrSvShdrkx0OAkFA0CWoXKaCqqktSKZ5fwGiYhopfzHo7b4Y9TKE62ZJFO6tkToNrQ5jTBPbShg2zvPlXzu4P8B0IlsX0yzG1qVl1WAHy9EDtRkfjlPZgAS9jgaJf1D6Azk00fEMksMA9KrlJNIvvtT3YL4EREydQ0xISqUY5Jqp1uwnp4S0Vc2aLxEjSBg2+3SVUprHWTtrjaYCd7o1OiqetEEvVu4tSgqYUb0Iax1Uo4tJleCoFh1DKN/kxsCHyBzrOkMcsxXP7FXISZF7yQaOaUlWYlN8+6dpPx/9QHaLu1Oq2MpNl2FflezZm2/KofyT3ShywneNShK2oiP6du093USsvX+9GR+t44V3tjkunNh6k4zB3k14Gayj8g3/S3+L5kAP5O/SufRaOrw+fQQSzPQfIpZIxk17ewRhGql87DL1LMU1AGCWHazw2Zr7zt7ws/d3oXkzjYeG0Ufe1J7Ja+/RYhzBjKD57VzNuU8lLPOZQi+Nj7V6bu6dMxsMkSSSdwl2kzR8fOeGpvK5zkY82FRG3gtgDhFBBolCJsESWYmKXVAx6TeUq/FtaekBgsL+ygDDPfNTVARrqF6Ab1I18iybLmUKduDwF4xHUVY8b2drNfhULib4Cka0jb9yFlZxtU/z+sbUcPFvYBG1QhqXQW91+bSNV4mJJPrEmBg4GPj49DfBaO3H9GIvJHgCQ9SzRLsHLiweYxGuDoBRJOjEIOGfgtraekHgD8D2ydcLE++eMGMmNS6yNRqO9fHcaB2unC8+fGg4/pyt8hUVlLHAUEgdH86DkDX8pPTax5zXKii9f/ZdJ4SqJHb2f24gEtawkT31G8kXpjnCu+2/G2WB9rb8ePMxiMRJooRdEqt8VEpaN2jJ0Si7Bxcja1HHms6G7StM6i9RtwZed9ksqmQBWRs6r7UhAmOBYu3CTQT/LJca2Aw/jHKAKH1YxXo04AWsVYFBlOqr0VFoKfiQZg+b9U7l4Aooe0zLP3W45hhJX6D5Uapbf5rxTNio26KMKObpqhfxcknKaf+YugLX9eF2NNCBNXYXYXhe9Q7G86IGX0/kdalDPS8nj+a/fOkh9MqJDAE8ZdBe9jmxNXDSbe+ECNkV5SzDsHypk0wnyH0QyKuOMCHHU/NFul3MoYMilhHBzN33bLyKYyCswHRQtzW708qJz+Fv2J/A0wnhHV6thAl0qSNV5+wy0at53T+bGCyAO/MHQLV7HFo8IjmDNjQNJY2yjM8pWSRom0cvrk8MocXNG0n2XM0iuikmEq2y959Oipus291CUi0OUBijJ8IZmFT90tjL9+R2NsTt8Whs1NulgukkoAgvQsinpCA0nPGc/zGzdO6eOiq1lNfaC1dgrKDr5tSTn8Ga5hcpsaUHgVlyCXNlXIBbLXZ39fgt5M8DX4xv8Gx/9nCQVatVw6xKm6WfeLiN8ELYRkEazbTV7xpgoaoR9LXrm08X2osf03qoPQYhWFryDRSZ8pZHoBbHbKfC03A8x2/5gdriMvZJQ4nCGOjLE3p/SYInO1gHDqCi5scdEDGsnoST0S6rT6ejpfZM4Eu4tGMsfSWmI0ZVKgkhnf0n2o7u9uES5fo4vnWX5eVS1MMnVoYwE/t3Q9z9jIWtbde6KuBSkukGZHxRibJqaa/N0DYhRxeexMtgC9c8N+i8emXDYPnRcFtZ4Kc/Xo7XgbIaM++h7Cxt/eZ1Vau2AYtfIdFk1jjeXmCaH+CEp38Fu2XbPq5W2t8mEGynji33+C56KXCDVuvQMU7Bs4N9OEm6V/oexUuY0WesQ9kJ1y50pVGv2n6lSa+dG56OsR1pDheYN4GB024CYaiZwNiVDb/fnOuzCRRaYoo2z+YHzjZY0kNzH3mC3aB4qGyyXyJlYmHLs3YrCWhC5jwgZ8TD88jkOVIbOugm7O4GkvTtRDshyFqOK3tu6vgWaRezttGqz1KQlVolPrK7XRnUm7PaKDtVcJ3WNaNZciThgtuEh2gyIXV26U1lebygs3X6ZEGvuhM5WsosL4pR2NDxOAfYgLZsYHc3dcoLs0R/En0AQ8cVitvhezF+V0/hMxNkdMHreqvjXPxn1Yri1zccWJOTph/nrzfuc8adcsvxKPzs0tjOWipEYB58HaAZppZDNrc1a8II/j/kOnukGsoB1UzRv/rHuYRw/+JWtBRHgkvwu6NjBEL/CvbRm1kCVBjou1gJNO/ETfIbSnI7Tq/Q6QVKJw69I7ldipiXZmg1B/pMCXDEqJf2cjrOzkcPul4VMCTGP3D/IAiYWGAzhuD4TQzw5ukMe5hUbyjSm6HYwakR3fhOOrH7yXwFfVpBlDxrB2NM5SYF5qrWOh/jVmB8QTsECK7hmn6UpYymYfIaabwHNkyFwNrAP4UxyCDMu5dRlqqh8D1kJGiernQ39Ijmqa9PDZ6bhXDkSsqP4g0uCRusYtFZtWBpaEOia3eSm42EWonNJzc8H0WS+9T9sJZyTCFHN6X1DDJQrVfSrKCcP+fuD9RBevKTyZEzwLAg8G5psFUmtk398f5mpNw81AQBXjkYaNvRp6N+Wb7GUU918YRQT151lwFnlt/e/PmqahXgwslYtNLfUfEwxUtgsqNbcg3WDj5VqGDlb6ATOWbF03dTm6xpgu1VdSsBvj/4CFUfaZqFz8108vIUP+gsdG4Y90xCVxxHLS1uMduNMnXtoT4cBObo6F4RkZgvDAnpELA9/R2nmSXky+X+eI8b1gP6zXFV3Lq1R5D5SSR5bhknGUrR+XAL50aRHFGDHXxqM6N2jmeQSr79rDr79LiAKTnEf9hWEgYedaaEtCvJ+Flk62Em90xG0u6EkgEihIBxSuNXJYuF2wBzKceQd+jnkvFRvqGrHHcG3828qKTI2/dV8kWw/xjq7msTCmi2z7GL6N9Swi9mD/bFamouPyfyE6aXPIind+EQrW02rQ2ZgLv+SkDZrPGK0V1D6X7JRnI+qYEw1xruO3YBFYftMxG0mYTyFm05iuDPj6YEzF1dzXCpfzJrR9w5CW7jUPQzYYH2qih7eD8vSvQkwqz97XaT+AZPxlQ8eJ/ERooDRFqVk5q0oJTr8oVm3JQMiUb7FWRt1vyRjRkmk8SCsAGS1XNgsWaX66FTZsnv795pN7jrcV6mM/1bYWgtnub00Qxuu9CT8g0lYopWS3zZuSlMlVoUusqsCbR+S0Q2e2po3NC/6s25ghbqA/f2r5sYtVygkVkrIx2zkB6ZApa2ZM73b8p8C65YUTDly+owiHmRt8tzh6kVfKeO+EmS9p77tEqM4c08ln5qewtQMa1FJI8cRL8WzIDVRA0gpBYxzldmCnQIdtsro/CAAciZz9ZUfkDeMz1BTGguAEvHaRmjsqk/dsNy4mKygXP+WCPTDLsCUxnqdXnUTXfE/yFTBrW3xdywWMXI5spusbDs7QJNV079FGs/BROjBP+U6uJq/MlUjwNXINV/wA1uB5MzrndV2LxdiaLblcuYuud1IZNXuxrMPT2VtS5XNStnqbLY+KSRDDnvOz2YhcxgJahDVX4JrrqtehHA8bgdIhwibOHxyc+ezG5HhY8d5BAxLawLD0zVm8vnw15ZuCBfvd9RI0BoXae1vq3ANbTsN53+xj2iOA7I+sDxejMv3tl6fUIIVbbQXQVUMKcIvjshsitH8jYc/lDBJO4aAqxdn2GCbkZQearAp5XdTxDSzqFO/kziG6VEwIFJJgHjsIg+607SrHJVsdkXoGr0SmSWdoJPu79FeC4vCHCB3dPt0WJQfUe2HAuKqLvGSOWUSkzJzdekn7CglzFTEp6R1/Q9fVURRxoEztHhibTMDVAmstSzf/8eL7vZES1xzWwmCGDMbsQhMRIoGf4TKeJk2uXn62Janw80knEYwEGbQEZRyAMKL8BgxtSp5i6xpTTehGBQP64+pGvzr45w0Ffa1d+DQ+jMYzRk8HvJ/BXrO5I2ja22A860IXM8otpf4YcKUYh7uYJWXMYaNo603HeCv5EqTUhZ/do1JOp2W9HFV2Hs9A1imx9+D7LX3KvDJNp15ESHqe2rxc6HERfzrVPvNvB0P0pHlFhBQKPruzYRomxbmsnh1cweG+P4cVB1MXBUXajGEyLnWPnUihR0xuliP0aKkIU3AAsCOw8BF3usATESeyhxkxeAZZ27fFbcH+5nvMb6Z3B5lc/H3GOlteGIv5LawNRl+ElwzQtLyjEh1ryrtp1B2WRZHlA/bOM5BJQCA6wDD6VTuXJUJ79lHbuwKmW917kzinlymb18THU7QbRS5d5JVjs3CvE23/VjuhJcc6zAhRyGV/fwrq6WruFvMVavgINrK2zlD4fNaj8aQQsA1ykCS2YnIN0ClB8S0VTJSp5/BUs+ZZK+LDdLUju470Wz3vkVV5hlulkImt29v2rvCQR7Sgzp7o6zIdyiE2y0CuhMi91gJojOFikQZ0QJAMFKQSzGjUMKm3IiBEwzmh1jgwZcxyvxJY5l7Tu3bHqpKmdoTqkz1j8D2/Lcc40DAJnPrJYKcopuTnNCh36WQUfCy49keYUiZxtVkjzP00EXhD/fGoxUpNEABupb2yAc2/Z0y9y9m3HBZSNfkfFRwWqfC37sXOKi9Pt0JUQakZfcT/jFBHjifIhRJhx+CBF7T8EDKLgo4VWRWIR6LNh/BUwYgvk9fiTf1PFGSTBfFROdfJPEVUgWsaOQDnVWNT1nzDzu98ND0TquIwhka9Et6NBPQi88PBBl3xWaaXxrUNntfYdwzgZkMC/k+dDwXb77JeLuZ8u/xvKvXME5NVTd91g1pLWiooputddXEnt1Dd+Egif9Dvwru1il4Rm/nHItQj6o5v+sWMq6AoHc2OznMRSWUGPQT/iV0+OvzD4dkWiQYr3p1bWB2zbG46nVViZnmtFfDE1clicXDXY9QG4P+jNE+qOsnzynKcS7yUSojP3vKGYVj85PNqf2Y+kvzMJhww6cyBk6HK4IV9xD8/dDLuSIh6idMXJDehchmdJGcluAee3kHRrIm/nx6T0MY8XV7stLM4rzjuNVgGJDmE9/owzdFrLBskpr0Gaf8bh3mMkAEgMDGYYXVSONaAFb1f1KwQbG4SwuAXUTqjeEyrnJ4zXuQRFbLxKf/VoZ6Xqoh+OymVxMxyb7gvz+hx/YDWDXRgHL/csJQylM2quLXYvciZvbzi7uUMtXtJSSjZveRr1lYCWW1YYjPyReOQiayxv3hWoaOMq/86DZAZ8Lr979rKnZmOQJT7ntjuUdh2Fywd+s5H8q5OTO16ksWLCuc/NBPP/WcC40g+/DyvWXeUBrN4QWnltZUYMOO8OKjJYLU/GSKfzEFFVfr1ajX13IA+WjBOTZCIZryZXkJ5L29U3byZXpmqBQVNsxw5+uhV8LosgXZMC+7Z3S1rk5dmw6UkB94R0FMKngG/R7qImduccprZVUR0dK/IKGoe988Xtlbu4AUeYQPg/IC0imGe1Wj9FW2yTJsroYA1K3ZAqSp9AzrXwtlisv3BnJBD604jQ6N7xynY3dioM9WCbPMd3cv+1wLZkbE82Fpt+zIeXpco99W60r36EPCa48iTSXV1nawinp6ZiLyWPqU0HYXJBvz8lg8zrgwHfWOP3wcIMJsvl7pK7tQSCpCqkkw9QOBtl3hjgCcTUA1v2gh+lyGdNlGgAsakug0oK3gRupfQro4/XFjoIDPbgcDvV4wR6D/obsSW9qUS01840Wxt9dM3I5kuVLEqOfT9kpU/jUIBRAgm+WxTPjRYPJ+fZ6mOFRgwLqmfpM0YxSAyHIN86MtnyTiECsWXt0QAja/hwUnOX9EkI68hneW1jXspt/+UJ6kgjjUWgro70NcIRmUGWHMAIiKEQlJtAXk5WE55vpvOqL30RCN4PR7Np6Y7O4pEyERYOqvGnHs90avbruEuRK1uf6/kPQ7lusW0WG5oJCQbbJa/Wx5/2p/tLuvZsdX5ldWWd5v6Ot8kiW6rGGYjWMMosg6B2e8dLrfp97Cr9uciN/DuK8we7WmAsWcEEn5Rd3hylUhl/t4vjKHHK0zZzXI6H1TKSU4rkaw3bUNVF/GgTZNjacyE9UosIS9fM8HFaLUPzeXpomfyUQOHHiI7HMQbyTcQydT6AeNIoYH3wUCGHEb1nEU+oNYH8rXN6hhhUti3uCXrPFgz7VdOL2OtwrlGvmoM3nUEfFQYXuhHxvO6uZ++UYlficc1u7tOtf10y8Y5TyzVK3BoNkRi/IjcxONmgGYq++IbFXhZ2kJE4cepI959utlR6JB7ELUKYHPfehhkiHnzZPzs85Y3OFt+qWJP9WgxWf81cT8IdK4PWqfG0D4ppykMfIbP6dc6BZvBRfXnCWL/BYL29U+Wvrx3+a9xz4QIAyRRd0d6mnHYVl253LVDimteEV3sT9oyel9sL/Hsy5q0KtCA5xZ47soD7oaUBbJ3EoR+UpObjAdBWaUPyngIPvmkrbxuAyWlAM9utp5rtfkP+68WEIwE/3kBlhGc/VTIh04dEQvlWKkEqzBGVLpQSPlxI0Vqm51TV7dZNotWjWG87/6iUU0Kuwg9HZ0cHRlHhh+NXvNJg7ReJUMSJFPNKkUU8hR0uEbnvCBK0Q8hMn6fTaoLlofiQjCnflO8+Mv+oWnRi7i8fXyOd31FiWidVutrqWVNLx/UW21hqonGst7mN3AD8HbqqOnXSpysf4TSVPpovUV0yK8IYJCXjYmDZ5W5U9c4+tNOwEn6tfUI5rKh1BUmoNcOz+JoZCuBilpWyMeACHZj2mxZK52kMp8AgLJFy9FX59370OkpZeCBI28AsO4qFVR1zS1mvK35gtBSrI7rpA9Cd0vk5BocX1e54HvZD5bMh4hM9hS63tygsesunbvjKRe6YQ97nql5b3PhdSV04WAgxRMdPrjIbIyt/J6gSU1rF6TXl55TQ1j/Beq0o44RDhwkFYxvn8TjLjdj1hVrP1AFX+n/JCv3e3cUgoz0etygEFlYKuPWGw6VLbLaYCCm1AI8d03ja76PBIp7ek2cIlS8PAvyPIY0HRIE3WnBuiX2rASLTxeJ0R1eE9RktmRUpzIbUzfBdM4rfXrVmLtcMauktKms0ytH8/L5Jf65zuST05O1dqo+tsWv536WeNFQl09gQrF4fk948zIzOcWpmpF2KWCP3dL/Uqrm2Y3g9H73duXZUdjx3eFdE3DK63S7s3EJho5YHFdAWJx+JlDJCG/G+0jLrT1OcCb04Efp701WkwUWH+tL/gO2Akh5dv+pYQ2f3phaNMR5f1PWaZMDX+Bj6Ia1SS0O8iL9RAYSWMTBLHltX9QfyhOy+gAUdEerdoNz3P0Pk199iM/GOm3PpD2cG+6+dycUjoosfgBlQbKgwg6OmWuQH/O983KGQzZh9ScpJb4e4fVNu39aAVX7fHLxf5Hfapc3CtQ/GFPR3s0BjOro+CMRY6Wtbbm/elBXQauiH+nICxU1twOMT3dT+etgelplgDMaI+rsAE8wpXO0GiWxTgeE44BIISQ3L8nNhf4OPSb3LsHdCC/yGyQW3/aaGn6dYmAARFDbCBH5MGM4BMqzjAnxBAnUZrvQEIMvTnRvXqHohQ8KqWwWj9+vnK7JqYMMfRfi1NIGIHD5H9qgCtCLkJjGV9dc/a1oZwW0ZLRW0yxNrzAwUcbyyCCV+MiI4ZXvdPgdZ8SvvKl+i0QjAwn8es9q257rajOcqCKHS6GEfhYtMcMelZF4Eu86r+Toqu9g7f1SvWiHXzlYmqvpHgBiPB6I37TPk9WQqyFnjTT7Qhm/HK6qJ7nHBrATdCXo7Wq+9Ifc+p8hsZPwaLOiG2N7TvZLXWVgLPabjTN7jnm5pmFEXgFQrtPOLT3twbR4aPwj0NrZUMCezSBoaeILwBGWPpZt194f5hWdpDK0qYdZN8yCs0gAFAvfC6ybtgussIxZjTH2scQaQwdYj9X0hg2QW/izHjFqKYaJdgc6748ona5TvDp8soJTMFL88PQDvzX8dl4BTScb6/xTX+kIHnZNVM0r9CKiDddsDtzdJKcHsZ7azxkPLGmvRw0WqaMQNZg91hTv+WcC/hWHRfb9yb8wx7chwdieYF2Oofhe9h414gUfG/Xai5vXHNgrTHHVZ/bHR9UFtU8Sl3AEZpxT76zEeexC8sk0nKbN4AbX4PH7xQ6sepAZ4/QjuQQO3R9jOVXBkFTG/qb9PLUFG/+nLVibrrGWsLczLe85iTwsrqnV7vpLoRrZ/ny58y/zvPK6oGhQoLlaDQCjTCwIr0Gvk3CE7Ef1U4vHzqOl70KkqmS3F1QMrl0B35hKorZTbHEgrFwq1n45FJ5fGOL/QUHrzbz/96LuzkcqaYRwR/phPHIqUDVAxYJLnDhS0KYpjq8OBRLA8qZefuu3n+b1BeUKGZxVdSDppzL/unrqoq0uFC56lYs3afkNgVKat4ni5SSScRO/Aa9/tW33AhRAs/cWFEVtmN809fdLGe2CA0gDulNZ7NTChS6Oc1Ef3auDDwREhFvFdn1zj4wkQBP2wqu7dR3jfG6n+Jx0h2fcEojIMt5tGuefxlWfaz5wCUrpG/je6x0wEBBUXvg/s/kJJnunlFjDdZBLZe6ZI/StrpgTlfh8kdNLg2ntiPLniCKT1ZH2D462NOXfcc2ojksLqJXMQke3N7+9LpuXJkGq3gdbSwvUD5Nc4CgKXRC+8MCm5oM9I36kCeSoGsEdUTR0n+q45Eek1kLSJsbfAQWN0uyEtlkD+AKPI8ciLXlPc41G1YHXySTsQF4iFFC0RbyPmnNrGvqv0ARdr06s0aLvuspmPnMGw4CXTdePEj9G/GEdJ/TFs90Y1HPaOBs2TB5wzmPq74DA2Ca/ZHL9OTyftkQ71pckQz+ASMoAoCrZ9hV1Kg6Z8irxqXsqABtq2mabhLbufj8kaNF+3R29o8fypvgJ4yv1R3+YffU3vHQyRY4QEmFR055SYnmTdEikNeZ5dbH/2xIxj8cCnIz3eq/fa4uzAuL3YMhw9wKhF0SBQ3O19mkSehMsWuTBlHbaSmWfg0y/BuoNaAAhJ/mE8I/p9Ibxa1J4mKOew5jiSXMymfC6uwGGjcgxUgU1YSNk60sMbseDRqdHVqoszjOuO+n6NS3K4mCYKhrxx0+ejRr38s/gv9lmcFD2ybBQfTs2XBKOlsAI35I35oPvfXM8hTuo0Zs0KFGllhaZTfWrCKhBafCsNS+JgY3wk1BAD6kqFUQvbVMEmvHgQTb99/CsX3noHl2D57nOVYLw/hToEhUxrbvYl51C+LVo5q3l+KQst59nzgGjX2ioJTpL8mvL1xF/JpY/eNtDoubfyz/nK2VK9LC7sipoHU2k8j2MgSnlxjGRqDlJBLU9vn3qZllxG/EGLTxw9rOTBNJm8ZSiBPlBQaj6mo2bjlrcr9TjgKyxWrYj3d6cLMvmcMKuWHXGWLJd1GAls/nVZdLFDJI0UcAEyI3VtswSyfo0qqRMtHKvZF/TnTbxroE2G3gbSaivsN+EPkwDmL9n59F9XOfJjlalCaw3xFof9+1CBPCQGwcYpmHbIicMv+b2H8dmgIGTx6df1bjImZG3i3FZ+s2/kw63fnrdyq+ESprwkccCoi0OMG1YdxFh52lIKOu/QWPJwaQgYHqvcJPtGeuQcGaWC39UWtMQ2UjEuofANV0OZrqyZtNOQLjYODGF46izvVSfuYZ0NulFBtfMcIMf4tXhLbpAKC23tkluzxySk/54zOlhrqVGW9SSvfeZVCL5sA2Rm6w+ZVjnR7Ny7l8mxKQoIKj4f/vot/XERsArBMNRdOIPJbnjsRXSUXg5fOWo3lLzprVgPdx4Xysh7BdnaSzpEmpdbMA5fsiJIXpwZcYh+t5rZAQYbDYCNa80s/dn3uXKWOZUfX3cM4zCcZ/X2egE5R/tokO78SpdyK9E6/o8wCb+zR5JnNXGEXzpvFLazcX+qWcTlCWiFk5x1TusYc5+yFui1kYSB04FyLuT2k59FhWYGVy0CcyDReR5rDqlXzDvOuHUl2BiyAfiqW7m5aNhLMuaEGQ5eBnqy57UWrc8fgeawPTrEQz3kfI5f9Q/93h6tPpt0/ziEzsfxlbgTJl6/P9AKkWXW35zSxUxfZB+heUSKm8fp/5IjCmMd6n0S57rNIdAR6T7Y5WOA4kjNHFd4e9DlHHqe2mLLE3wUJe6tLIsW4VLJz5e2QTbTkajvDxgR1x5KbuzbSp+qtu7KUdoC5c4DIGzre0SpLY0fFRJiRDuOWVIqQ3vYpG04S40K5gHVjVBFJUDJr+Om5pJIoqa74999B4fvxVtg6E02wvnK44/ecG8/KwNICVwSK6ElXebSdMogiYZxdVIiCdU4MSbcHuF7sfRUOhwreT7lnF+EYB0WbcTq/kTpAsufJaygW/TKhzIAZ33dsvzzENV/Wvi+KkrSTmZewnMSrn3O7755uOAeHT82/JxWeulX4gh8WAeY9Crq6hrfojduPWcQDivc1rdzOi7rH8k0m15tYjsC/FxK3+fGoB+FDeBENemS8zZsDJdmPGt6uMllSgrWmDAgUbjtqE2dV5CX/mrx9IptOPPZ6txUkP8QIKvVNywTThgOfJcT1pzbe05/YIjSrEwM3p7q7Z5gj5Wac7Lr45s3b30rzQ0zzicMVSionQmBC3e4WIL0Dt0XarG+F7ZMz4RzYxJqaEJK34hfRNDwKqQMoStlQt9/4DOGfiYx466+Bp+6ONfZX3oWfL4D42N6QT6kWDoWxa4u1wQHkJFEql7354gydgSsccakBeX8K9bZt7EbGOzQUe5gTSEXPnACZK8Oj6a84fnIoicomj+Xs5IP7PalRZ4ohbncI4ELS0wGxVdu6+IjLJ6GLaD/l7u3/hYxDFc6C2fGx+GhfjRfHikCUDqXyuCPc2nwLHqpc3qOhdgH+lyyRHu9y3Vm6tqfhPvuxtlGy/Q1rNOhOCIwT0ndO6WqEErEUYh1gd1/Cc/pTIpgWTd7yCDuyhIrqdnHNXkDJqWXWPP7WwDIzphQlb1Sy1Fy6PbVDgzWdzn81NUg9P4dh08vtwv7wEKlh2wLfVzb2VCV4idY7rzbP1FLte1Rwjmw+0Yw5LZ9vBsFJpL2lEnDDTVZMqAluSnxrxrAU3utLn04LI5a5uCPOsG4mXjLjPE7DujPzVW0K5zbyf+q5ay/JWvyvzs5L4AsBk2Zu5JkyYqiN3uwt0g9siOANnYlfiCkA+K+TsLUyqUFtkDQYqHSkHKACbyir4hwk3NhpytExmaFCRS11Vj7mJACunPDndQjuEkfNg8BT3c7wsxywVPjvBEZk5qWboGxJ2zPc6dCPrsnmpnMeMh0Z0D81qR2/N+Im87lbexrGUBF0hUhsh5WwdiPPxKnFQ/Gzr5BZ64V1YZj8wKkpoTt4LP5semY7rSr8XBwx2KTBsv2CtAbsC7YXt80z4pcYS5ZGWvdW16v6n7fWT4VWbf8N4j6JM/VVkd6C5GC7ePli7IWOqjVUZQJ85V8rIUARGbALf/9IPD3CB3NO1dJA4wijgC38cSc9qYuWobUbUZRufKfWgl7DJExb1j27jbTy0/oV2cvBMvHRgRZKf521+uU+3/5zdRfCyP0Nuwd+XC8IWES6ljuSCtlZ68YMmpdkGCsTn+EuDo7QB/SJbn3s/TrqgiYm3SRU5ppU8JaXVT7e3wWZIiGJG65QOF8OHFTYyXHwo1r1P0OwWUcGxXolfGQbVhhXaXNabWw313UG1p2kAgI3WOZmu2Ris+iYZmwBiJ9+alxcoNjP2O1z4B6nKnpZ56qT58n9M6l0I60ebuF/Zzb7x1AUkXA520ZRPSnzmWs2pMm0Oj4UIXh/dc7+G2ugTcpfKPOZzfOVvAPzCh4Na3Os41qaNWWZ3DbYJVc5HXSDYY9iTlC+4AKYiZKvZX+GtWy5pm9aAdGIv2WmvXcCp3ZzsdA4y+keGswDbTb7qEglSSwfxgwtEFScYRi1382JPr5/0Tcuk4t5Uv0/EbGCJrjOB7r9lweBahamsykFDLR9snK0wrtBPPeXmDiD9QcnfracjgvvenHRqA/WaldP66Tzc9RHT+rUORdqeLBUbIoxrkb4n/wowNouFkJU9/gg+2Du8BANv/GiqFnE1FBRAb4v1cZH1RFeg85kxdPcd3hz3DlP5kxyhJlFmBdsPt+kAI4Yy48a/ZYl9Ng/00SL/8TuZhAIyerXE4tkLPXpzWdGwqG3M0J6dZpTMv7Mh4aZxVMr33A9E7/xxcIV5YcPyKhJVCrmpFAupXvKvpGgHsiaSAhCLrzGNZ+9/kak4Zelo92KEp17WWp5RzEmDTY3iBfLD8m77lIdv6nj1yOFrGs5ueUP05bRn5VhdHgkkgYqUnDf5HfpBAdTqahO7eRZ9Eq5PBooS3sg1w/UiTzVIOySbDGt5LL9XklEz/sUZU0sUTOg48yS3kIs0Q/8kd6K9mM6itydBv390Ng7rTHLXxj0+wNObcxJ5hCZyY0FIXrCddWf/MlzeJAeUyOdz76kiLDh+LF41WS24EizM/JLpOAI6aDQ3CI1l5rcJGTnkJkljd0msgu3cG/ez7SDe4sW8M/BIAMo7Dkm+Iv5cRcMvu2V2pijrffcfmuDDaoSbPi4rejeIDZZyK1coY90jyImAJOFAzqTwN/KjwK5fh8pjDFtift/lLKiZCr9bFzIZ30mss/trUCTOIEeAeqDTcuo91vXVyLTDgZFqdsF0vGOXo7JwS9iFhvTKmiB/Ar1D+TmvXfbS3EqLBoqvtwGyLIQCxyVy8GTgqV/7wHIL56SFT6FeEoqmfG6P614h1NLm2aD30ULQj3sOw0ds+u9LAZVRRhX4JXerz8ZGKACasH0YKt1qUcV8O/b9qQQdnXXP7wqnmNXsG6aYqExJuvdVp7TKWnQi4UrrmrkArbPgpbBH2pCur6pvvnkmHRXcV1PMKpnGllT0KxuLgXlTIA0eXCBcBUhh4//SiKvbN/ksxz5Kb4gRWF9HUnqzJOIXbLa2JnVEGgEsOG+0sJyFmdYCw7VObdKoEDXEk1UOmQZfSJt/zBqR3XPBZItCNlWVG9v94xwC2qNPUXMFVA6twk8pKKr/tB9YIx48m8ExjTrFnG3E4uOLnR6Vub4+uT7hQwiDl72s7mx/O0teKGTRrQX8TMUEHWAFRuFfFj3msuoK7y5CCKeArx01YMny9OW7awlg3f1Nr/FikbeMW47vb3+L5C6a/BnbHbOnadEZ4cl85v4ZEdzLWD432JmrQMoV6yxCLd+zR9GN2Cl15m/xWevSxAePzZjyjwEHC/agIA6Vc+LuakSRb8Zb95oFvHHVgpbUbA56iSpj+P94/71pezu3y0hUBw7P5yWwYkOT7poIxUP60klMbYHXkO1Sr4LMDviaHahfRibgCYaAriGJ643C36ankfdZV0vI3wXl0hOiiwelDqK+7qKbl3xhH4ERe8u9d20RafyISz5buXNow/GfbMaQNmWg1d3v8AaRBB463r4OKY/Y87QTsVydat/SwLUh3wbA+dA3s0NSEYdrhHzDn0Duo9s/TmXYQjfM4gh6Dkhe/1m3THKCHyT+J6RAWx8/ISb5i1wghU6SVO9L0q3CvebeOeniZCJpF6ebTE/ovLCJ57EonU/6Zkk4rPJIOKfqG+pn3zEtnBSe2R+K8xUanFIqqQUKfVtYqIwJhPFb9EUk4yNklARsd0kDvJ5LpX6rW7pjtAZLLXek6mn3fIkruDK0eR+fMemPztZDuu0C7VX/QnmxAbFzwtILKbpR2OxQVhQM1ZXa8ORZhQGgH8Oil2JEELx0NX6ISnpmuntZBRVyWoErhKlRglU1vENJdLI8MReRwDRwOwF9x7R2KsmsNFXLwgr0QFeEoOags+vMHDo5c3G4mG3O+pTwEuwXnRsGFlIvyPTVHBNx4vC0wq5KCBdds/GjEqK3gFQJrYMeyOFdJnm7oj0u8NKFlqeSoQNOPyBFcdrrhx77d+5gCuVCE5O9EoFFBFLRcdJSZrJfXZuo3ypf/HHAQ1bKH4GL428CqWyuAwuSeobAtXCnZgMsSNoqBSIsdLhpdzI94bvFFF0ZFYqNM3Klq8hfQo+RlFruBcOTa2I8oXEiTg43MwoXOSnc4efFUnhaV75sC9utIICTyziS9pXnIegw+KGoHRUtABhKZr60OOWqeRYqnqBW8k3uQr4cL+7aTJflplQ80V6Luso+bPg9nwH+c8ppuPuauINcIgy9MFxdQIxtMxaiouoSne6aAcTTCROkiEkcvlF/u64BpaKGgoss+Vm6o18czqmCZlQFkKVQWGfOucbFnUUuQ5Fulfm6yZuo9DpJehDXLAQDe0T0soJ4QGilLBQv1a+nL3+HQThZERIkstq+O6VYowPz0o7ZQn4jv5xBEyKXTkkPdL0L6I5MwGc6Dfhd/govz8c/uDxvF4Eo3r3rOH6+f0MXWDXLfJdKPzT7/CqAuVXQ0O0IY6dtPhyVtWFvEPwaMbbIBbAkg7t0NIodHpuG960wcBhYJ/g8ksbwDW0QKrZePpCd8QSZmE96iLMUO1y/B23+PwuKWa5ksWGgfwn1IqoVFKunkBOSlzwpww0xYYT8KoMfPV06zbb6yXqJ1LwZbd6SHEp609ewykm/bnhmvnftW3/xodnlNV3pzWDdbVl4/Q2Y5l91AFtRYPxRFB/2TBa963z5wWMXGd1Ikwvs/yovcw7L12PyqBfRaZLZBsBSpCtUtPxLuPngLa+/3Q0shfhxSmcQwqR0CHtoyGDYOvXaQb56iyrPggFy83mgwwPhFLBLIaoWsBF/VxrOI2Axt/jukKuBxEYgS15qitSkObu9w31aR1RusISo6UJVX1vhzjV02hYol19pGEqphmo+dmt8YzeUKbJHLvSOZlGaB6+FKAemKjDh69FbRBH3g18SmEt85QoZOvmplpaVYlWyXLxx75wcoQpAfG9G+PwqYmkp26mLz20MJujJmX9ZGo4bR/ZDh632EKfYByD2uSE8bAu7aIDP8jegt4YjWyFFcCe0La64HGyIeAihPHpdwVGV6t+poFAVWwt6eqgfj8d4ZdFZh1CjlPXpnaZy+cu19CCghXMxFJlGiNshzPZK3tKSBFH7idGeAfNiQyBaiN6RQDHmMKB0jneE3r9w7AJquoqCNibNb66HlfUr/cVfyBAqjS8xcivGl7Ofw1EZL55RD5ibQnz8kvUgTnqxPm9LhTDAc2g9MNIbilxUtukzp3IE/ZpUxIDGjsuvwIOY8KoVBbh08DVQK1iFfu9rW1TkopKn07FyBsUpE+c3ysd2pVsrYlxwfCifHg0F88e8iGikjKFqrbLR9lpIFlWbNucz37S6wAksJTaVL3pyUgLEkI/1fQ2oVILsIrBLujB4SOJ3M3eJZ8eOcFmz/lkGkd6F9losl/k41a6reMaAWzdDVy2vOMHuja1tre/8iaz6gTO8MXijsyVqEEFp2lJDvXR/swscOEndWx+yLrluJom4i8ODPue9EElmeT+vEj7eDRkLn/D/S1zP0kaC6rc79Qg++gkwjwiP6hz+Atb9cpcmcE5ii7i4fc3UcIp9X8w0SAFO33UjKFP+rLrBrOHFETr1vk8wXVPrbL1hRYlsxgy81fygpl79dYePu8RpdozW4MxjabI4NIvV3Hu+GVIi4gFCwgf0jZZjZdOCGqjXgaJtO4+IiswhCW/T16Q307Yd0sAVk+RZBoC9ICuqKY9gzkBasqSRwKY4wW3mmYwOOhKJXnyy/jzCr9P6CsVblw9Ev177FxaufzIqvXu/8Gk2cuplZCeimRx44Pjb8HOTlr4/8YGr+wlDuKJiGvXdLtmJVEeXOOvDbCLaABT74B8c7pc9wfe6O/MjegQA2DojkK0YlaMAzMo/8WB/+IhcZRByN75rWO3MMlEcjNll9xNQKZmh1mZQlNQf4axnk1nTZPT/P5u3CvYXtjuOeuOMr9ZABM3CC6WoUP21O5ask08363Xse/YEVBOO3gxOHIw4di1ZuCG+chgvFpcyOn3jOtUvpxl5pybatZTdEx3VQNDcUh+F1BaWzVf5fmfyVQHlcbDdCtF3ShihswM4cKaU2g0ByLvEstlC5Bkv78ja9qPbOkeFyqCw4L/5L5k+yFkGxNZQS5wTEZPMo5y/EFvqIlU8uQjEH9Vrtz58NCnqfKwx3f71m84eJYgJNH5zgUNt9DoU1jT7cpUF9sIp/iDK3XPmI9bbiBnzj8aKZQ1KWNs/5Q/3kicPs+AJgDowihO2ifR0h0rdA8HfylVWFo91joOAIhxuG4ci2OFg4nSNK4Tp7P/9ceovEE4WCRwT2BlE5dXK6FWqaNKxmv5ID7jYKUovfl6jZEYlr/jvODB7C9bjdeP8r0c0fNsLnav+z0Y5pAmttTtOyprNpRwF8tQ8wov0Nl/KDrfckdCgftw8GgG1EjAFsaensQ50AgqOXoNWS6HhcSa88ua4nD+/LJ3pskIJrsd9Lb97j4qGCdA8O+AA12cnmwwAqOyj2fyJmm1Bt9s9sOAGFeRT3uDtXty2uOW2piI23pIF9Fw+H3Ot3UczJELnt1Hbs/zej6IoFvT/zriqARWR8C2l6IV/KsJL2yS7PvDJigsNzwLQZGib9dcpctUXRB/ulRnyp7xTV+p0f2H2iMHkkOPQoO6uIGCvFd0PaqogICeWmGEsrRAOwKVjD9mI/wbSvaZVLY4jWQdsgwT1ZVDEHtKswyavAbpY0xWkkfXy5KWAggDiVdY+NlkN+Vt68v73RyZyjQjrZkGCUBMug87pvg2IcAnxXmRtSR0Z+AzatrqjLq3TY8j1Ws7juLMYI/ANG13W3NwUS4xgUirqoqK4c1lfHMHfjdhhLDf1VnshheoUCWqlvIIJLX0URFHPgL+W+MHfU5MB6eBRWVWhWka2grGi+XAvIcYBoP4jGdxTUtjUnxw5/yhAEJP9zLjwZe1KdqX7nqLTU947eGSCAmPMJeShSvWisjzpMy90lKrBds+iADhjbjl/WT2r9WRNuhaJzu5E3J8XHV90gPca5wAeGE6qz1+BxvpBQ9RzFUvxExml5yE6CAsMDmhUzVlqXOi2DH4so3WZwUqbmPgKSbpyXiQka7DeUEgyN+LukCN1OnfQJ+JzSxQNSPM2vjtOZYBDsBJcU87khFv67hZgjlpkG4VaYlLp4MpJ/MDMvDUGOutcfw5koOQTGwnC7LrHOxmegxox3OEUmadUi6Q5d3jOqccP/E2g5BfCIM3kT3L7jSqU2Ib7yZ9e0bRIOosNqXCv0Tjyj+FHCKD++5zfXEcRtvKEXkrCtKRk7g+ZYqI78Lo6yIOx4vWxpItQ+eoUXZjc5OEc/qfanSfRlSAHw8CfGzi2E8fNmJkitkZpPHE6wJFExfXaGiUO0xWZxsL67J22+++7rZ2+xNw8Mkg0LRzzlO13u/JAD4P5jNJlvm+CJpIBSfScJVDUR380tjawbVrtBuo0JguMiMkXhGOy5S8EJnIVK4z87ApAHKAQpD5iO/oTZu0y4OKLilzdl35PcG6LufUNHr06YCXQ1dpHTVf3NM1lkZGgRDtBX1AztBVyKsSXNqa/TKSt05Eo+Ka6ehZbQNfrjQEa77wHYsYIZQJF4a9bmROJ8NpIBxTV906lH3kbxyep8sJzC9iaXkA/tgnB8+bONkHrEugxS/07k8pMv0E4gN4RjzxWVZI/Y8cq+WWtKY95xtp1QMEy7nr/wKlOqUuvnHePqevnNqC6zMfRPkEbacHfXgQHXlMY7GxEfIcl3CYH5jf9+S0VytjRPyQjDrFrZmfWtA3cMWhjMT9EH92FDgOE7pjlbZXjhNbrx02pZhUaWkmTCKNsstLBallxOyQ1gVLG+py9LkAS7j7otmHXxvDfvuZHG7vevK+MPIx9kRGQvQFfbVex08pr7ug9e5HJJcFaMiVzpVVCeNpcFe13lXRtSKxnZnT9ob6KjdzNfuPIcjQKiYKNFqPekCua7xV3/RIcInfvHeernpALa+Y+RsBJH8Uk7H49TF9d7j4HxAVFQSMefbv8wlK1X0BkJjq5V/aFt685NnzQFTmjMP8cVQTt9rxadtlJGOESOpI4X1N6BlJ0cRQocp1iqOOd3GK7+a7uIfwUNkbqfxSrgfenGLpBTTf1YJHFm7hKJSTmem/t+7tFqn1+3BXtBg/rc99lG5dMkI4Arplf8e7o4Fv7e9i6HOeXXBUI6Ai8pIJ0SZkB/nMBuewA8j6dPMvpXktcwf+QNZy8I3d+uelljfR6VSvR804ZNba4jsau0/vYCdP7+5BXBMdMNVL6aAQ4sOsntuUcIqkd/CaK6HhQ57tuE/3IEVPFNVz2S/mlGb/HWF5qfyH5nZKRaCPcTMixJ2QoYXnGAHNUs9HUd9Md5ErVWr0b3jY4R94MUw4qtFXApU0q2H9xhO0wMlQPFRbjaxyIIYKKruW2yczxw7lVgMdNbu0k6egQ79SX6A5XzlPVT8RKB777nylovBFkQjJXR5t8EL7U5FIl18Kqek8M4rETIxYIe7PTc7wxUOhTUKEW48/hH3/9LGUnKC3NQw10rC8+NvKxvlGlBVCjqPLcAVzGEVxZSx96CSM6pl2OuQ2d/kYrVXISz+1dYdOvVKO0b9RCQ9KoaH/eL4+9uWvMlXFU96c04hZBWj8Twe3opyuuiDi2rac9xLd9es+mamT+QneBGs1PrcuRzcHuWGgfmsJkBXYKrAd/yNd/AANXBURbL7710kKMpTcHcujgiIlNfTX5pP7+RHtwnGrCe59blefJ6sjAWQfZ/ze2lSuBqoSUJKeWa0FZEw8qUNUtTeN8HPudN7KrKMPsAjfa89xbFPzRR+S+2Qp9MDF2b9JEfhW1s30rmmqCNHc3pveTkkYB48e94B7x1Xw3gNVqfhhmNL2oM8iH9RLai+RUqjIfldxI8h0vdA2o0l4IWcIwbJrn4MlLY0TrV8/V+l4wG28EZtW0p/rtglP1ujtc5EnN5HoxB3BulD7Sjkp2VKp5K4UTCWmZ2bKXykSH00lD/gPF6wNyGmQ+cQldAYAZ9jpMZm7zbF4L7Qj58GWMvJa5MyzaU3uPaE/UUnJjsO4msY09Bnkfzwqt0jEyTVoszqFUBYkgHlQEt14RK8Pa8+Blcfzc9tloJWLhnympWYmWHG6qglCxRJuGEOGsPCQE2QwU4HH6G7uqBtzn9hMmBihqhVZjDeUukvPqZweqBB3qk/AEhkFKzLARiqW0H0/nHDhUaX8aNUQPZBl4EqIX1XZZ8I/hJCsimjaR19vsTHj0zJY4Ifcz4RadlAr4HkLn8uG2pNOnZUjgmdDNw9nVGbajKyhHVvtnHzqsXHgsgDK8JqQ/LAsGPo+4Sn7T7Avdh8XJYlUHpecqxtXQQytXN/JO6G3Rac0HJlUBnSPXByt6TktYJR4aW8nacvTd6fXmOzIKoEDj//4LbLkOD+DEWsrX8kBILyKR9BP/JTkIyRZsXdzfykU4RcqMRGSg9wQj7fnxipqnrkG8fZOqHibR0Jn3JcyRBac+/ylpkpxg/xW7I0aFFylo4iMoGflOrRUjONbtRn57wA0MYGniqkPWErl0JpOcePJM9MqKQUGV674gtQjoAkeoEt9As3PnskNPyG9Kig5jSaAJ/zlaTW4KJIhvlyllz1ZB6XxeiBN3v6SxVPKYpvmFAC9xN+dGH2xvwtncmInlKT7ne9nrgUF92+1X2no/6t9nnM1zkl9P1yxObjDFqLTqxEXpKhQcjoPH2mzZzk1yvntDck/UFFuDJxYTumVGlNG60QBr7Fk8HSj1uA8x8I9p5FfgSVQ2Is5OEO9EdxRaHUSdy5UQF2bH3/cy3l2mdMdMns0b9JuDORIkTcYaEm36DIOZ80oeDIukdgQWxqwjU851LVDRAOb/eGj2MDACXoCHQgdw2M7ssHm+WAiuy9cRs3hCs1wIKC1oi+MSde0hVECcRO7Nd3eUfG+IMZ7AE19wXB4+8HjUL6Wesl5HqPp/bt1mBVLky5aNxVEuB3jB3S6Wo/f3wXZt1YbGEnwSPXtSpLzEvAoXwCee7DtLFQwZ/IB7ymZbJk4VrBXDrS4HKA2JDmXyzgHbN22WSnXo7fqI8GVSoocNXeKS6E+7MAnjzyXhM1EKOYeIZ5zXTK0NlxwVbwp+9iO2MKPY6T+H3ovoYe1CuHZl5neW0Q7krUlNhBL87EARmcqUEZ7wC79aJVacoQeIWWeprTRcQ2DvcQWXPxF0RLJFN6M/9y6F/PBdRLWM1dnNH2qAPkFvt2nV8bYslI5J8z73EflWfOaKIKnC3xwfIp3ZB0IDUNi/h/1fw9sBKtkF2tdZ3lCGyFzLq5nhPqldHS1KeMPX9WXTezxJGjBzDe/nB84PxprX48n1xYEdcA1FllzRKWfopiEXC3VAyv+/Db97dOwgOlOzm/JvcEKsNtwqcUxLivCm52jGYCZKQhh4YVAtvTW9NJjP9mP8cN7TRG9bZt6cPm4VEKqaDHdPXs45eTeDwJCD7SLuFYK6KZWCPZ3IioHBP9zqQeaugpPM+BBOxsQtrsq/SV/NghqF5Apgy+xytCvt4EiymJZqNDDz7KGKp78vi41QP/aqJTjlqe4WAhzqhMJFuqjKZtBvClA/oua0sZFIfBA/WjdoK+dVwZV7PIx0B2m74TD6SN4ZWl7wZq1LLCyzvN0eLdNk5Xx30FsdNpwL51lqr8Dxy0aSEmiGe+3m3VQUTjL/hqVBB1NojXGVI+4MRd7eQd6pRRmrp2pKREH6+nIvuxoCE1ersA9QkASCsBL1GBrwHh4wzhMQ0yRsAQzq4jD2ZsHr4OT1wDSw2QVqHWENLJ6f29PWKjfj8bAUesFBtNm7zIThbhqZonE9xotW7r2lpo2STkWA4MGhb6U+AByKyguf5J7v9qFQ0WkZ0toDDEjYJqJ4IU0JpHHSC6P4aNl/2jU6A2F6vHGkOQH685Q8/St/ReGdiVnLruzf2poCeTwKdEyAEIXhGl0YQXEYlGcP/e8+XCFPWtGjmd/wQEcA1zFEDwzajN99oSmzkvTN/kUrz/HWCuZQ7m5xuQNii0HQsu5ZQditzj/Hn6Odw2cth1mLiz69rkhUIrxYUHpuNGDlSusqQpcR3A1FlfD3u94x/hgoBsEquBjwzdTdnOlEDFi9s9w4b55tgdToWeHV7a/I/gBwgFX7xSb78UGfqldQE9pLFJih9bXIxfHBrx1UNGuDT7mmKdxhoROyVohs+xN0/GxtfhoY8CifEiQv8PSQ20UcGuXBCdpgJ86hGG+tlnxynpwUI2mu7lH3BsooPmaRKjMN0seLHSKOtMeSHliAhXBYZAbQ3tgTEVpP5UMvEo/rTKKJKwy2tEwPoNnW9nVcN5dW1Q4m8xkC7ieK5xjfuR8wW5+EAMPcdwvxlgPhVt1zQK4Bz/Q137L4PNJMX//mxxzBV6JdkGpAjt0cs9EkGd7hi7SdHQi6Xj8t5A7zgcviVnz0xr7xGaaX3j47y9EfncStV7YVZAEo+sdEfcZLxcw3tAcSTSkemPP6BOvOH2/MAw36WXFFXNAROCnHLnuuYuaifSOOEmb5BINw4bQfeIHHGJNMreYtwaBWF0Ilk39x+Vh0183q46Awo3tZs03df+M47Yvo5pR5Io5gvDXCNbQHe3VKIrUmIdDsOU4VSoM2cQVZMnSec2rj2S2yheJYP+XMUOUd/y+YdqSroC35Vv4o+glJWswxxnYKLTX7DX7I85Wwx4flU+eG/xvMteD9b703pZZryyfOD6JkthqEkD7w17aCTVBCflMwlBvdGjG68+BXpn+xAtXDcPnsPtZmRtoTH87o5xZnlssMkkgVodM3lc4WkKXersPhQ0UFRQdwVCKzXAfP/gdtoSSZLzX482FfiORaNBhLgprUm9z05M9QRm+gigOdrrzdrNtb0xgdxkoFFf6SN6dqwoh20MuFQnkZtDHDQchC1XPkmpEIpgCyCtiuT5SkDuZ5Wa+VcB/1jxxSWON/qqy1gR7m70pgv9XWm+7v/DfKpPRre41AZRfQj81rizCt+tm8KDXvXv9oOs/ReDlVzcoG0TwuynWdtYRe3USLjNOGHvSf5qQ634NByLkjg9C4HFpC/UiX1ZOJsLi0xhePGnQC9/l1JAJpbT9vScNAdKu9zpKyOS2JuTsTKLzEwTBWo2P6nhW4IUdrK41cVFBPpycbWJCnWvtLPRI8vsojO8XiqrSJnvORbrrqJrZalfR8k5FQ88MZLvwqx/oejQAXg2IWTIMxHZbBb6NiOAw75krBWnC6fgGD1avgunlHvQYajpGKCSQ7ajkSA9T0zPl9LyoZoRZM3wREY32zWFeqCTEQAcCDpx/znUZuZyEVwWdKXtwGdMHHsPO1+EidLkkFMEWm2981MU0N7F+CQYX2PH6dk067SB5OO2AxC3MkREXYvDzsQdbJ6iEHZLTt7H9Vtz8E0uFHraxvcDKEHuV9EH4VG3pIjp6ikL8XGDfbXb4tupyWB4U8/X27At/ziEPcFEoLcxYQ/F5ztN62Yg8+54yUrVIPSHwNa7X4npdyqupz6SiZkRzSyZGq6W1TVpSqH1sX+lCkt6MUYbFYhed6B7hfEYBd0G9R7RxyiO1UObVt3daBRj/t/p+onaIb3VKvr/20lG9FN3PE+SsqRtdByHoaTUiW/qRKRJkxWRk4aARThK4xVCti8XjIHEiGoL0mFHqV75NbC0VO+47vRB3CwrKt1xcrDFXe6ZIpsnD89NZgKoi18cobOXV3wlMJcEJktf6l4yTgLZIE5b7vppjjadtgcWGgsF6rZGD25a/sRj6apiv+SbCA3o79BkDQGKfvGLsOBL0WkNAlFe8nWX2Tci13sbD0v6b1Zw9H2kph3YWaevJ/5pRov7N2a50cfB2FF9asJZbVWQe68pq5MJrxxlliKdNjJYabRMMvqgm0u7laNZOryBToIUIYj6tsH8DvF+MMsosQLJQVx78Q9X3IaE+xRIvTyoKTYkxPUXOnAvJjIfhTvPrEoGGeevj+R0t/ctpco+sPlKXYuCyb5nnD1EF1cbW6pN/w3fAXTY5EZVfq27TORVanRa5c2ix2qQSNoK62t9nDmhGsTuBsLArhTiClkc4QwuLY5QlSh6Cz51p9E5o1tg6GjMYBEV7Qx/lQPkOXlpAmPMoMeOd+Z4N8273msWXfR86/w4+/NN70HNm4xLz6FBF4PcUKZuwPSA1VcDGNkYUgeN3Vn5g+5c1jyQMiXdtlSjtYVK68x1tgy1V7Nd3B3H969YCA1Lv08a9+mqD18o2YwIZAmbL4wRD8CLq4MT1jtChYh6W37/hnPWhPWUyZyP5x/xheK602Umrx1rngDEvOfYcI9PmuMs1G5bIlaFCPW1FJNyCwZ7j7HEf4oxYx3wmtht7B6Pu1n/XCh3E0ENGLv8xDawwwJMSx4nfQp7JQixeUEw2bNl2ul1LS8dCuVqNdlX1sGxo38sSFCIY9zLiKcOsMKqTmitpm5v5P0CXhCgsjhQhVnjKZf8MOCNtuk6XJdGr8opf1ITB2RaXxdlrHQ4Oc0CjBZ1MHrBs4IaqREilY/bEYmD9UltqUApjMiFFTmEVdJuiCuXKGW7MDMsegFgHQcSWwUfP7g5A5RVn+YJywGgpLDM9z+u4wwDiLCqPkH1QRguA8Mj+20vlgeKXzY2L+yIsN/0zqTOGaks5/UmevNd0ek2Bb+QgsMs+a14OvZyJPGsKc+0zOA+82PtCShcSc4Loe7bEIZnLXZ4BKqK2mwgTvaCrE7v7WtSFn1TSHsyoMAk6PU55MlppTSxjWmyr9VqdBOxC2HEvy2cAAKFOJU81goKT/E6CJDYQp8AAvdW72TyHkJ2qnADY3k7Ncu4wV+DByBWe84ef/5iF2lSBVmb506ekNDYIRAPSmOufVIKuAi9fgVyuSINaQiX7rxuQfhi688Y0MYn6LyGUntZPZBMBf4gKK74N3dHQsUJE9xT+yeYfbTW+mIEbheAHE/G1xhwh/YoSvP+f3iYhFdzAoCluRxEPQU6NUNYaOfA7nwvXJCv9GdYCYPajyDdRbJYZdVnsXyfN3CCNW9rPXdQ1X5cOvkyGn3fAaWIg3n9VEmNKy+URzgmWYtzrvStEYnA1OVvIoKrNWJsk/zOxIGubY04nSsrLG3DrbcCQglfl7WIml9xUOSHzBQsskyyPjjYhEBTEz6g/oIxPkZmn5wmbOVQ8srXZXZVrdnBAt7/tn0QKQucH8ehWaPUKLsHiNaIMtZd6O45fb/fFtGWCiVSAHMt4s7ou2myvu5opuWHPzr8fejN9uDorMzzIaczNHVqHm4cNwW/dN5/PABEue2WjKbYUM0SLTovmWKUjLQ3FKT/ly8dcgx3eGxpz1mvKS7/TJuUFlSHRjSoDu0M063qD38EthTR6E+w0iI1CMsOPwbPVxztrUt7+uqmS0XaOYx0j+ijljC5NVjsoJ1ihaoQ7Qp0XiqCcTMTG812rYc86af8nmqgQV4ZmM1jv+aFI8gyYXpUI6eFzyfBjs8ardJFkdrUR4YQZNADXq2Wh1EE6c5AKSHexxaHpJJcSEJF9O/XSsID1nMiO+OfvOlCzCQFoyUT0vXujMrzeTIadP8dzBGZPOaUx/dcp4+T8IlMlsBq8rDxYmuxSjjfB0fHUKhwAKUUtJHg02DsL18jzzWYD2Qp6d+BZl3py8yLlywdWqYC+dbowOC2+fEFLdurSXtNW+pdTp+Nxbijbie0p0jzNIlqwNgqxmSfv3m82lj41MF5odJMphQ0vvsUKkBb/bQwqW3htVTI1VUcuristIoXL4U8pRsLerwAuy3/ceQFY6i06IP9HS7/kVgjKyubcI9vo9VmKTUjiB0ObwH1G4uXgKiild5Ou1TKBWsbGnxyUp2j9rrFFq6SWgxRb4sYjgeSlKX2MMcGKmKamiHXUhwhYrctNRCyMfUQHI2tCD5whddx2K4nCnoUvrwGj/zgWuJYTCL8G1GqxubgNB3uptuv9T6/oa3KLg/ZPmkZXsg02OlrNSBKubEYFgFd8+npXElg4nMn194ypxmvhcy+Uyk+UtlpIf+x+MWS4SqNVo6kAODb+tt+dEDho9HtCSW9WaKSLIlbNfpeiU2Q7ERAANT2b1kIT9xQLIbR5iLJOxW/7Xm3I/Dq246gzNrXqIr+ia8bndU4QnaD2MNb/kgPjIwB29cSkRYk6BR8p4ePYnCuXomRhJ9gXOgaMDWWIlztbQl/+QE3uB+PdR3rvt/YKikP0KjP06OTScqiF/aahlvcRiwxU7sAxbKSVedNs5i1r8WAnDUEdClngrYgtzeFzlo9Dizo92ekqpqQYrFPFxHmWdA8f76EW2KGx2D3S90rJbbnE+OovzNjMHHj7hdTJop7bAH54RS1FsYpryyeiixl5IvNhTE1pKSWKRuc6MZ/MIF02Ce61X+wQZFMlHgEKRJ7zy3BKJhH8bNVYktaHecNHw6TLFpiL03StQo7sivU6+YaU3trrK+fpLkPBfebg0WT4ZucfxKg9mpf2Fmhprl0JA72gnmCx4H0UGdrHpLOrcVbRTKICQti8kvy8072aILppIE0zmKD0i9gLGuXkBIHW79VdejzOd7Of/Vce/AR1BPpJZMiuHMs4YA9Ltp0ijSZ3d4oULHih/yxlyrGRP40JHmPAtwGr2XhETpcY6rKSqrZlsz+f/F72ye4g50mdPTQJT96gu0/eSoF1NM7QjEaLrrxzhxhTqE+WR0FcEDDB+Fc4zpOuT3900pu8HLEbzhCTuJhyDjNQfZF/w2y+dVhAZJAqL3+M7gvyqDacHkfzIPYBn4rv6ZzXhtr3Aerg1rPXzBWgjwrLsw5XStFks7Q0GIRm9VBKVePIXDAs8XRggv6qZSC86dQWJ+JNmvUjez8q3g4bg+4QgE2fG0QOZ/8bEu71al33Gg/S6VvnXb5TWqNSFZ3aLkDylc5pa5J4CkaiGdAikrku1nYQz/SG2fkrnu+dwSycVVBnD5oZ21MvmH5vPChIzrcGAN62gZd8/YPsjthHYiYVSfLmOxIfcJRwU0zlv0WN/rrk1PoD9AzggxyGIE/t5akYgqBL1Bl/19iVblkxnyAceASnU0pFsAx2nGYMLm26e1Nziez4e+ADnfIeVlpVLSpmJUXXvRZxsoqkijzoWd7qZlvdo+FgeUGVFAU90ZBWpxAm6VCqb2XPPAovDQgpccmaghOSU3l84SDpiKjJKClQhS3ePG4+6TdIz7/P2ccE29NetrsRLUSMY0DR6/RuWUhwuPljsAB3wVOO/oelYn4rNVamcTfuFoEwmDpZHewKs7e7RqsYiVfWlUBty/yrcIe5pxLh+UjxovKr//ArrrcVquww10j9OAQNiflFr4lCmIcyZBwGpwqo4hyVG6ro+MU/i/wLnQkedVRV3va3eFVsWZPyT/0P35om9OId+NG0XNLJRUBSGKM0nwyR/6XObRhytyrvtV6SVPhMb0CBlcunrN9Kyo/6BTOUA700TkP/999FXQD35oeqNUDERFTacijI0yf3pmHBXnUkv32DgKmC5SWpqqDBkWvZMpEPiW/yGnnDvvApXt+gdwkrH3m0Wrw7bV4sIqmnpQfaabsx9EW54KFGUdyWVnyxKlheeSCYGnfKopixCrWvjk72KJF9EHVh6E0sfm0LLbGu6Eqrc51cQpnyWjvbsPHtZ5rPGDvTMOipqWpn71bT2YNIUy4urFSiWcCQCmvnwu8hjqME2P0ekShtnrrVBVS7AUk9SKqENgts9xGshDLqzcxjFoVwIkaxwwwV1Fjw1/Ui5BBANXH28EjQ8GoAuoCRZJ/3QhoEPYc9kkiElV0XyhzrEQK7+KbVRXWKViCNmoySRb2qn9x4OtQHsTnXmP1do+hDH4tCTYwn8tRP1nYLHVWBY8iFeM/6qbgc+5KQA962UpaOvhlGGqMHTbzg1TkiL8uTE5JrCVFW031i+AbjSjhG7PBz29nfU4qsFbEHQYLNn+pemCuf3kLVMfrWlPmcBIFqZvbC50egaEO+owwznDMNEuD0/6DOn8tDr3W21cznEvxws06RjCIthMaR7khvE3h0Hr+7EKtoRiDRQFmQi18h73D4sSgpZ7cZVvKUHAvFvb2fXYYfZCcymX7DFxuz8Qio196p/uDYBGGgVzz0xiiQl0GmddH46yn23tLg2azC2+D5qTnKBJO8PaklG138mtMvfxjLutJaMORKCKGccXuHahJ5J7oHcEHb6bCP8MAzG1oM7kymStDHOC7RcFujPZ+nU6x7TOoznrbk8hI37Sj+EV5OHHwK9qMRRi5dsCnmWbI0GuU/qG1gUtS0oS2mc19yBZZrxmJCe+Psk4fc0YdeSr5Qlb8dumiKeMexXMLPPOhG1n4Yx7iqoERU3hz8zLoubBN2HZP/K1FayHVrhTox1AP4MvrINfLgmKc+HSJQRBOTQZrWabQar0cv6kJBLd3z5B3v6rPcRTSnuHc2Z8yHOZRS8Mt1XJemlPTsneZtBnqDGQ9xUlfgYi+BGUcCZCJHgxXyCpTupj/VusbxT4pLjC2wKxyi9Ni4rF9j+pA+VY64yQGbu3OBIkACsn+g7a+D37PIApVMzIN1pS2zt0DL+YPs8ZGVsdUD7Cz38JLojs9Ikmt4V7BUGrSFU1Xsp0k7NlvW+zivIKgdG6/RxIGfY2YtbPHDLKqONUWdbrHSRuPO7w2hliwGyT1Kit0Tsbuc6Wajx4htlLiMLrjW5Nir+SyvABdEDX95jouLj4dnuuOWqBYCw6zXj9kT2iPWoIp4ZbEzLLSLqiU0HUSnKmEAqllfz/q4QJ7l64ae9SOn9hiISLrWzdtc1xoEIIp+LwEOr6VqQZLWveJHdTCXrNj4d3b0F1JutCZlc4z+SouY0yK7pcHwBKL4IkJCchD3e46yKvfYZ3hACOceXXV0cXOcTCrYxctkzBdhu3y8LgLFlvHv2TlWPDKZBTWo7y0Z0Zpm+IbDwnvH0J3zLekrpEMY2yKvU8Fkc7+wADU8frtmbRqPDiyZNWFMk9bXgPQySVaSDS3WV171kQoEfw3KFC7se7YHL9MIRsovhOv/3ehhOI2u/OxTKUjljyZ01nHpbBUVN/0djDwB1GEbdMJ+f/9gzVjIQNS65auYUW01F7l4ahMJz2ZZTCqJFmfes4sHyVTgGMZfWactyqcv+kWoXXSmipji3LufykEvn+rn+txD3tjidx1YFsxrRwl8FpCyQrO+5Na8I9aIFFNyxnjfnL4K8tWTuPXBoUqXCuRYGxhcgwBChX+N8GEZW+2sVdbrBUsvc1FS8WAnPLzgYuYDpNdUTkJjYYBC5XKV4yBQdPYGXYdyXDj+Q/ppy6nX0jiQXSCE2y4DscdLiBLYxs28u1ywHxjDwjzX6LtpV9o4veDuE2lVtFMUfvhN2BaElgVaeKzpGUWi3dzUAlM0Auko2m47zYYb/ikwvzEstdA1gID2dR/LtqmnJqRSUCMg2F/08Q8lX2ispmh7xaDup0333yErAd3/WRg1NvUNobx40t6Obd7C0kQVpnaclLb8k7FSReitFb6T5Zbd4v3ntjW5CKBfz1uEZRLzFWBFAZrSRByxdwqndqgd54uyD9BzGMOX5BX+RbcOINzkU7QBaqxbf2zwk0ujiPQ07K3KLhZQNQiNVUgqHMyyt+mSv/gZ7Qmx3eBGst1fh9KTYMri3Y9/4rX4ZyEjX/Q8ck80IRJi08dcWdEzG2m0HsN2GB3hmw28tHm9gdzmn+Y6y10bJ7OH7G2uNSH/yrvktZ4G2YdCpRtn6HZGouUZV6HCqPhGXsEEXTyrbHKxaHoNu1cU0ZLcfnJLwOuyA3eVwKqwpCimjTKRyg4lfnX03isjAG93VQfxnHCVy+g87Av4H4lIEo12Cn4hZG4u2b2YkfFylYwMTo2s8KX0FUQr/SluHx7uEvR9MPZ53r1VO8cMbjosAiZwv7cb+9JADIGg4IQ1MqJ089vu03+0oow6fS10xuDxtlS5lVuvIGs24DGjL0+o31bw3vJI44VWW0xb11vHhHgasmkwRu2AvIlKAE40sMz7HtU/EKBSWjrpA3Sk6PHWT9dS0LljQoz2CnPwLgcQ2dz3/nNHOGDmTJxAaJTW+tah35ImGZy7BgAtOGQrRIts2M/dN1wB4or+BTGOGBV0F8E4h8V02A1E8UbwUvV0zQm1d0q7LnIvAaLwpu3/XZPx9owerTA/31sS77MN+sAT3lrcaIJCbQqVMfXLyNOcT0MjRtzoq0azjZOLVKBq0v/GWeH9Gz64dyS9iS9Izklwvt85t1QHJIxh8c5vOjDG4p+w7CDneFZkTjJhf7OVjYiH7e6MBSUm9mt2GbdvEbPuGvvpSvz/c6Ucm9WsH6y3jvtIdn8eTNKRhJ+JlWxAZvahUb4A31pAMnlDHpApTpjDPxdPhhYMIJIDiI97Vbv7zlcYYPxBRTogvYTqKzu81nxOVPK945xaqwtIeBbaSw7dRra3AhJFv49JZDzDamyuzO4oSmlUjDSGLNXSU3eKgcRFjJMaybIP1ufTmHpBZm/ZB2lw8evHkgDXfTCgaj7n+YwdGs9w1emOpbBDH+9kVEethvjl9GVYE04FgmvGQNwb/dKIHE9kDiBoggFoDi+uOT1133RmJDtxllU+wN5ZeilIQ9TKBTlf8bvu/+o6lGbQDkuxee0xdxZvUS/ufDMUXiPOMQauN7bOSl0+cIL7NrZidAs5qVEybJ3c/Rw3hv8NkCS9pC41h8m31EM7y0Db5zif/MXpMq55SFYbZCBZjl69XTqqjUMKBEYdVHp0Xi+AdX1lakiYUbbuOsk7tV6WCpUbNzwZqdpF5UWwZFamjchDwU9heqsIR6w8KV38NWmFRP6m+zGTW3hRy0PElaQnI/+qTUsrxIkcBMWR6Y7tDNOiHT8Jd7bJOa2QUmjYPhaZtV1AjHaqHMGRQmz0V4tw1V0/qvUSOeclBRkOKdBZrhYzjjHUSSrLRc59oazYYrdnKRkyyoKJ2qVYh6BNctbTBYI35ExsFt91uHSdhgz8GK1z92jqFfYf1ek7XPww/fM/PkGqCQBQDm38J04IS+uUUR7rDKuRMYmsxi/rnDewBBAEyummmbTutk2AeEYNaIVobg5wkMgTpNXimibr3SuQL9ms1HFBYQFYfz1uwHUT84L86TDGLhmh4BBCdt/b1eQqju78vPS15EWnDCxIsRlYBVNRoWgbJa78R4cxKtuxA8/z5yDu30hy6DMJadAv7K2xMLEEp4GSLR5wCXapEn1aZPkY+hRHEXZVn1BFUq+UWAyx7zrRofbi4VsbCVQat/IIsorcC/lNTQWm6gOMeJdimTOkxrbgnr9rgF9U1pfHry94rke4sZjUegVAOQUL9dceHKUTf54IGouWMoX9xfwxtx8wvLFHdTTwpRmIFwmLX06DNnBlgve4ZG0eJjPX19ajH2ZGQ25mPmAh2DyXJ50E/1SdLsPRk8bleM1hoMs0171YkaspEXtfLQNCHNqgml3ALndmgSTDGuyWOE3Ht6DP+c46gDjYICC7TaeVL4wAUAN6vfyoEfwtOVy2k9ZRHIp4I85PyXC+7Ys5j6gMp24VGPSKzGpGXWCD+i8/RCRFEC0R5vbDQLdewxMTmarwXTheyPFHYxS3UZ0svLxUa65OinmeF7952d+e6bfPDAICgCMYx7pcV9Vx4PInsBclZtQ1c4pR9qKQ2hHKM9PogW8vJtPzzoCxw7CY7w38g6Wv8Mo+V7rwOm9g0S5I7j0w8ogsIye/OSYj1e2ddTI/kh0cOilUmdpiTUC8IAK6zIEUq6uk+FbZ5rDfavVp3LJBqRnmeTZ+jb7Sx7FGmc9uK0mkYi3u+Ydyf7OUxAdV3DRnmWAbpQn56jptVcMgtXQxvg3g0S0qBWUhJJLK0nXWX+qi+c8L0rlxnr7k+mR2jdVsfa6dr5F68xHVHH3kRnlb/pSYDxXyBaOWpEjxALri5Wdz10RmNz4GyaOjr6xMdrXcb6XLdwbj2hag7y/rKjS2Jiew411ZmdolI1aiVv2QiQ46ARXH0PjZDaYMr0jugHqGuUn71wjtKmPPLEI3HepSSaoSEZ7xzMocQjCcQ/2Jouxplqosd+SQFvNCFxxAJjjW+f68to1h0BLv8crhQVpPDSXv6pafiK5iC5rEQV+3YQZy+VbphjqePUUfEweY+1WI7sK/lqhPBLc3p9cEQnoLERccm0AZmf5WEXezF7jO13V7PI7w5FZ+9BQGTQ+nbxtp8Xl6cLf2Tl2eka+iiAbWF3dwCKdIAsg9SLhKpt/QrV1O/mOB30uBRPjU4O6QXMmeHdiwz/1m2LKuCuRdVeruWUuOt8PRT4WZuzX3Awrpvwd7mf2tMsnDnM8BitqAYcwaEczcy/8fHSdB1zNiYTYX8jUNFcAYTzAhF4B9uccSZPmMwyFU2XLGq+tHxiUKIwwOOlUCf9sqJHQ65j0KA/8S5ecIaruELZJr+bZn+JFk4HRHxFA3YOK/92BCi0uby6QKGAUrwVy7jwglDeIZ95S3X3Ue8Luy6yIL6FuDY9Umh09DldsmLWNPz4Ds83IDFaef2gguDFol68A+1LBUdplxj7s6wLk79VXbvuTljzoOkJX7z1iXGYxUc3taMvssx67Y8gqNVv9pzwyNlf0zC3nU4K4RG96xOdhYCoef7ZTE2WzyGz2n5RQ9aVqgPv6jURdqVnh5c/e36rljriZjHBjQ2h6zueXG+ufK6MWN1vrNHHnylkNfCMWcTrujFcH3SIABdVPEyfLbQaxP36nfKTuiKASyJ3XFC2xNBCxAtqEbYxR94RR2DWwg7H/Wu05i9RbLtpuy78gTYzvPo9D0F0qdbSZPV51dzxXiSI/o2w88G1GgR3xaDVTxQFEXMj0e8ORmrgr6oG6qd+VkhmcYzgMU4W1yKKF8b12iJsvB3uUOsW8k/bQQxc12nqDszmCuGAuZQb7K4B6OzEsdU82bcDp55RVvFhBJNryOte8BoVJC7UU7NVggimM4Igz1u795oqoOcwrsDcTo/x4znEw0I4cjTKTXPdW928V8K/Ty4+IlF29UwPrKIyRvcX4XmvJU16d8H0CAlzVBG3REaOvXGCrLR8laghsEMQuA0zQTZdR5vo9E0W53FVBss++6Yk0lPJrsVhR/KMAXvLCjbW9F82GUDjKiIujq7EIP9BKtyipcWCoZQMDqZK242r7M+MIe8m9v3QU+feUhejPyHW/ZaVPFsIMWrRnOO1byOi9E8D89d6r8FPjrh3Bldnkw8XAgf86+60jjH+1A6fCUC35Xo+QKkqREz0Vbp31iu1516FSjXYbMwV5Tn+ZfcJHV1eAdiyzW3FrxI2NWubtK1xo8G+HDB2dR1He+3JkB0Xrecet5pf6H/F8ls7D2/jF5LQ3fhXpTN0ARHv2fLjTpfXBFxg+lampjHnZv6Let9ti358XdEuRCYmLbCoWx1cBrfLNdZ2JFymJ/L54TwVRC6ExxPJAj+z9i7ZpWq4A1E5IPnivKubTg3qASl9y8gWcjcuQix/hNbnhbf+o+Obop1mGPlWlb2XKseiYhLpvOwtxd9K6MPqPG/zNF7cphMreqCJd8eE8WPFB2OG0zaLYLeWxM4zHgli/wpF956ND6zQqqVLS5lMT/tWO+oMIvfvRysfmSQArEmGHKx5xsGjwxjrA6Ro3MtZH/vXWdd+fESJDhfBtyR9zGZyWj2Frm3SLcOXNhWzEvdBNcGCWj+H6c6RxGNj8Q/w2NYqfK+UGBAWW3OvOnudKWA2Ht/uIB1UT650sStP7HtA2NtL3djzT1iZ6Y0nQXaTuj1s7nZMAQFq66NuTBD4+ckIK/KMeqOK+lcZvEl0r+oFZaJJEb+jJk9N0h+qcHTOW2EsHCGnAbT5Ayu62nGFsxBVBG/oOzi8YLu+6UH80UEkznHgtwidPYq1eMiCdnAqFQe7DI+FQzp4K9X1VfvDaY9J/QaSDzWdZ52wdg273PM+i2VC5IY19uQ6OqfDGshmYKpcjua3qj3LNlS4a/PvfhCLsnNt6Y4YYEubMx42eRIwddZLAvtTwoSNb0tzLZ4BnHtBzy37Eqt5OyBI0WmpmWQpLaqoBDUiIBXt7MNP5WeBJU/8w5H2NhCzf+3zw4lgdDEI8lh4ty83k5QNYzlMODVjrnmXUbQTZi94XjKH28rlMd9L/reQbQBLmKmedLEeVQzeyKvZNJFSW0L0T5CA2h/8I+8ntD9COReu26Vf164gXMx3pB5Ijd2it0MUATA6oLFWPHpAmxL3J+m/KszJ/hKhP2GX+CtdBJFGJpqeHrQ4SkMkjFM7Jj9G0f7IV0B98yYa6Bl7WWtNWUzQvBNH52j5Ke22UPkSMsVHpUSUWeqOowAkyK8lPlxPbtbevhbKMc0NLMCVIxGXFZcR28O+jwI8KyZPQpLraBgqoZ8cQE95soEqIcNsx99cfcYHSvAr2t1Jws9eHH3t3hmJYy0/2cZs6x4ypfkGAPz0q4J/WcQm26dTy1VnyNxitRr7940L7BLMx8+o3rQPhmzsdp1rDl1FZpAqwwtpYqgT2DkJm82YHmr+NbiB97Yjo6XHvnE8jJRsixmNIGPb9oJooBsAXBN/7i1vcRlM0VklG2RA1dciOAZgKbx7BzEl/0aPqH//GajxgOvytt29ybT9qETgZX8r0eqx47QRlwhwPYaNzEnXkCst6sgMlq43zuUOLkDNQa9P2nd+/hXu7/1REK3QnqRQFctdhL0Cx2wge3dXmERPgfrXin6IoaWhGIV8jF4d0tv+RUcc9I9949zea/OKDu3V9TRqyDIGMebVxJUyutDhWdEM0WblLhUQuDjEkcJtFlvupc5LPXQP/Rmr520dvjjUW/3Qlr67w55I28KHBWBXvV5T4TPxhijALPiSIEIZHBgcyc2a10HZHPNIF08Lk4T09NvHGzSIGDb3FT67GcA+mQUptOZ9lG2GWF5s9vyuqzCKWqXWB9To2VtDN51QXGfikZLNYaJFKj8LHt+RHiD3mitVwHXWxIrNIwxGd8ZoswCZOC+xgl3JEZ5w56p3EKv9RNywt97EV7/p7gichBCz6jE+lWIaAbPH7JsEtEeoH6IQOaT2AMKh+mJ8HNb/tD7Yvo3ovlXmnHEq6aQoid11+9XzgFdgaC2fKywbP+ucd87KQte61dEJt3Ik8247MwXlwDBvLtDSk0dCBhiB0GMPSTLl4D2Q+kmrSY2L9BvtlJCyOZgPCVpztigTcySEzMjFSXapUpPCTdZLT+qOwwykAlBhFYCzpAN86g59qzY/hzA4mnOuSUv2unNQLepdRw6xuTf1P8tOCowQkZSq3Pd9KI8TPhRTXs+g/gOIRECFz6PAZoZlCHKEF4hJ3O68F56slsMtEKvw4Z8nva2zMEppcHy21t/pJmclUW72OgAG1RFAmqL3bUR7qP0GD3Dnl8vwtIXZfdaSkPln/5eIAt3jQSWKPTNBYSXvFjHN0DVGrZ2791OI+Ej16X1qk7GfcrKhuxYwJCRC8rOW8FCFRgiqw2XRsimuz272pUy7khurMdBtNOFe+uZGwiYchddnPIJc8ic8Rq9QhUmncVb06rK3fb0uIwngVQxREhkHhFQojtT+6Es5NOhIxQPOzRqYQ5kPx+IIxrP8ydYdk9kC0zOmjh4DUrtvoJDESSnrMdJsBTOWHdlG51CjkILFc1HcKYIr0vEAkaUxdQL2Z2IF2Vgda04kWIjI0IIDIbJ1Ougms8hczW44i412QQtnbrExRzEAS3OoGG38JdN1xaja/D/RjmgL1fELVQQ5nR940CIj1shjxhCnB1l83gdG/4dfQOvV4YJAt26MdKk4sc3+zbv3pDMhqJhhJoGjlIa9Zzz/2tjSlIpVHdcC5PD65MXh9OG0RLFHpiEtNsdB1qYXAg1wmQV5EleEtyk4SvLT4OGVzt6kkCvHRwBbTd8gXthzXihjJi6ZR9TNRguq9dJ6Ivu/s/6xMc5g9Tj94yPJffEW/nZEC74gJOy4QBcXVqwga9Q7tt+WWMN/u7KOv8ay0nSblcpKJ8NGEuvICww16JECtEEAGa33FLBpna0HdeKiguI/nPaIUqHhzK7kA5GB+LAjHPwnDLy5pOmH8wfY/ppdwRiyDV1Rq2EXJm41hfspHwerMqdVgLyMo/dhsaOCGCV0RpwV6jgL8VJMFVa7p2jx/+M7cBOEk/l1fhqr92i7Ryb3zET1OeNUgKlPNENe9c1ONQ0/7fLPP0KRA+f3gDAXDwu1XbTJ3Irh8Vl36Ks4Zk+bzF6qFXCl9RvIlOeOq3ZJ6tWPqbd56H/jtRtunnJVNBLt3uqnQ+P7UJg0YlJ5W0t4lzgrPxiFxZDRId3wD5OlvPPMeyb4c3zomGRsuxzVwrbGo19SY3nY20A5gbEXE7RYDeRgiByGTTeR5dtAar9ENnv1bPq3C5b9Uv60nQ9/x10br2HN8VpDd4rNkjqDnShdl9ij898qhM8Dh3ImOPfe+843pVPIyjRtfplo3+NepfyUVjSIK/mOHVPToGuTwKfHkWnpb3t2uXv2k8+1yzI/p40MAvcq7xWEXKrcz97QHiJclKsiGPmnVnVOqH0XvY8VkSNNqq/lhux1Q3ISqnnspbcGfXZ145bzRdMbzp0PhmzAsmiYmYMJmujqtcI1fEUSQwfzUIXItBA12A40/Tpq6j5VfKk0BQflTa8eafM1kHPteCVhl6Mko5BEkX8GDhwHDpIcyG3uiQCmxmlt4cQQcYArImcdRoTXVr7NXX342B7DIyBe3knuwMZKrruoEtyHtWgd7lv8Oiwls3AT9hbW/IOCrGteeFmRUi+pgYTXArXz1ZyK5DZUmvvqw42PKkyxMNosCHx/qdGZ8+K3Wyb1fx51cL23BSSxHREScH21hhYZ5bXsf/pTbcTv01HznUtdYfAgiDUwyLigH3PJfOyo9G1xj+MwUgPjHDsmTxNx5GqjSWI4tXUJ8+pHD9x7RZAci8iSJgmPISuXNN1hy8kxjS3Xu7NLUaok5Pk44RaG7HOhFX92EVrrALnE1vSjdYZNYBavHDPY+L1VCH18bz0gE7gIgNUH9CkAEQ4J3njSikxecTprwr8sA1H+a8X0Eoz0ggDarYERgVkVzc4SGOIaW8V673WLQpfsKPOzH4zGc6CFrobU4+eT1q3LpZxUPohNTJbVjduMcOZOQ6G5BiBwZtcgsvGkCXgNm6NDZycpYlk0wP+/DjifKOEKq2oMP2wmIplnOeyMlPKQAZOADA/nXG9rVtf5ifZVpf1KjIc064iAGmF89RdZh+TW6XZr22ELgby2TTdkF6plih4EgR7Cs6fC24b5JQYseMVzJorNGzTtnYQybvrb5AvZOp9LyrSj0hs6ozBlacLKzPSh5jc1KOnUR6PZvdFmRP8DyuDDEB14W2p7peeRZC+tJ/UbGJB2cRXAdq7q3JPwcVFs83P1Z1a3apDOYwGn+pOsXI9X4hz90zW+yRiI9OkNp8f+V3tURcwXmL1msLQwAzx8MConeVx29u+BuRiQUDFS5wKCVE7cXr2NQbsmU1sLoP0DK5kjGIzHPZzAEyvXtY+Kz21FTWd1MPv8iNAt92dBKZBJft8qu2yfxnd2Mv+bISGFhQZiSyvmUnYU3g0OTBYHmdX6ZdiakoAwJe7/5rioDt2OZ9ENF3+Ly4iGzXFT3ZNcWD+MPqMwpyWbs5Q3HE7j5FEghqLs3cq4Z4kCffKMcACNEsYFOmLkvdGpuTC4U0byqKsBizTxCqXhwS6RjdBxOCZvFkNnaZI5A07sESF+uButVChbowz+35tMmNyI4BK7x/gu1qpFHbCttKbnoaRzJWpzAnDh+jwKXxXHRk9zVW1hAvYWOp0gakCYx0TGLxlsKPYF1WlDS2sWwdZDVQpNYgYswFTF3pq0kt34XCyRWwOdSc0c2DNrJ8vR1LQxo7E/zCli+5t8pQ08351u3AxmnZikoBJXFvkOJK5zlDFON0/MxX4dAIkgLFwkaMhUbsYPDiPCWVKnDPriJZfjGgo7tb/B7n6tKVEYKL3DHDxPJqvfR12aCZAGAtYSVwbLawrYYVWTXeXE3kY9kiWSPthM4FCZG0Ke8Gy3AQkaPdXc+b1srkTBdBnVq2drLESL2vWUZOvUQ/WJJfeMM6lSh5uNJ7Vhps+3bPMpPAmWMM4Xsp54RXO7TvSX+FoshVALmBfv1wtfIlDxFHsYAWtdxo3PGNrrio1PmmV9JqtbcfsvPy7aiN353RymPPLaNoBGR6eZO8weFxdSpRkwYNlv0WIe+qtKla2ICCXT5pnBCNj46hD7w11PxsjdMKHPZLI5Bin89HEMQ16naDenU7BuTnuTkX1XqPYktsoPuERYJ/w+9ucln70N9wpapJzFsLSZvDEcdhbQgCkpc5ZIwFPHaH/K87dx1nlsDkMjO4iEt1LfAItDf/H1QfVKkqZgjJCNoI0mfkKcBGvcEHS7CfFublU6THylnx0ZE9zg9o0Bk56CqE/flQ3PSgkXI3gJRQl5H0uCPeGLWpIeBtQKY4DRqtKLBreR0qL3bi9ojC/p2OdSU5071KyEXAp6NvoXFseyK40opZERpLw8fxkekaaL+V9aZTRwUarXFEjm6Yv8FqUOUjEamaFfcKZ9pabKx2qbSZrPgweKd3//TUBJq9vlwZUgouGUQNGQeWMmMSpB9pFm8X4Isk0C9HfuACHszelvzim/H4RhWu8FdRFG91s/f3Y4ts/YbKo/qkbI8QPSlfPXmoorpJ0/oX93FFtbruUwOE/qAUvzlgI1HUGSxHjf3uDBUs1s19ZLFUlcWIo+FkWRFiS+6GSCKnwaCa8pZ7Lnz9BhUpi7ia1pcjfnQsxCr9qSq8G3zb/PIFc9KNy0R81N1h/HRTGQdNWwskTXaw9BEU8MIIAA62BZsvfJOYrf6WYxuKfmm1VPEoBHLt1ve8DbkwjB4r7wlnWN5ajMM1PRfWVR/NWGoy4gSHYx3DZXCHtgbJkuKSsdH6+bvmx7QZYYdJca6xk9/Rts3DE8vaDLBV67NKwow26bQSeKQKifUBXWi0lpIkHuXFMp4iBBGWVXm0bhNRMRJTUJfqEks/HrEGM5c489luuoSuyQF7JrwU1Dq4LDmo/nism2D6yYldAGBPoeGoySkfpWSK7WEosTy8cR8FzFXTja0pYrfMqXONa2SBiK/YUqfAzfGNwJZ0jpVoYnVM0loYxXKUFhtkdraPwvKhxBfOYnhGZkYn+ctiAfgbSgBNaSsAfdMiHB/4eS2wE0cbA1BD4nuWh+/SaCEDcosFL+C/RD3Fv3jA5yvKH4YKHVlNT15LX7gf6cYE2yQmIK4XKnmIbKV4pVLWaaxxMwg10JjjmFcSdfVeA6fkTfTJPkNw+/q03f0d0aTu+JdzKqMlFnBhLj5y/jrmzRPYYWIPuRpwZDXkSrOPjNm4yXCWSjUjjPGyB5tBjoivDK4QFTUuYfNVVcOhBRznvNj7G2YSO3QYAAKRNE4O11b/vtbU9N99+/azsIcpA9WO0rIhfa609n5wdDzkengvCqFxHgoajFmijtW/YYSf+qXh7T/GvBYKQ6ZF2iaYmusZ+Ea8r01y7nhQ1cbL5yWMsVEyMHLl237h5Lxd8BTz6j+IIa+yl1CvcuiSTntDJIyBiClBwphjygkAU2wWPAvx/NeYXFPuPo4KqYJBcWgk/4oxVCKtUOqifCzhuJUxlQk0pJ5O6pyPJ7eMkiBzKfTkvAn29pfoly7vAqYgmZVh4TmS4lGF5E5XHNzwzDYNj+aL+9NDRmFOjL73rqTU3eMI6JeEqGPgGAo1BwkUrFwhXYfv5ebsqg77XLtwY9hNJE5HNf6Dvd/IY1/YeVzN1tUWTonS7Dq+CO416YPpOi4wZMGjiv3BUa32R73Pbu9jXjaJMjL8c1YHc1H5qvzHc6UqD/mBzkWg4Ep0tu525D8SKsDm2OISPHXKYFdYVjVnd+z5sLo0fI+Rw1bwWNeOxY7o17pTGemQ1tyk7aKiJvot2ECdB0RD8HmZbKAyxPTKTLcV7fwfEW0IG6gpXwXcblX9LzNH+sKG5x0vjspEj8vKQjIKOzJzrz33RJ/ILdxa3yooRlujR6QJ9b/MLQ0OxBHFWR+08g584UNgZBi/beUKj3zhsh8CxGpZPNMNdvXCWz2+0CoOIm86dk9O3F+YVy+6IAjxvqwxcAfB945dvBp+kutzKDui+AV1+/tfGoNIAzhD0YsUy8EDq6wggami+z4lCtfbcaT83Y26N17SvysLejbFHE8MOG2mB5h3B5/IaoEMJ57khHJRi2CENSXarhYB5HLGjrUKn11CLFmmKaascyh1ilTD78/cobT23/0JtmNrJnGFR1hhX439qnrEl/hDfex0j+GWg4JFPZIV02jkbBrf0nRROIvt8+Fuw7DwGx1pqqn6lGpjfSEICg2Uvq8lH4gF06yPua8ZvxQn44qKnsTDmfL0fqGmyixTBNakCR4YFyLwrKQ9YG7PyCeABwebqL7DN7UkfXIUFkdtCedSvc/+tiOHdtKGbl5R1Et7VlHReDOUp7g/OjYkGMD0KFxPuU8QY875SKVTDWJ55y7lh7yQ666VPWHYK9IpCANdKOjSC8mg3w2z11D/LvczV8CyFzowZ3Tty5QeOnY6LIu4EC06g9ZST2XPEccq7aS45lJc/AVZ3IEKw00qKHPgWakJ87Vw9t50Ah48OkxE99WxQ3WmCed4G2SIOYnW8HVUA1N/AIIUhqyhQiSlifXUGuBtHvwDEpGv4r70A79oMMKkJUhDrmhiHIF/KT5aJ9Og5sixy0sG4+urIuxWlvdo8wS1MJU5XGn5WvcS6L20xtr/p65hrod0qY9GReeTh4GOq4h6wPaO3IN++9pr8rSmhuVFaH3k45d+uHfMD9mA5Q6dBDjTfQrvQPbMX2AhpnXTTHsp8+0PHsnsX8DhgnsHTjzLbIZaypScz/Jsgd/MyjLOhfC8KgA3skoqE6aGGYQIJ/caDTeIVJ4xX6lNsEwyeW2W3IgiIyQEgoXOIWa5MSvEzA4w7NIeCmUWlNFgjLW3dcBQ2b0uCYHr7Bcm8v+GF36/8UixeYQjJUbsjb5PhKDx9ROqNmw5JMYhcMVFXs484MDc6V5S1bGpSR0jk2Kes9Cq1SGdf0FjTOwLYKBk2R7fbqilSLuINMxHSxp3KzqvHBbAGkQ30HU9rUGnbEDkgge63J2RjxuYSH0E3cgdMQbSjt4CBaJg6qx9uPmiAYaKxIMJnMuxaciN4zuQ2QpO/ptwvmFjSlWM+uhJpYo59plAiFBelo0uU7tBydpg3HC15GNwM3zwi+h4eWWR7qvG0SI7Uc5vDgA1NwPpyYUvxYyvjy+VFYnBlQOLrVa5Ck66pBOzHnWfEVWCXC+roQE6R3THGhd6dhkuUX7bh+u3CWc2I2kyW8mYsFsZ6IpkTCz7r107E4kq/449zIUzdojf+N9m4KEfnVaM5s5xe7705jZ7j06lx8Iw4OJ1CSXv6hYhyWPDRMNJscQy7xTRX56nb1JR/zgl+5xJZqrjSc+YRbJ6ZyhSUbUSonDdYwjrR3MiBIv2VengCkvbO/ZennIuu61KqOj3Grfi1JKWTzFqFSkmDfhDS2qJ/cu47ce+juW+TkQ3GbrDF5ou7EoRNt5rHzXMdoK63JB40T2eVndlWzCt3MpCN39iA7WSDChJUB2GgCPeK8GIrNn6ZspG5/eUFm79hZPNsxQ/Y4KG+RPZ6Lk3DgWH+n2+Aumc2+otlZ2EnUqtvJ3/TxYS8msdZ3vcQw+aPJKKkZsrwTLrTx0UQhzzPmLUzeBhQkK9LBuF73PMaSWSxscbBTdKAsvyjmdEwQ0QPZJVDYNPwmJla/afeDs1DQdUwgbL7rAH2ZRlpVMiAlosaQmnpIp47q+rWJvPBgZu+9eDilnpjJ/i6ryiNleuaJQUX7kwDdo7xIFBE8/plfOlZxFqzOihP3r04ZZEN6eW8/KrenDvaOM5vOl7fFdpZUfO+c4eX3h/yKuLTSI79bf16oVvqf2FYtaKfx9PZG1b7SOBcWzdhILBb31qypZHqcvtfUACJnup2S6vCTDgCu0ivIVbiA8J1NaBWSKTVqVNqh8F1S5BvL/nZ+tc82KCvIjuQLelI1twEVhj1Du9uQrpbahhcujCgP0TSsDGyvvVMOCIC5zXeZIuzYzs+Vn5jwDL2TTNrOvGNqWREiiumwWDdJkxjnPQ1fzGF3Lxc0iYnfyrZCvW2oGd0VfFAbdJB+lt3Q2JIS3X2rj5A14vOZ/08kLjxNoEIBLUZiTmHm67p6XnGaLfN90ythE4LVpbTrIomVXJYGLMvF8/OxwOQa4SoUjqazvgopl+6W2yZsWaXEhuS625c7cDeqCLps6RBppaX7qrDg/J2YqVC7cfq8Hq6MsW0IJH+d2XJX0sDyZUKo4c/emBoaT5yDvFHLOKIHpQaprCrgsfiGFv90tfCj4TtoPRqmKok+X62FTs5LYxPwSv+N68341I+wpBHbAHap19r3D+cAn5KnRNTeHVJ4wzSHL9DKroA+yeWjj5qC4BQoUzGLkQs9VrG9eNZbXyIQhW2Ly+4zE70kiNhvDR/9NnlBgT7AlC1szsNrsS9mRFHJA6FgHpt0fgk+3BYuS4O9l65Mcm+4Ac22KdwFAXA+cQ6hnGn9/j4sPRH/BORQG+nSjm6JtJaIwlTXUoAXtpsDPPM/xik2UsX12tjM+a1qejby7d9RgWtYQiJZvDDtTHYSzbgYL0fPRydwnHe+nrQe9gaHue72XZt2hd8tI5gnepRDXExmCntA6enocRzU4RbqzXaIK5bCpbKcbwp+otC96WCCmY1pIZkkhNnayYoPSdUeQdNPqjl/6EfGiYJDwSUFtHQjzKmtMYzi79ltnHv1qp6IMHWmIa4SVMtfSdinaPfMCrLryqnodGeBcq2jCZCjN3q5BRe6yVSdjqmCqM69pevWg3Sq50rKVRHcgXN//DRnL4RYNyXM9bCJsQM9YOfBbzKvpdYH0tvPL+QjPTKzkWt/VFUUfGtDCF5TrIBY939ABuRX5e2qapESg/NPqRW8TVcfI1HDgzZb3qgfRUaXXu6lO2hmsjmvijyOQVO89AiI8Rm9SKi5fICJ/FZ8KsKd1O/HPDcROxbsHGuzFQKYnPNoMJRfAiPGxV3y2nwCJNywBBl2861KnBSiGxtyJU4zY8gW5050sWTg/7AujTHD3CUqRiH0eKK1KZGuYpzwesq1CgvY/P4rxFmgYQB2e1tRrhIEysdl7IjsHGv/5nFqHunTRKE6tPQcWAtvKyod5LUxX3lfkZxC/tZDq4aDQLU0hc60J20hRgPkIoPZ7vhinMMB2u69hsV9hZz4TN4zRCZC+OC1M3O5iwxH8rpr77AHRjqo6c8AU23WFytEcmskwsnOZE/2jd+7r+cR9uUFg/e5nsvwE0efgVuCEUQZMwG/4lw2al+rx0x3/PdYKaLg5x1KHMr1w+Ni1sK1jorgrBOH+JXu6eoE4EltHJGrzKmQ4NMhIme8Vt/XbZSTeE3h9AosOKy2dpAgZsQ08OzrgWXwEYmDbfRvB0sGMMy6pyiu21IrANQ6QM3PjmvZlpNZdesFstlRdehyE1xMPn5uYjbl2zd0JBjL2EEOf2oB2UfwGYrsavJsnYfJTTSAGjEQMGYTMqPwBNWQksCQAOcQO8NZ+UR5hgvCF543byYSCurQVNjybJxgONGgEwsyG/izKzoMj9DkJURG+v7LSFzlVVVzTxM9cO5bqjrCMmNogZmwrE/FrWAoJuLIL+ht7XR+VM8uS/92kX1wTUnZcSx5lS+Ew1JOxoG3dodDhK0ox8+fGkMLLBiKFPgMuqNA+1QN4ZCG5RlBSFktZwFxn5dIPd0N9qOXqprRUUAu3xPI0t8oGeki3G4FFuqnJJ3FJJbp/GrJfflAlVh1AjnYw7FxdMSQItSkcRgdbEsehf7ngBnek0K0l8MA9fvRjTH7djUBOeDAGdQTXhmZefBOG5LoIGPAy0RijryB0Tk0uMyC/pw2tmJDRDFa1CTY6OjkqGuFNbI8bFC2UgBQ09FrXYSmvhj9klYlCDeaySI7clvp7rOb+NeX/JOyfNyfqk1aU+jxdI+arh9LiySjEwrU79VP9PZGe/lDNCGpcHtmpcirqYEX0U0mhvxl4apvozM15elPl622YY5pFcoQQyTc9pIPOwWdMTkRZ4pxWIysIeqgETxA2tUOa1eAhWEVvCEZK0tZZY0GnmZsf3WKxrT/J9zXH37RoMAYsa57jWHkVtXjIMAq2VP55Qe4MI/ogKkCcnjac8f4iAtCAXeeXx2AqhF9nhVL9b6UrEE37Ju0jM+vp10gNytXMqNmeJ6WccxfbetpKX35oeXTmfRIjORk59Hs+Wdq4W/f6yCTfMPsPo/MhRC6CgPJ/yg7WOx8yLHAD8rENap9BJgbmpkcW2kodfC5fJVYJl0toYBThtsFcpzEtydNwkCeA6IwSEnqwJBtChoMoP3JXu3EQpVAZkLezFbrXYEsB6UtOwSxOiEcD0L+PFFsBVqAjehqEXqSRQyPcjpGFZ+zbl3lNHxdueYi25GP4gHAjq/4gdGfNpE8tMYgVS5b6fNVYKyCw6UEheeTQcKHvziw3I0jZvkZu4ASTkfuQQSl3fF10xdgA2CmeG1SwJrRT8xQch8hiIJG+EYbXz+Q9M4P+qk6rIoKz5iSWWfHZ0eynoV/2A8QaPxsObA6vUJaObwm3ZTXSnXKcQb/Eip3B/F9W0bSVWICu3+XgNJjThr24liSAv4a7lp/Buh7N6HeD07YIOCqcOANiYumED0/V/PPR5Qj+18Dygh9sQ6RMjH504zpQ+FhzHnnNckbyo1P1alTjS63CoS6Vm+zbUBH1NC7mRS0SF6VAuXfWt1ULrQT6vFCKzabC3LN07BN7LJT9mCx28MfCy0vXzeAEfCjF9RpR3Vkm6VwbJ5YrK6llujkZz+uCST3yeLZTnk3BhArPFW///p7zf9a8pwwBVkzLcboBzAmTQKilBgBeuVgvrxfxRZ+D3VI27F4+Nwf6a+kCnQS5aYpgdGVdt4R7ZTiUo4i6YMFDlLiSU0fB8UyxpuowrH0eiRdmKRpqdUE4uUillwR4XKWKKJoMjl+kDBsoqAts6QhHTOcFO0SGHSWfthCC37cdJOfvcBeywir2ZN/IACsmx7yPgQPQlIaLPC+a2JBffryq1DCSYo4Xn2HGdnQwtiIF8FE09dJfvfaEMyEyqbSEkNy9Q4MRu2SX5Yp2uSDWv+Z9DbXUBRC0QSnxljSo1t4jx5bC7CErRKsGBg0D4ZwMLbLGPMMnCUlNXxYqvloUF/Z79755liqTz5wlnZORyVwoJBA5G4iWnW1Zj+KntWn113HAseeof0eirpD1HWje/J3wXhpMCXDhbtO/QQAPxJwRR42j/qKtTZIGReNJETAL/x2AzdgxT1J5O/37sTMqc43o8zkhH7Do9fm8M3nzVA1blawuAo11CfMzbS4+F+Ck1Be2aCgFAeCYkffSL3UiFADv51vv1b9QirXrh+EsmGe2sCFEq5O3vAMUq500x7DyoLIna0cbLCOlofbPW7kpESUNeKtW3rIOkEDtKGiUDJmSF3qRxABUC+SKWEsoT9/1gyv+PQh6NeX3T24zBLbXM3xOEwvjKxuo8GK+0iloIEUnwIB1R2g9RFbStOgrwgIM+iE1xIlqGJ3XmqvactMIwVkQv8jzOe3oW+2NpLJtiQ/wKsrX7RCSE2XxwHQ4stCJ9FD445sePj4yaFjZQtRL5bjk5KhxerscR33c/6UDrqNPStKvDZU39nr9wtxp2tPZVZs3Kp2sz7b+JgKPH0RJurWxCNSUI8jRAnyPckikDEJMJqWz3xpzl4PCCUONGmJ1N+g9WIJhTl9SvW9Pt5/UW1zDuRir9U1JeZu0gf65Lwym6HHjEMOXkVzXkDLuVDg9zfew4N5sbDmX4xuMZUa29wJ730hxBJhDJG7OAxpOMWlL65HxGenzve+c5eBVGrm4R2fuo4XTVcOCy2lI8br3xfSnfH9GpW87wsaEoAqgzWZkp3qGEF1Y6S95w1I4wrU5SV9uHLyn5PivNu0bRBBvZxOFpr/g13nvwDipqXzZgIip0MOkFOc7GZ98AEo9Wa6GjqRWAiQqW25gsP0q9O38/fABnMA3tGLtUxGfljYqTNNvO+go8IG2dJ/7j1+NCeH4WwVOhbyXPzaYaa/GOQqx2UYkaOvSqYcrYCTQQHTaDc8xVZcbrmxXXav5S1mYMpkkFLx2gm0vm7ZDc3/3XlhkNtALkWGV0d9JhrHP5TGneWNw9AuIX66eWTZ+BXbIG6tfy9cxpvfxl/nvNLIh+X/Zh9u3OOoXlA63hHKfRnt479dEQ5L659gPGixQqOZmow5NH4jp1NBFadQqdOAj9ZGpbI3Kw0L/xk1PSbBT96JVAN9ACCLblFtrQTEuzDAb8xhiLIjuA/5exUv4oMiH6jL+NCPbdo9jGVtlqcmjuz2t4Lo7LEuJTsKR0CKuoUyo54ObPbqHG2wURPyoKh5c8NlVnMKG5RZWqgPff0xtTaG47MO7w7RN+EKAIU7zL4CtT3+tpyZ0dKUBGEW6+lONLKZ7DiyK1t5sy0OjQVIyiboyIIy9C/QwvEhf/SNjzg5KDh6ZN/0LJaoWGWCO0vfiFb+BMMi8X1yksJ1mVYThdpH6iEQy3RxLtv79bLFCtrJkShBBP3f1JKSmI8oMuhJR+J553d04BMiSbRVIJKEMAn48YT/4GLMEnJT3tD3zAS7RwyiCaWdAW4TuyEchIDUgrEg5ZdAHwDXZPnwI+GozJGAPmUs5atHTKCKnlcFdc+c6kCDAtjlQrMIhLRm6a1RUPFXgCLkxvhw37rP+F3+ks6sXVCr+6XY7V5b9mWd/KRnVNHwbm352AI/x0wGktWKPbQx6G7nP0BiLXWklerCBNyw204zATSnacxGCCcDr8v9uQKQJY/DXDZ//LNkXoxFl094Disa63HclaHFjF1UE8ZRTL3roUy2PP2MpYyYhFSCHmg137ymFWD67MsqosvqdFM6bJSZbAJDxuVsTWUrl8SdCP+j3MYxl5IKicP9v0URqp17C7yduv6L1TylqYmOp2iV4ep7VyMdwUEZHOnkRa7oUtZzKHbDpFQUl1uJtFdBm+mqmGHjhKeySXH2g74jPeNssT1h6USgXGVMqAu+xAyjBzM8NQi5ck76BY9r3SNvWaKN2UhwwV+E+rEFxsN29SRtZXN6MjMIXJfLKuhPvf3xIyPE+Eeb6KMztm5r47gXPYd/QH6Kv2okTLHtIdwRv3xwZhI2ZX6g8gYL8w9ntTyENZPS/hD9cUuUr0DTYUXiwed1967A9Fv0SDEEpQxor0LGy7FHyIOqMcupijpN642fNWCGYUZhS58OkApS5EAevjHn5K5zRXBk2CXFoMK2cSfTcNb6KcrYF6RVLEGgKeYkO/MvEbvm++z0wxGTc/PXON96Iw5yQM5o9OCeeFTJRw66q2SrMCGuqzfeHnhh0Nbvu94i0JQQAulCRFWTqM3mO919gsbXUOv5da57lROgtwONv7ZgkhX88k6NhIBRhXppVH+fs5G/+o19znFRGmmrt4Gfmq5HGxLJkiV4nPwc7jfteXcUmcvntfBE78M9nKMB9DT3KpvLIFJ9WPPWNNeZQ/PNCiedrc9kKNS9W4HpP+S1kWgR63famR5qwGqVMQKFVHlgCcbiUk03hfeqfDF7L8XAhQgv2Vp8nBjvzSwr8Iuay+bvlZ+LQ6FceeKAeNrfB4m7sVs0pKym6MsP+25Trif761Oa5msr4OMVWkfwNJ3PPgKdMDFZBQaZbv8iUtAhQHYmlmG7feOYeIWUVp7QOdE17MyfpDRgrAqexnvsUcFhtG4EetYk+moJKW+cNjC6Di+zzF/6bnWBSuF1+6S5fPCRS2FDfa5UfKB8GMLjdHeMS5CJPT34/qWCYEO4FkAPSWUk+L/nNwFsRwoX2rhgdb72T2N7/TMO+HiZ/vUlWyWTKtwpUg/RHRv0JAV7Xs9Tj/1b8R3iPtXDGlY2sfV8RvFHUzTUzixr2kFd5Q2PUijd26d67U9YThfFtrpU2FGf5KDHASMKSIfThdaF+BhTy0JJqtq1Pzv7zF9OhtdmU6CBWtz/EhgSRjmKz604nyLhoDUJ4Hfs15woqDlZC2dLAUuBG/9alCoP18JzIJkS2X4NuTATOrsp4l5tIuTlfm+3jON3GriYfXTf9Brw3iqZFomhMI+32Qj8xzJHpY5W8GA5TRY/TNnWaYjF4uTEEhHJwR8QmQK84pVW0iBqUI+7dAmNou35Mjh8gLcS8XVc8HZ06MlttR4jDr9BvvO2mz9xER5SFPggnopXoFZHVpLo1Psbkf7W/WN8mURFtn2+tGYvORuW2gMWjWynasO1zbotgMq67TVqCOlvYD0Ev6ktxXg128O450jNtJIkpHbLs1eET9Z0+6wwQc7vu5RR+g2/PwxB8AoH8seBtotRq0zpHL+oNB2o5VqR96UmdLA3YwlBjm42KyaaKP048Vj5d3/V0k5HLAaqnG0RnL7dxmhPGIbt0NSDv18gSpfla4DWKxZWp6SkLw4Lc0C7t+qeJtuIxqErH552bmtD28sRJlSCzgusWBP37h+s7+wqtpCA7bYHD2Tg0uiPaT3s/vMsekU6FCkT5qAdtSq6IrAXKhcBt+m4kDGKHOfcoCiL+ab1IwIsO0VdWvtL4Mf4+K4Em49u5sUvCtAuDavUSEMTgUK4TxPeS5Sbekvlw9usEW4ZORHiskjs1AYB834P9B9/pGewKdUW09mLjCpmPtO/4lra6bpUBM6SigHZAx002f98chh9r5k/Zdam65Wz2je2NP15cAzOsjJ8lhNp5uefErEkQwGl6AyXcrCz31Jqrh0g+t2lrYXxqmtr44YhQDm1Ur+0Xwnqkt7BigtpeNrolnKI29kLJoeHfYtGbJBAwemApTRYOQ+83aaVASz0V2J/77Uz0R//qJ3lR6ym9fvHRDDQU5kWciS51ORAY6kbFnbrLLaenmr0POlpcl6YnoX9c3ryfYSLHGVjbSPRdcc/PweWlQS3OmEc4YkyWNb5+vluipO0HScmnB1j2moNy5dK7RIPScuZIJ8YFZGW6AIN/tP8WaSCiAXHrDefvlS/BhejdWS2x3Q3rnCGn7p2nHZD8iWH+qjn3guMZVou2bFanRZ/StFkv5g7rDBZR0sdRAay1Kbx+8Oe5BSqhJkNtYK+gS5S2Fag7CFqdJoVprGLU+6ooUiAOQ1NGigKCEk7OEKflpxDjAh7tRLvbQsCLBMKWrFAXWPL2qC7DHFb4461JMC3BxXwhFBqMg/8Hki034JvZKr4jggPa1FAFXfz8p7tMeQ8KcHQwgCotuxBSn4FYLXDgN5Gb3CQheZgOjmC5WZXySfMkjkul6oEcK6jn13Z/yq85Me65QfAM7WkQXOezvVenvRYe/poPAg9Mapo0/FIhqXo8OF/5CdpIqyqTL0S2YdMawJgYirA3DBfWwK5ywCqMskubsq9SSRLPfCNEGDnkbQcbFOXRHgs1+hJHVrlXuiDfxe1qfePa5R43xvAB/b4txJWIVAPhHkqO/ex4aqna5P7aBcTk8DlGCk4YsLo/oezCHGzJmdWWYldtZtsnXbvPlHHdMsS1LqlcEmUEi1lFskInEBH1CgAsc6EPpiTwEzYHL+7U/QF/NlJ0F1I0vN1nw10Af/NPHwcH+D9K+sRa1sCqRtsAe4W1rfsR2fAE9ooJqQ+uBAu2HrEboi8a5HwaWXlXgTz2Pf27SnPpRoAGvmb2otnKKnvNso7Qng2x61gXIreoqIBy3USotW4qCV5qxQlBueNIYHRko0Y39Sor4HpLwhGvpsOq6tLh3hLi/O/0ff9Ub4NozdQHjX5mvLs/p7CWN1vk7/UhzU56I1v9gwGMISMFdlPn4D9VwDFyxEujO2SS4bNdMd2rHmM1JP3Qpc/kDNiVtQpElOn3dfXzV4fA9mE8z9CH4gh8W9TmyXdAnVUouMjKZlx5k1saKWnwyQfqcEKWneGEa6UnA+h9PbYbNbeFojjPjcYgaXUBwsCw0I/CgztonmanrCSeAjvHN7hJWt0nS3M+eu+jWbqIaVKx5yo18AErJXbQtTH1zH7ORv4xNW5f2Tcmn9xcebNbkfHai/84JsbQYc6X46GT4+36HWM6blngP/FZbsxOm063FaDJd5urQcinJoICHo4anEzMkM53NT3EQKZN8Km7E275ojRRf5GTXGXmoTkv90v9Eleur8ihmhBgHvifPPPJX4mmpTaYAOwmzUBcUYj4A+5QD5b4nstKJ2ykvrl2CBA+KZdPlpG74h6oj2gi+/cdflk4cUBpGpJdKu3vhu0eVFvEurjknb4i4rSJPKATKgYLDcEg0C7h5TyNVsrgKHulkhE8duEkwtWMYR9OdnwHupsQ+O7aGf37s/An/XOKjvDsaqdbPM4ygI9eoo2SG9DmSVGi3qddRtnMQ+Yx7IzZVNSD/1VBnZzUwM2DTxnm/h+hnVmxauPS/PDkkoPwE5BSNAGXi4T/Oo4vPIkjux4Q9vskjzoHFLmsMm7Tm+AEfwDSxd0jH4Jw43mk2DjJzjPUcDbYDmq3l8XUHc9AnXMINVQ75wMyBcdWph1U3JTCQeiq3XKmwDilUjgtkKk+5smKA2qL0xsliBnNNMZxqmtRZaDpRs8H6/1b6UPZjrzoJhfiZCrIZbzkIANgPGLrIupEpejr5D+8Oi4tmSn4PM1Q4UTfmHv51yOMTTCwrUsWezwdacZiwGmJjIHGLejSGzWP4KNHCgltU8ogHtOxV6GmSadt0vuZDp/rlW/EqLafew4diLxOKo86+XhMNC4JB3n6TJSy0ciWjH8kvdx+a+hOVITL6kBOpzM4CvQr84I4EJkCK8x3rdfBu/Sb4uzPHnxjiLe5wKXlbHrbsdODOcgCzkh0rUhwKYQP/bO6AEbFrcKhTI9WTq6xPVkkhEut9qDF7JZ6yjBM0u6lE+TYnX1GaeMT9Tf/YHQPKJb3zswFJSaA4/n/auWhwyD0Is+BDLWjyf2DHpEPa6rAmrVaphDO05S4mtuQlt/Nh7mSfzauUp82yT5HOuLrIpRTWtd/kd8/4+lajsVffrR4mij1pMfRaXGYAHiOaCNqmEhbJrzp8LFAWUSeG5N39NlpNjWZm5f5zISDytePXcUKy9EvLfx90XByEy6lTTmOHzZXrLALcorwSHC0kEqtqw0H0foXK8PLcMvQlPeD43WOJhsy3BCkvXTekgd/3QxdtF6+qisik+6E4rv5/vRD1RqaoSoS+pwudZkCEOuI4Ywe0/Yj+mBl5pOs0E8WfhQVGvuyf3Vrl9tXsKLygA18uX5ja3mkpNCBvKNJcbKuJTtsL+sy766QnD6PTUlYPQyzfBBuEhUV4Ay5GYUQrV0xIiBgrgszuasofy+Jg0kSozht42Xyy9JG0aCwTMBe440i28R0PZqGE7HtZk07qGiMLFx9RRdbwLu4G1SyQe9S3WlDg7SYmXaFNdSuqDhlGpPIzofdtOP/yEww2M97bRE7BRVt8Dhd9ew/mPWCsGQffRwhSSm6KgaN171XndOJkRUDUnbw/1VpOiMXJJ6xdmBhxD3rTSibV4DJNgmoZMRp+qRyg9VtVkSrOnAR+l2Gy96VLsXR1c4Vr8X12xWCdf1YFSwRw172eJYNMefd5blcZEeMHFBQA39+WIVUS4SJbzB6g5hVVlqvx9q6xUlDzs92CHdKeZ4QcDO7N+48d0jBiozzSBtt9pG4ErqcUWJ1bpC2fcqDtRYLcyl68S79pvzKHuBAQ1z4nq43OzD960IorFu+GM/hNk9zls2JY2PVjDE0Y8bMVWRJvZByemn4O83N8Po/QF3VwGL6r4jiPxDKipMur7LdazGvL0KOxVixf5mGR8iD1VL2AOFGqo2mJNqTZLa/OjKwMrrOfP78jjZ8eGLKxnPUINssJkjehJ3Ea4Z4z8xYehjkUBRNIUhVmOBU8Hykz3KAQukynnthHBy7rjQRWiaDiM3NCxMbO/q2YHrrH1v3QGTr8ioxme86W353r8mAUDA+QpXiJ0fqNiyvL9/krDavfdHRVz0L91c6o+4ujoIMHw8fg8XMw1kQ1KRhn+KY7WqYoJfBTaFWkKUS0pi2zhv+n6jyi2oqoHHO0UZoR5E1BjWaatAsopeAWqXQyMCcIUbH63LCiCPxR1PuW7bAO8r6JFHPngHUPUkbyexIjq8qfuVAAHQuBu2BJaeH2oVWsINYN7E1XmgWPsmIdDYWOOOvtJgqh6LbZWnuLRIY5up1f2d6HQZ/iN7qIHAyksDT5YH5fc1RKB3YOuYKUgkp9b946UNF38R/phpfGJnxE7fmfSOy6akVP6ca7pFxzkJFhQHVw5A6p6/EaSelzGh5w5rKeLekbp/uY05HfkKtZUHulgmhqgsdckohBhKC7OzIMX3ueWW0/Jp0YMq7aOsodiwYVseU1NkO88awmeRevxu6kv2eU8MlNXpYKk3xNPkdX2i/5WmSXxG4yV/Zzs2oukrUIG16QlRuMN7lTIv5Kyr6Ora9lWiD1D8INSC89OOY/TJGsaWYIvDb5g+04TVLawae2dEwmmW8WEywZK36BKSVuoJiLU+CkKTrt0j3vH4YB2J5ZGyT48AHdflJ0U4+SepXU1YFNUCleMjCYOSmeJFhGJ2MHtFla0//o36KdLgAha725d9XTZUH1hJRTi9SuL8eiiZRmqn96FMte9T3m+AZJGRbikm9pryqo+lZ/J/XarpWOQzJeD+5WPm2f4bPaZv6qoJhgauNqDFM30jVtH4aAZzV7Uj5gmC4MKRWwDcTmodxKcvlIgR45fQCUP/Dxi/P+FCjkgSYhtx+gNMsPMiK8qcE6eN1yfhwloTkJ/QAuGfV4Ezw+0aQGysrPHPUJkT+ZAdqv2AydjA+9grOxrFHA/EFWcx9r3lzjtRPt+yvuK1zQMp0LdgZUNGidbHlS959vz1D+nFXruFPWw97mAzxqkAbO6N34bJhL4NFhm0aM+zpCRvmxMKRUKnrhlBFbrAsjfXGuBXbKLVDTXKBaKMCg+IqhZaHyoIIoCGG5tRWCsnZQ1Tt80nDde7mvN+dGCzJGokYWt3y8kumdeD/Xf2FuiRHp4YEIpJS0Ci2GExkRkp21b81VjWP4M7qbqx8JAmMH2UVltuHZYH8kRQNOwFpau3GcCYg1Xv6AeRj8xpls25cL2kT9RvHKUi8g2NtvnoBtO4XS8UWBJIdQ+vK5ggOlsFCh8+mX0wNYikiqvPIGrl1ie1gthOW7TpRED2oweM/L7fhXELIgBN2qTSuUf+uLQIr11SSUkmbie2fl+pmOm1JQPIqY4ZLnsAK90cNsgfNAeRu3ePSArOqnaTBc/Qyg1X5DW0AUqZdfOAup4h7dgc5HNCeD7xZ9omXtbVWUClIVoSgzZbapmLF55QSu5C+m5cak9JTxRlONhvwrBcEDSIfVXROyeXDEt9kyEpRRRoUAOFkFevcgr+R/JJSQ62rgaDOvsVFUCMmTj6T+jjIkOZxAaEJNpOuCe5DYifTn47tA4usLq7sGCSS/YowyyzhqyHIfJID0o+HjpksaC5NtsKug1ln23LN9fVqrSfZjys8v72ELhQnv6a8ULGIkCHymJf7Aa4t2LGEYlZ6r6D4/iZPun8PTkSSiL+8UjWk91QvsTGPmw8rFcV11MTUJRVNfecatsE4rJz0F1H5BCQjqXotARbkv0USQUw3jFvufKbQXfokp/xWBRozel05jBC9kWWFUcx8LGFnFXtOS813iNj/eOV+kJHlICB/6xnxnFAKdQDfiw2JdWpUdW/VAViTMTuRfTjUxuYXKFmDaoB2Lb/YEu8gxIA5mGyg0m/NK/XlZkmwXfp+vRHVtrKDx+ZkcbC+I/WQUCpCYqng4BtuMw1dpjDnU3eKBCNLFy+etmPk1Pna1cF3ycOeFSrmpVs6qssFmP6KIVe6XaDBVQ+DeYKkElVqboZv7wkwWD7jPRR//1WYswQBIhGC4U3W85YdIEaVuEnMg6ak0GMwTV0y8xij4qKIgWtd3txQ8VaQ6Ojhy5t1RwAjUHV0QQGVdsW6efw7sSxZekbpKK050U9UuFssZhLu3OtVztTPuWtZIhhU+K6MNlvNxnKe82wf6cupPbi6cl9NoHdR1M4z7qIlmIvCCxp3iPP1TpMrGtfsyokE1teX5S7xvs3EJIe0bGK/HH4G7xnwg3BTCrMYn6y8enKRtiePuFkFJc/eWoGZnA2d3jubRWTzNd0Lf8OzUU3Q5zgCXsg6JtJhvyr1oEm5N4eqL+Lm6TCzRS16tndAnZ1RL3CVjBtcuvPnakkp+DGwU0m2tS33FXvAjytu3WgnVDsRUR1jDbblKmzq1ZgvCClNOu5BguOD+o0MiJEmj2665aYESa/L3LRd7yuYDB2F71xeGFFUiyp+tLXc5ps7cQr03sEOl9phMXnB5jgHWwFxbCDrwc8uHO/cfAd9gUh5735ypxD1dQu/iTNdcZvWJDQjlOPwpQwqN6GeSwbqDRN95b9ZVpvItXztap9UvFj0zf5sbu225SqzAGwPWLZLAfNzSO2UJzy7TM4NU2h7xCXy1GGhbH7ZWHKbqd5xMxSOTvTv+9x5BNavRUDvx6dGvLL8L0kKU8gTUt82StbvGyPzIpvGpC8UtsA02dIsbBz43TqUnBpaRw4DwzG9k9mPuYDOb7ofTyYhX9hJfHbGPNPIG32AXJhXbknHA495h/jkslsPQsrmW6csNsKeSdDtfpJHXD6kqjKkfIPUYgNyHYwK3Gfi8Q8Tb/V2KvzAKMKFDfU5G/6vxcm4Lm29++CY6aYCoW1Mo0UZW/nNqX8xonZz8cZtfkhHDHQk79diX3FsL6hhIa3igqqz+Ol6xJjKymYJKOunEIzEStAZQAn5vcWVKndhFHC5i/FZvshL3vTF+8NDSE4ItHScnphXDyX0mmtFEXwZ1AwJ1KrgvS7isGvbx7JpyYBHT95k9gg+e21P8xjY/he0ohzI/QtVnBpMWa5g/aa8PWe7vFKxXXBU3ITu2YQXi4CeAGfzRBh3wNLrZvZco6373Hj+ke/IrNbEcymots0YvJ3gt6cCfce7GY42zF5+8pStjqfpXLjWipVbg4AgXbipWsWYqqIjZ3KQqcQxCEr5ovYpvyNi5ezpBzqCsXU/YgFRPcKwndE0BZfsGRaNZbozxPht6efwVALHl+rZSEBwR6awYzpfblmTxrk6AYrzi+FEDEAJVi4N9d7n2xsTLsxpmWCYmpU9s0wz42j6hvNGNRB3XP1jXFXJCEV18yvbasb+M8nL8yP4wk2O96Eu89kZzHmSU5Uz22Cye+NSkUgS8vPDK5eT3JxorXRG4hKHUn1xCKqDp91OADLtqifCxvQllzkf3K7ab2U8bEjonQ4xkiUVIwx0h+0IKm3IPf85oX5bA1i+YvXdqV+Ei+KKDqu7zeWA1ek6bJ8NKgWO4UuhbZFAiCipxd3FFDmVmjDpijojWnM+Pq3CyqLf3n1Pdt9dmLEu+M3/1DAU0L5tEGItYjwbbno+PVngpLTD+8qd4TQD7jyPaCzEXfDvOUN7yA8sme0mOtWaVgDUHgtXqgKzbl3nUMVj3dosbraH1h6fvgJppTOuIqwkS/T8RF58F6sT++SjB4X/ueU+Q1xUk+acFN6UB7HyHwSHPP/Vm9xbmlvCCLm2JgEBR1IVmChJejjwZKMdydq2kG3HJqwqPUa+KrG3sZcnE0OoU/n5QCWXJ+YeIHKQgOLgKB+riwuCpmln1+pORa1bLwFOBxepbPpnzvAhFzNa+b1aTBdmYju7yLFUGbatqfOOk6BxpaupXqQy+8YD50fi9Xb0nn0tLKoSXw6enZ5FBBDCqK7sqK/BK6e1N9uo8qPj/p7DSQPuCznq/Ms3fRlYZYpx+GCRokiNIQoEQnogOtl6mI9S1VNMj+geZf6RHlWSKI3mV7OJUr3Or/z13FzNYgHEEwyItzw6INw4EEGnnrs/MrRSoEvkXjYhYnBSAGgbGiP07Pqcuoqjdq8GDx393ElDlJouvrS4NQDdkkhNT2u7LakKTL62T+o6I40FH52gVewMUieG4YyUg7ZF6jS4/cFuPVhGxyvkkMpAuXN0AiINlORbPxzMtCkOQwiQGbEVyQ10fiupJClvW4EWLZsrnibySK17kKT/E48RAdHhW4UyCmGoIgW2bMbimEk7bFudqxK6E1yinoxFsdexjuAf2EHMBIDW0RkivaptCR9c4KO8t8eRy7IefKDN6C2XJL53lWiIctBMuI3TGqcWOxAdUEjm7K2gZH7HRyons5kYt3bwCeOeJk34F2ZhcVnKi5WHaqIX49+FH+fblpxpkvSERIPG1RCZBTSibU6O0kFQ1jxd+yJGQ1ZcQ8CSrZWTtZGyHDMJhOFR5bFa+dOxEI0tXCv73C+Vg3Fb0blDdmX5iiOze51LcbcZHVY5YQ5mzLrm5ZuHNfmqQUUxk+GKZ+6HFCFRYNvaeKK54rgfxdxygOUxAKsHkU0QlZ30h4kq2Jf5g96NWTtgQEtTUPCgD72KKCJnGgT7aXhb6RVfTjFGgrB2Sh7iQtz2sG+psOH8AvkGhKwWY6+c6ZvhygU2t0tN14izQwjwuRgIuaipZjc+A3l0q3fywwP3scHySOv1AF+vfQ3ujHVYXnsTMmoJzc6wGkodSdVAlSGgRMaM7bNmW9kSnOuuelKyhtzyFba3ChuyRsEI30pEkZPmAg0nKbRosVI7OFzkZSQUVTb6qVhbX806kP3jUI5xzXsNhQLlUBPAGzZ6xvuboj+lWfVtjy+/va+Vf6c/2+LRAmPK4lth6GbaqB2KzfEsbAwqEv0Ox2lIM137vxgaj+2ru1WsORQniwfd9HfxZYwAvfxqdIg58vq9GpghryQyNFOJEcOk0TfRuwDL7wot3da42aidqj76FgYG0d/9XyaY71YJJnUll6c0ZOlwPpto4UIYP92zsXByqoDUz/3FgdDd1mYMzH6IyyxYOv6BhODOXQtJVX3CQF3jLRgtGd/CbXun+EfPbl6ngJkYchP+0Lbi/K1SX6mNZOhJUHTG4smCjwHtioJQbCGRW9r83RtZHxCNCsOI3FLsEtcfCxEwEyU2/5yGvGNu8PQ/YMlILx5IOQ7Md05D+nlhTm2X2RwlwCGqvxRnmAr2plAjHt6l3YUfACqplmKpL8VGe9CVXxp4rbZH+qiaT54WrpJ45y6p5CrMmYtlpApVwN+t9NeqXRemSRcBe8BOdQK3D9ZM2sdVrbd60+d6nB/PyexuJgibScKXwXdIUImHGKMZdNgKPxWHLWup4bEbsm3Sq9yhAStQ7J/6C6d25nS2nk4urYf+f3eDFQJS4sdPdgM5iQfu8si8mZAchy4Hf/A/eV565+PsyJJPo5xlJv/BTQrybHbprLEk6gi9euf/WmzjoXZOqVx+fZNUdwsmsq+ZIHNKhnLdxGNKQlLrrgjJ3hIB7usOAHl9FNEmJIynLUtjIYwvIDyZ/7rv5q0INvYNq8V8d9pfrrN9YfbSIewIemAXtlkh8Bcy6SmzP2ZaHdL+L8lGnz7be0d3J6NuuSpxWL8GR11xRDTm2oT3wQ1VMx+XEPiUwVPcb9iIIx2vdc8CMWzeDda/ZYLyDispmShO81RZZ7RIurhK8FBnTpi3k3teZh3tbs3iLZ10YkL28mm+5HnMBkdMyF9DVgHacHLVZQLmKcxa7aWFXINBW3c2uvGSWx70P4v6HDz35fmHG02p1hDYptHDhMDpPOALL3GF8dq8WH88peUTdEu0lOSHYv+V0Jye2vZbINIr6MoUctmU8/DxsZGV2Z5X6iYoBNvQPs1mkAiP4TqbGhuaUz1ejCFqoyaUQQALM3kXswhnbGHVwHQIM2/XCep6Y2jaMQ8+HLwJAilQX4VKyWRbdSeUgSd4cwXGhr57q4J7pAjPtaQ09ltu90bn3wma6TK2DF0SgEecJmK8zVfre7Q7m06ESdxnAc7+GmAWXftwxPydGaVnikOCFX8K4MBEzUcxTm0vP+/O+UZTUWpgKPJFP4+fdQNFbiR9kiy+16eV/eSyfKzBAVHPwUrXFQSVV4GtFlyRlVXfw2i1XA5B43iZh93e1WNr2T8kKJ4f/lWutTnk+2hQBVGzrNwQPy7O5M7Xsy/bdeGfpzr34+MWvAMq+UGnbJPWv9928Ag/GMUJn8i57ist3SDHjshN+9KYDRtRZErqKqYSpdX55sPea5sf5or6fbFTYM3MW7HsKcsDH1U/y6fkBeocVVUlMW6LmEqiRo0w2OhSfz8nhTvP+7kIW8jWtIN5tx+qbekG/CkzDI9YLN9+JtABWPzoHNoGERL4Ziotd7XbZHWYW4Nxur4LwugjAMSIaxH/mZTaST4qjhllbC+BDVRaNZh6neNmZG7HzQLGQp/IHrDW/AkokQWg8rXWufL4Uc5U2+A7bI35zjXBDTJU4UF4q3kRUxMpRG/NNzc5dnpr0NV2/oLSmKyukvoAssXL6ymPVmCtTLkhV13qot3qmY0m5vqJuXy7zoEamRQKlNZsBTa3TPT9bPKxJXKfBnwVs1mKa95p3rtQ3cGOoFzCwu6PYFzC+xyhQHzGAoJp04CDq3HhxFgsRArLcZYkF/8LliqzYvFKRZDKZOkS/myCT0zIje+KwKzh+kf3cqasXLliAPOhnlX/n722h8y5WteiY6rMS2ixZvgkscHgbQ7vfzYBggOSd4AxJAi9e7QjBGKIt/y1bbuv4ee5xy/NazfNXfcWAybfIlHuLChS3Qj4Mt8n+4hDm2OSY0ui5pjlgAzNfkO80mRTVnZo7UaKbKTI1WlvNhy0Kl84QclYYIEmi8+asGA71LYAYn/ynEy5kKwvo/KaFmCI4U7mozfuTV1vGtGTghXnWBQkTIhyYuClpOnqwK720b09S3IOvCP1zuMABUb30wq6UT0IfHSxojer9g1rVszBND3cfqbGO+yqp/75Z1nLQqOJIp3DxDTBC9NuX0Dl06CN43YUunik45aKdbzJKUWA1MttfYxoyLh/1c+8gEJgLNSsO461zYg+vd2ofwAqz3xBvVYpPmVESN2egrQ5ouORP77yrr86I4QRoAbfyALKP1bekiTG90jQbQT3wrs/80u4V5G2ykesPawPRiFZZH7K0oyYHZgDSaC5smv0KPqgLfTb/eoAxEiRtFnM+81aLdZs3JCkLpUz+ToW237KJSUN1VVm5RQ1RINTchkfbF6Hky9wgx8hVcH+W8NPsUbPHeHe5vyw4auO9uIc7PjXu7F69NdLvXlHpVtBjiGJgpEsuxTiDJLLmvwas0XC4W8xrsaAuMS6RZnbprT/RlDmMe/bb82dBT2um/4anrm5UxzX0pqt8esQ64vnngWvtxtbHFCKPfFgI/9MBKAxcbFxD5IVxN52gPdjhBTgxGA0k4xAcEH+xpCB6lQWVhCP36MxD9fCQwBdP1HpfjI+5qRGxbLICCCyT02hqoWqGLFbh0s1/75lu04UwPfnba3aICGCrgfFBqcS0xsboMrZd2dC041P/03YJr/kc2nz8roD3s/y+/QCS2PaHCy1rx5w7Rpe7sQS+xMnEh2E7LWjxzl8GmjytTph/BIyaSFNjSuMcQhSz4HvSTowzYjSHCWuAp54ECZFoIqpNZrMcjgS270mv08QtnGOUhPAWQZO4+/zR214zSIAjlkqvHrUXFtmqwOI0d14oeGIlyLS4ywaHqMcQqy675VYDBgFyZZML6ayn4Wj8t8hg91DI2Suv1Lym4YurtPSQu6u/NMPMDalnt9Qm1UjPcUJQ1nzYZHaAqtbbjKlm9LGd4+QIcLWHCXZr/dlWjBWvUbqsX5Q68hXGco2DZKeHAxEmiMOmXkeltJfsM+HORpuk8zB4CUdcx4U6jEQQehgXj2fCRc6Z9Iwx9cKrpfvy80c4SIU6jURhKqQSr5vBIAuqmwmyevpwPvqoZPhkcE5wQpfuLtmDlReQwOXYAad4mC/GEXjL7ylNyDnwl683Vsge2xiNs8nPXONctWqQtMMMq73QTkC3PfpFAj1p9b1+Zvr0mTcsuCtIcj4ZNDy+wId2mV88kLx4FVXKJRTRNPLzSVt005gDOQJj7AET/WHVsMErEaGjyGMAxU/oOTqRd+Jh83pXUvwtBPG2hFlWv+3fboebT1Jf7tiLk3shO8hOvaubf3igb1cg/nmkqfWFeHKLmf0tFINknBTrwQDeM2I1aKMcg+N0jkEQWyG4hvUePJk2h9S9HL1bxg6ynHUzFNp/ZwsjaH/RbwAAMwLQ7PVbzwmqDG6oQ0Wp21mq/s4zkNL3JAn6ZGH/b4yJ33E9UFPKytfwjhy9ji3F1TuC9UJ9bH7LPvC5GhaxBF65kQGK2SNdxJobCHsgVAsoQCRok9RF2gxD5Hg+MTe7gfrvNJQtMhXn/NtEvWkwjFlx7xm+vtEvMaFQafKKWH9CqLxPa/TgL9nxXQ2hIdvOrtcm4OgppBcaqIkBwvrfy64htuDCmlW5Ekjj+Sa+M66lGt7U1bAx1q/9AtgPAEPHPETcXPHbicyRtfZIAZllzTwm0nOMfexPR5hUQaSaoCW+CQw4DkAKrPwW+B96vQxz0L/dY0lxs2sV//r9yjNUj4iiNvXX2tZJ8F4WdCGs33dIWBiek7hDWPGjTcBoh5Pgb0hoMClOHILCCPLC6YFWH8WNpHEoNbPD1VtRhcYZ7zdJqQ4hKEZYugt8fBnmXfXbc0eMoajRtRHglqjSzGFkCDhCbHIX5z0CY1elWNYd4ajwJ0ZIq8h67vkhNDALTvo2aM5b+kn2d7I9dE1AQhq1C4b2mIs/T2B4Rxp10R/+ADorjIu1Z+eqh1/wd3dhToUzxJ/YRYjV3UgF5ZjV5vRVMvimS5dRVCshCjKEroX7gP3QQ/GWbkwLzqgCXCX3Sm6xog005QyID1GnkUd3EpppdGKjiB98oauM0sKhaln38iP9gvxWtgDZGo6UCS3CevZcJfQLZTFoKZVX10SU7oI5zLbEMX7FmuPfaeitNkbBqx/HkpSZ91/zuwBGNEjPf4KRAQQgAJJoobH0p2i0rCbUZ4iVBEbUSw1PBgqMx7YAfBLGiIJxqz+TnWkwiQ63gjAoaREBNaOZR3EagyknWg0tLAr3wcfFcOMCx2VeduuJCoHXBTB7geVuuWGLv30t4PQ2SNcIn+BGE7TxyQe1dfH0nCNtTZCgvd6LLwlrdG/7SIM19bcOZxU0O9Ua0BUJK4nBP6fFJTiYEwUO1YVEz621mIOLRPVDsHcfpmF3Jy/Gzd4iN4Pz1DgIYOfx1ieSytkEFr/PBPi/i4oC+iRL4VcrsAvxnsgmgPzIwX5gr48gOiPFmRRN7bSmbM6zJss7diI8aSMTh1YfkKyIBDJAhEsruF+lnTS4YIDkLEI+4Fttxh+Hk5bKi/4f1fH4DS8xKCWjyLgGUbupKpBCzP9pr2hs7nQp9mlZuyxlc9EGRtaD0L2aKoYNgUoySLE3WlScjeT3vCH4+YEyfnG00HsHfzYHWC3fi0pnp7Jm/K5fD9BhAyX32tHcTfrDxJocsExXrYZqSXMHIRtldIQO5pYKSIhlDNie9gw4txlgTqmtRzsAUws14d49tW65IsiNuZIEgFVHhIk/FPF10dUrWoRcVQJHzwr+IpGTjzkS8qLi29J/n7TnvnJpWZse7+4+d3SunPwq4qY7kZLJw0tOyEVBCk/rsXezgMzgbTt4heflmerwMwz0qcAc8b6nt7Q7Ha5qVNDQw4O6ID3GLVGFGSR0C0AvAOpsCBBrJh1l89JMkZPkAjndMoSnDpuayvFDRUfye5WXrL+Lsq/ebX1ofX3t1JmbCsvIlxDpTUeTXTMRLQyguXuvcFsDB8SyTnBi6Uu4mYPt8oowek++bdu4RcEA1/o2kkx/Tan7iJR7Cml9ovK3GD71K+98r0asCIFQs2a36b45+VlkAKJLjFAvZvfRfpMl+mVjq415a5zxIqXXZ83VQtnxpAm4WxfilGFtHq190+/8+RRZdcr02o/5TbnDcp8t/1yBDhHB0CJHcDm9hwH4QXxZzbCuMzRFov88xvevB59vk2kbKesNNvSHmh142D7iOgDacNomYdCZ5Dod99H2Tgq759sXqYZc/jNLsEGo5oRWwmKShWFtaE94Ii0j1tqLY2QhwjvNzN026ghSqRz+HwHYGT2skF+W3hVsrt01BfRRhTBc+/206Nu0cCDPJwcQMWzXpTXmxC5pObO7HMil2elsOKy8IP3w13TOh/1MM2rtDdb/OOXprUoDAencsZvIpayBRpll20YWXyYe9Iv5jKAWPU+W3QG4msbZbyAHQPwesr6YTg/RRnQpBmKGF7kkZR0UZMuHh6cXwlXgOzbH3zMx7i4zsMoOurNPMuzo/dZzuuiNIADycoGhOSElbuEhpVO1Omt5rxS69glzeyPer08lE5IRAfBMYFyIs8CSuIlZ8kgtLzlPePuMUMMx16JtbjgIVH52AUuK8grDVaVWf123DVrYINozi31olYfmkTfOGte2jCeCqAsGxoAt9DD3uDfKjVebFLiA9+Jbu8I0eF7HXb7ZG9p29ZOI/LVtm9bIgTfwd79Be99aNzTZvHX46gJ7NcVI5xWNro0BhB/MIqrDQ8AdbmOZ3qbbMM8WlXlG6eb0WzpYkYkS9e8p3muUK6o548D6xGH/lCUlnQlcjtkmRQ36TbmfhtZQyf9CVLxKxLvx/2gEFmZQXlEZacBWLafIjN+fIOQSIFlcax9nbxXuNX7dML+MohWPXp4NPvQOHO0NBj0S88dP4ZwFGsZahLNvcIrph28k8nyM5yyeFmATHwNUtFCorqA5OpxW9S3xQ5Du51kDPQD/WYIURn+8+KRiBuKNc1MwsaM6arbLo1J4YISDeLtiMazJXfkhTAVUMYy+TMtI64IXSFLZsJf97kyYrcfRmfXrnYb7t2uKDzULE11xn+Z9PS/gzlcCNRXwJfDlFta63Me8d6GPIGImGSBIpiufJKu58KL8lyjK0aisAwnGl37pctO1mlu16UdPE6O5P9g0dGyrEMIFrT4tIFfPmr/Hh4gqXcTyWz1hy9nj/bNVjprObemCyfIQtIQdPihcaIunKdfmVYkQbKnTXT8vOO8Y+T1L1gxTul9IqcjvfbF7Dk/AuK/ICpO2oBWhrDihx8WOnh5+8dU05AgusyhSHFUFTIht1M+9W+LyvxQqokrAjZE4vtDna6bhf0rjzEcntcceIUbd/sRzwAeol1d1m+E3539pUlCU2Q/qpoqQ4vSRoPq48Y+oXpRz07a/4COFWIP13q/+7uZI6A/IbTYOG3YG43eHqiWcIFASfEuV9gaTpdZpBCYBQizdH4hwfSwZo+vlMkrXW5VPPpy+FfZasuVhauG7vFxmsAktCJyGl/v7UH+io/48XUb4YvHGCy4eMq3cRNf/I16K1aHPHGfU03myegTsWM6iSkfByxRmjbeDmbawOZadotwEMOxDiX9oy+j7UQQkXGUQOnktYUIA4VwZiIYpAbK9D/8G6kvSqRFGshqF/Wpi/roE/+ug4x5ncat+TRbXTkjvwJ4pBM5Zqm8kc+xDGdoN26+RbKFrlGWKlPK9Cw8KO79bVq0tGIv0VSQ6bE+3BehDysPSgAB2SBjKibzzlDfizei8X2UjNVcFBU4g6ni6wwTYU64E9yHhYu3jpLauQ0NhJLAMdYqj6nQ6vL7RccYEnSwNwxC6v/Hkg3Hmvn1vAUIC3K2DROtxYSD1q5DO4ZZK29N2mFmWgQmSMeJgAQ6UeJZNqa470HMLMSquivU5XwcVLQGPalQUmZJV4HNp9bNMO2gvQgMrFmn0/tYXUQh9hOhBmmpwHYnIb3RPS5gXZvvBmUgUAi0erhyQeKFmhdbiCfsEuF8NWXOx+FKOBym2t1Epr7xBukSJcppG6tAGMNoE+KKynMHvCDU2uDXCaqFUufH+FlMn/tUrbKGPjdDELSihkAHXuI/YOrtWqeQbIOjwk4OtuQ6jtZ588+DcXP5QuGQOFitORY5KrRenYD0DB6Ns8LcGcqFX7G0gg+yWu91orHpJJmcfZlu4dsVJ9mQIufIUsR38g6sArM+S9E3HuXenuahERNRkz07vknLbdZdvoyHjma5h6CiaIMS14Oo+NiAWtk2viJGNXqvCX5ji3UeQ+LSnekSTMYd5iSc2027rOQKGT7ljJS2N93pIwZgIS9OVhleXks1+RLXt7kraSfaLsNunZn8evb6x8N3pmfUX8jQ1pmDImbSTBOF0THnFXKLXMI3R9ZKhlLnVVnwq69DX+we5yonP6+RWtp1UaMqdhaY6D+pwbLTYj51UqbRB0n5BdoawTYxDbTPdCPhNq4vSw10rgiAfoySuwWJUS9uUxioF3CqEsq/GMaSK8YBWOEcPquuKTDBYzWqCmGPpKO+e0n/h/EBr/jWwSQgINQg4EYQcMBmFD/MPd0UxuOv1MCjI5s3Akg6FddWKLUgvccIpPbJDFdVmg5uEkvCKZMhDehn7Wo/E2q7lwFtkol3jXtQaskHgDzleC2yFBpiMFzrrfhQrGgdIXLfCrZKVdb4ekhphCoeGqstV+YPhjcsrGND77QKJ2Py0lxhvuPV6UA+G4tKFWAS3ZeJChIES98x+7Cqb2Ixy8n9sXHhIkVtB5D7s5BWa7TgJR2SXM4evAaTveFV2yBcVrHKpqsXHydmpeOdxrMfFt1stxgbl4jPhbnn1XSyOCxzmMrUdNMfmMofvd15cmmvOWxojRn1l4d2y1WOaPIofnR0VJT/nmUi1YVSexI9TkUOsbtYcuVXdFvmR3mn3S7Jz+hAaviR2mIP7qDux5gXbGap0N67cDjRGugQ3Lzsmx9QJWrrJK/ph6BXdyxLMEp50G3pYWW23zBVFOykDVOn0isVo5d6E+HihuacHeFzZeuOAVfuSnuOTvjKpI7uU5z8poB4IhwtQYnOV2DvGozEI4w3HOlnhsImy3TrLAEocqfA0OJaMMl/UKP1m5BzACtIhmejHhCUacoqCV/JGn+FYoYh2enDF3tNOmyveEnJrMQsXFjQy/H8G0/neuVOST/p35xz9y81FBnG3kbBH33RGV9JlOL8WDPUBz+QorTmwsf3xVIOUPCdZ1Li4/60E+v9ztn6Q8QGgxl2MxqwqSWYWqBWC8RNEmX4XrgcnUJoROnqPRzssSk5dtL3R9u6pEwROE21mk5OJPCJ82Mv54RiD7fDltRhX5iwSvdWOUC4Nf/kIkQ6mZVVE8mXPg9AfJEmstjOO8gH29dIpqe7pAfnlPb22ewfZRjCLDjq/VXUOFf1QOViFyyEyeg3Zz6VlWbUkNUhS6mIgqyOEat4Vt/RM+fOtnVudPl03+6wiX6eutVC84TBW6cU9qetnrpVG5uPPeEnktp6w8kCvmDBXpYbOvZa+P43/SrvlTRYwF5BUVZDtnGXBtw+hJkZgXud22GvkScSK4PS2gnQZz8JdqBYKHX+GfguuGykCn3i7PhjqoRRgz8lAvQmCZIqJSqTWpVx5X89R0qvkc1s6sFXvQtNasiwTqev9QGVGltS4TbO4ls2j8a2if/+rvh8qr/vXOBNe38MqMBj5JNkVgLtQuInWJ2qBQ4QP2gB/AKN6g0v41Kt6wp9XgW8vk7hkgo6Dr/VAbT4R7CuAe43WD/ezzxFmzIHoJyyXb2jNKP0kq7qcGKPAqVOr44EnwsWJ0n4kpx0VrLSJ6p+JA52+DMv0Eunu08FPojhkEH+xUHNw/ieMTWFWAfLH7m7FbrXAWDLqlq7jaP+LPSNhowNetPDmqGER7SyJW0TbNxs0ElEDg019cvCcSnMSz1TH1GbY2/JStbPYMofv4FddF7VIJi6ERl+NQQyHIiwFIVygCEkFmzaLvPhTEm+ah60gTL4eHNZv2LdTpk8Yvi6goJzG09GQ1KS/1NMA0fAHkjjZ/rjzSr+INe057irRKEpyP54pdTufgvc+yXgr4VG6uwAsTy6mV+BLBtqg7z4DgJX9/1QPOCiPkNqvLSzoHv1N4mnSghB906tVCxFYYasGB0E+1IUcMqrpxUeeuJiElql5a1raLJLIvUAjn9omq6tO3kOS/2AW2Ce0YNj88qRX+2Q1LSBj82I+X0wL7fphPxcFvl7Q3NH9FYj3s2JWB42MPFZ5I6s9A+hxrqKQ9QQvOadS7z5ZSIxv7BFm76RxH/Is8c267fWsZ8+BdZPzY6vZdnZpzXZ+Og8Ibv2lDXZE4Je+Bt5E6d5kWzjue3nQ3Ud/PRM1ewTZa38/pvoZ2dB4ubSsa8gw1HHGWk5EcLuGAIq8l6KhyZQ8THjQZukdx3FvoxiGZNgbQFNTGL7OCv4OYxcgAkmlPtV7ptGNNj9Bemtbt2X9Uw5nma4rrBAHmIaEEC1CTO5rFQ+qdEG+KdH+ZNDvD7auiCxaWN6VYpaUGSOrVbCZ1m5qcoCYwxxp98BVuTLJVNEX9/OxBcw+E/AECMTFAdy4ckHoXTIoe4gVv1r48sXV6suZKkKmjrCg0OhH/D0ItTI6fR9zBOoDbk4IlIweRZgZ0pTUViw5WV1UXytxYMlqmoy8sAJVmHCb129QocVLP2mPyN+nixTZGk8cUsqOexNzisQUwIXd87CjxEfZ+C/eL1FrpTy731D3ZsHnRwswStvjhc77mNOIfohmBwmJAEkewtOXvP/HPH2M0KcTb3IwbK9u8cYMBYT0E7lGhL/4J9AVSkucr9nDk6NoYRRpjOzr50PufU8A07m1VJleQftKghKONsFkbfMtIGcAiYdiJoHhyeZGHUOS6ZeW80BKyId7epjth/x+yeBy/6dcf3+cVVrOzAasz4WLl8F41GQD/waNlAvJEAqWK011h/QExW0DypKYuaRapbLkTD3y2jpPWim+jdv2PIQDrOg+D4TIP54nGreZbgKthDIVBc1kpEwv0eWhVkCS8PyMVa8oOpyVqV2Nw5JE3vrG3WbcMMhTFJxnEYMwE5BVvdskyh5XTbVVW2xpKJxuhnW6WqVGrqngqRtracbECeOKILk4JRQ6S7Dy6ew+9G50iLEoJSE508r+eMNK2X6I+5aLmqD1rs0+FQ02sdgNwv2IQrRJhh86b2CX31ryBWYKJZMbQrIKWnAWMa7oRnMBjVRVh008QVVcnvz7PzTY7q8VELkx6jB04qhZLwrupMY9mlA486hhF9/wZab5MUCgwPMDHCvxaE413s4G7wIzqxEWlDDtGe7QjQhAPWTJpHKXR6zX0NnMB8CiFTzjFhdAcObc1wQGhQHlt8/ygSFrmy/eoqU6XWxkrUki7BamuBRmpZJrNaWEYVS1PzAZ3pwbWDEAgYYCT0FOzNiDJO6w99OX9w2/YqA6kbYPo5smu21GafDsqlWezD/wj1CuQbs/rs+YE3FBSh/uNGzjLO2CVrYk7VxHUkpkClUqczYaXayziQqTUwYtUiL+Gf8pEbrTd6Zwh3Jl2JW70BYNHtGgESg97huKvR2PTGrJ2jkhBi8Br1xLIktn/u7cjRmU30pgxHNXnKQQUIAXo66RnXG/oPkygG+k2UTZFiJpqHUjY0u3vKmL01IDcNSG7L48P5m2mLUtat3utx9YnK4t2mQi7+n5fgeuPNsikXG3E/bSCOtbVko9L4QVoOwJGBlixnLwRiu1BQMWSofndjgoI+c2jH/TNZtr6fHqvKf7SEzPidIAhuutpGcbjrEabyY+3BjITOXSkntOqOWlINZSEvMKP3pbW1OzyQjSdxGC2fnXGnS22sAcHaUvD3iyPeUxLLrai7AifUy/HSOIyEVdUH/EJjox5XP3xXI7jSorBhV4fgURJsr1rQmMd2/h2vpXhQL5xh6U9I8rJEtXavA/MCwK7m1ghjaAQ1WWmHAhAohRvqpDNv217chRMkt67TGPMzNsaDSjbkokuE0HaAyhZZVGncrLRnVyEWM8sY1modTWXbLCeSUL8vnbdvfHr7dKsRrpoHl3TrIUY1RxCE6FtZAbfvF1XVO6kl54cL+f6vIsEw6T/23Df3Aq0UmiZglqrKsuOLKsWaWQkRdQIw2zSjQX1Ig6cpgbtbekA4NPN5ah3LUPZL78bl6V9MCAzD06ZDFspOK9ovtEjCyUQf3qmV0f7jHS362O4KGTThKn+6ySPNs2O+UOmj8yxyHDLI3kMGOuIRQKiU+1waw46YG8eQCVWVDSDf9qEvMJ+kRkakTF6JSufhLWWUtCiSVAYkRg8p27AH8jAtPuyCQ2cL3p8jskKYvBvyyUaPiIqRQ0CrjrMlV87ia7VQCCDeCg971hslgPSiWDTCvhecTyLrwYZ9Yh5URJFTdqa6YXKxkoJI5O+5KDGo+m4hPuHcmwSk+b+tFxMWQXx4QHH6LcUsO7eVP5ACkjw3DfWOt9omM09WfiDlD9z3PRyuWoMtc0SwCQfitwhYP4lFbtXXoBR3Hb9spnawmqlPUnJlMJ7QGYvXvP/bM46xbCLME9Gz4BEm9VSHCEqIksuRXnTimLr7MbLp3Z6HGGIEx4so7IdqfccAJZsnhpxOsHTjnC4vSuiwsbk2io877gDzag26vqfsNeIdeh62Ew0tjCeHfsdQJpgDrG2DWp95/S16Wz180koE8phjZRB5iHbDYzsoU9okODrY8zmxXk7/K5Wy5MefJjoe/14IaVO4OqZC4M+M7qwZqJPOJxwoqzE8D16JttqqcDlEBh/8jxpb0U/VOFO/X9YOg4380gTgoS4ubePKTpgjF+OKwhRJZfn7H6i0NlwxxJvtwR2uWhYcJrERNCmaBy6+tYO8HUXOX4ynkZAzSBmqIapeUFZwP9w7KuMVbY6ShkDx4hS+OHzVheDgNNbqlgdCeSwN2nI1x+7GrRKhZimRz66ZIErdIlt09c34vIRBwdm2zEd+YG8PLUnHjspTplBqLOHgOwq2KA6ecvrePswUoDDyGo0JlS5K6ssurf2uM3boVXGr+RTyR7DqPukXJ2Er1xkx1Y4700VSzsO7fmrfFtSkEvnXvbk2CoIVfFCJYPjQY8cvpdAgyCLw6OiZHLLlWhE21mrKTffn1mSsVHsgxjVXPI/mysQnaffWm3SExKcpXBnvIodEVl/9myCuMyYyHCnFl3PAzpi7VjjFxfY+nV9Txx3A9bUU3fr7nbwEhtEYMl2fNz0l2kXOGcNunC2uyzuEF0fI7+yTClPDH0cy7+RkdgmQvByvAZdZRBugXZm3s6EoFn9BWXEV0KcuuoSna1toMYXEvt0yxmS+uOg7hoUDYiOwfRwSd/desHiZy6OSQgTJXZGiRE8FDdyrcAXNE26QKRGgF+m0tyY02tMjjm1Mv3FCPRt4RYvCfaX1VuJFKyqdzIi2M5/RKyQLAkSWZ6Ljw4fhXNqcnl0KLuZFMhKOtDmm1lQDaGtOCYXQMRyiKvTVlciBi6rG4k79tWNi1dO58qQ8LcYtliRosZ9usoc5lJzmFNH6U4mHjZ9TLZSyOeF0EUAQxy3UK0gpkLKHPcXQWooihb4YWGptBgj0gMfLs3TvPYnKI+v9e4q5hSac2U+IutVzV5wx+RAy69UZZA5LF9PXD1wpymfX0u6IQicbusOwRWUXUVT7J7BJAmI6Oj7e18TnGn+F+7N7V+dseWhPIYeWz03jLZJJWc5mouKYIqRsTspXJVRx1F8mwoKVP1L2aU+jeCs3PuKvhY75Mm4EF1Q42jTRafcn1kf8sLE0wbEs0pNlvkEKDGviKZSkgg14uZ4tQqeDVnIsp4jbTaczGOfoGr+VnE60AeWAkil9lqrUX08rubmujC12iPm1A0BbSG7oShoI7WO9INPs1qfMIO9mbakd47BAsGoQequQ1qa2PcQ/cPWG5d8M/TN6k99Gdaj2G1VrY6RAWR9QkKEK1riAJG0VZcCr+0+kG54NLpRcRyugazSjy7S/Xz3EcKBjSHa+JVa0UVZlP5oL+Id6YerWmsD17j1TRyM0IFx8ThpJjt8Pkz0j93O5A0FhrOJdRmn5MW3XfId2LDjVo//edoT5oZZkGLZBzZUc0hvQrmDKDxzGKZvkOdBatqgc4vl93QFhd3hcBEoI+q5s+wwhZIWwRnGY8Ug2OvbWwewmeV1bAfVO+B/cm+q2X3cFkO/KIXDfVlGN52+tvjsWDFsuuIL/WF17Zmg0CvOKdhkLdQq/eKNrhH8ZpytooK/+fGXC7qjL5JNUKJLqbcG/ATScyyqFa7qI7cr37F2GAzXOAjGOJ2VBIPlnbI6sTdkw/jcYh8LIStf/G8miQHUAWkDcqRTeEZlY+RoKBSILlIt43sBoM5tIty19G8jG1SyWgVN/uzW5n+sCFN1FUeQAVKrBEqbkyFecbEMlL3XLD5SxcrHld2wc3LkPV/GkkJM3O7haondosiGPsUDvuilvaG+Gh1xO4AZQqiwdwj0Kqnl/ewGs4yH0VnfVwK7ZafB7sQDkY6YRyQOkuG/DBv3BoBaNIespBUHDhGgxJeH+afz8/gtoltg+Azpqxy6MvC/36g/fyLPOW0QOlhDUHMsP/wZVw7FgdnZ2I3KoI6f0AvGQ41fCXs4xV33TU501PJtSMT2yjSkWkUsWIaosj76leYVjoD5mzVCgQfrv+cDabwF9xn18QzXXY9C8oVM4dzQqZoMOSznu7AAraqNFYKmZmKrAnRbF3VaEXdbj5AqFmzikZHC4Pz1H+G12Sj6iR/SidCBC2GRY19EM+EonFWVWkqayM7vUNYXuXNMi+ZPfiX4ilY8hMWZYk8S27MokuDS2LZWKui5j/s6hjaFH6B7qtbWRTYa5RzXfuwn/9+1jTmDmTGw69sCLhkkaIWk+bLhI/VrMtnsbdddnS23fxMj/3aFC2U5HObcwj4kRJ3SaEtPpBCYSR5Ehd1+5SnJSDrpOq3wtGG8lWXxBSTUSZYHxglUJ+FWoJZdngNMSyeUsjZX3s2nuo0mqtK6t/adVueclpDospRYKxsCIUmeFGewHnv4Lp1TLBy2nVt9cepebWmK7iSAR2f5GVrjprCrtocBiLV9p2cFkyGNA6kD6DdHfJR9yJHsCLhwYNr54EeqiD+uSb2vlW5/WskW4d+TWOUauirG9rSbGlnrApadkdOsqoBOewzhpW5QA5JRHcSSlZVByhFkFLRxgfFCmGoUP7msbeTX+DudhMl7yl4QPit7EgYRXl5zipWEPuYL1Z7DwfGtkIbM1QKdbOkyqFH0bg3cR5q5ZcOeum0WIHLdzttlYMf5FPm8ZNMuPv2r18ZDCMiNi4kykq6EJal7hZ5K4B4Q/aLPOD62FdPYRGQlk7PiP22126B1DELYerefP97/wDSdyOUW0+OvvOzPAAs1ejKYv66x52yLFjJyTdSr3CqkAsasedv1hBniHgXFC03HnknyHd7uGcEDVQ1eygbLBuLJNBU4Hk5wAVgNc7DFiU8JJ9D+gSVqeSPf/pm/ayAMkxw5kN1RPEgGCqxS9vZWYiB8l4/cjSp5mNwYfuvR0u+8E+WIldsltvxcYEgROCa8SB+T/1r+W+GLsjErQqlWvFFhMQtUc2DIYCMAWlxRRTGoB8s18TnSQr3cT2oOlTaQnZqEGCdbGxvIsDIGZvmoNnU28lcOCiktU4Ls+U6UnKEndgXADBj/ptNC0Z4rQn9myVBce+4gs4FexrhlRs2L3eLumd59c6Ayk3ZNbFBmVfGXZ3MOwBuJZRD40gXz5tWYyxdikbqe2VDvGa0qQr8eUabBXb4/v3+yN1dp0pFpWehoDLziQGC5DGVRFAd+mGOe1IQxIYwYQ36pJQaPMti1A6RX3/Yv0vt1IDDm2xnTbC7dO+x0e1nakNv62m54UrmE9prEYqjVMw/VkZvCg/IuvZvzmXEiPlECpaoyNrR6neNaQpw9ht9DrjQJNLmnpBblPJjDawjS2DJKGrvP0RbTpZEndv3NS4OSYfsC5BnkvYQtpQKKYm9LgdWE4C4HPrqsa5w5JtrOgb9a6jtOfJm4EDoRDEb6PEGsONNGlkcqhBo48rLwhoqkB/1CkPXvMggsUzyvGQ/YVz5NPuaWus2j2mkhqvAJBYNI1A7r4EzTHZc4DtAfMqN5TEdWHzkoM91WZRAclPai/3xBOy0tjNxfTUpDgWKDPNlqrPch2J0uusajWc/NfPZQK4iPRUy4p6CWRXt+/51M4/rgcrVBTH3UBbpNGs1Ai2oV8veUej+GXmrOsYgIKeCQErzPaKDyE3cqMCmiUAwMxyuiqrFQ0OXceVuof7yR8FGZ/p0MmACi9NE+Lm6mWRB5T21Hp0yS0mas0ufKvDYXnGekgmFMdsyAtTS/h7nLwQYgGKzjHQh+VuC+HLIKupXl1tSPHVP9DL0rrMgu9QpXDCBKJ7e5RPlFv4JA2D5+q+OE1tqNCcQxKQvXvp6z7gN3R1nRQt2S8R88v+0NCxggXAhGP+a6Sx6E6FtDIaHOwUDAB63UHlNas05mp4uYRMAJJ7fbkkWJCZFLduzE4l/unF9rsJeCCxnoz41+fjVWKqU1JEHys+GOesm6u18LS254Gs5KqGa6ezVmSdu+ITj1NH/Mdr0gfERaXUiOzlpOpT7/95Bp9+YlCMYzQT6tTJt2+ww0fL1dalaANJJFXuXqE+69sB1oQWb4ePqtXBDVvH2+zNKadTnd1siTIDJ3a+DUtCjjK+twlpJFKpLSJYXO4bLSzHY13JV+VASVbCGtThw+pu0hOgwi/5sMLd8kARl+otj9cUhantnj0k9+tXsq9r1nOxYshL/0avq45BYA3QCe84KPg8+Bcw9bFexo3kp/Gnmxt3yMo+5uG5wbpmHNwvD8kSjgXaFWM0DTmmo/cn8NELKQ7JyPH3ibOYxDI2P8BgzMd1ta1XuAxwbkyu3iqKh4jKrlPGODYrtKUhujtbaU9PJPXjmg4/jPO3ys8s0tE7CsCLFcYD0uK6q4676z5fo1YPZ5T35NbWQTyOXq5r4D68v5yr0KsSfya1mKbHXU2AGCZ+6OCOayai3gu7wLNJOoCnAdWV6jByqOQWjY1gwdAW+ygVuMyHaUBJxjHBP/4ETx+nFTXPDqDFRsynloa0vqztsHzwR3R63rkjhrpunJlbn8hHYLbkbabJ/Q6/RpwXMgPlTP/I9NMLTeDUdoJmhIyc9SAv8juIKtCOVRKamSNAqsnCL16zkxGpdN+8jidB4d1GVGLyb+Tx15t8LxnBNaat7Qc8YgYjtm7kwYhwk4IpE2TwNM007u8oIms+y7cVGWXfqg1SGc+lGi8XwG0AODw8U7hPFP2B8ZgwbmIAxoNWNAdZeVv9s+xPaixK0a7ejCVWYXP23V979cr9gJhjd5shjc/LzJYU128xXhvKmCZdMowfAMpaDqdzvsoRHVcqW4ArsW3DG0e2u+0nfhU5+XxQtWMP/sfV65ckBiJ+vDaUl/JUakMz8qTLjyxZc7gpVx8HLqKedDqD5NXaFn/3WF8Y1sPtHoDnWyQlxPQy+qIOUMIV6j0MEtWa7GO6QbhKN59yFPjyI1mBq8vrIya4GUV1NaAqNWVk2gt3NBXnNNlVSyOkkVVVdRtAKQfsx+W9LgU0hLLelOc0ujh+CV4tbXxNPrId8cKL4paUnZ8D6gXI2Nm6IRci3MNKzQqKiqUk80TPYWw6dEwLwmh4r2rfM2grASjP6d9gtHwibVtPuIgcd77fFc/ECLZXRS+Z1hMrt36/ztVihcoYe+FVu2y1rJsNBP0V8R1CWA51198gyDvUjtYYqJoQJxyxo2v4Y29xyKBsuUvnVX06XV8+snSoo2pbJPq5uJsTnTCLuZDhB+Kul9+AjiFUxoONy5HUinI8gpowRaGCWRH+25PlZPPB2DCKVy6oYASLoaf77fQ2/uCP7QQI1YcKpqjoc1m3SR/Ljg1fP77cDrLHA8savmvyZQqdSqG7K06VpT+n6ys/bjI7jjN3fmDOk8zf7EOpf76gQ/pcD6CdruZjLrN/6jPzxUVTxiCrHRhOSvi1+loR+BhD7jdk8wdpsrh8lcOWPCee5PFEAJD+Tpu/0wIpYSRN+JFeS4u1NCM9tzxw2o3LfsF+5r1eV7mLGNPZLbGt5cEODu5NClHQggwpWp2KC7gh8H9T/l5RNhhedOJLUKYXp39Oq3A7wiZ9DpT7z84fxMan6AwOe8lfkdiWr/G7cZYOY7q7jw0j+RlSyDbwhFryeeaJFCo0vFQ8XEqZk642xRI/eHVSWFEBYgFHuX8xSbSD9Ic0ZDnRmwSq6SIv/bvOPb0W+s4h5fSnvzM4+utL4cdr/Pd4TtnnH+h0ES4KY8t7TA7Da/REY9m90Z1866BJ9Msq1qXCcZ7BTe4NvJUD6vOs40IcylOhYzGXbwj0qsMqw0ejPEDjggQkXrRABUy42lQB0i4GDGeNqLaBdop9Rfb6SIitJa+mrJQzRuPJrQzdzPX+8m31olg4VIK/yYrcyBYJtvdUc4qGbSoYOcuWMfiMuBJPhL6FOTIgdRX6PhZ1OMyKtGbqfZJ59NcWAnNGTOyru0jxFpQH8weso7is01+YdUtY3A28HYKfdUb8PtkcuFSvls/mPaUGbZyCZ+DIqIpIsIYKLGzvzy6NgSjT5bIA5zbDZxZilgS62VYJubO5VcayRUGmhcEpJYUsJ/KAK8lMlCrSzrhTqEFqe8FgBkF5z2ZktRe+WE8j/voBpaiO1fJUqLPuWxbB8NNGrYD+vExp8NlRYT8cyeECNknLPTKwJJkXMl+qGc4mAUSQ3oUWskX+CMLIFX+S1lHUiMnP3+q0KUwIpglc14HKPgwQXMCfFfEzWqeKhTyn68wdieZgGVBXPqsLgYt1tN/bhmi2N1jaALltybxVWvcVg/K9iTKjcwcx9VcG0z9YHU363ZAqzgGHVbcFtiu3YLWvv14WDd52dQFlL0+BSTGEywZFteW70CaROT9kJtn4UwxJaQi2cS3dvbJoa5Mox62OFyOVaYZGuAbQZ79jdQezJk0Dn2aryipsy32aoVOgOnASqqiXLdD66nI6tnOgXvzKiS6qQL+oGmjyA1wf9IwMcv7Tl8ekl7ENN2Ii9LOaxW2T9OPTidKB1MAv3LKzfDaD6i1HbtkynNUQ7tUiMj2208JnWndRUiNHQLQqOHj8giI49FENQ7dqTV71BHpZiS6ROFeBDkT21RaH9T39UTH4UKd91XyO9W25IeyoXmDUpn2H0Vs9uAzA/5DI2y4+PbPbWzijwGaYczT/DaP4OFiZ8PcvPo7ZiY4yximCnS5p3FEXN5YmKv6VozhO7/XNdCUhE6xxA6SmQlNrciArVrWcT+SzEPSYEfPU7pNI1o1ZfErXVsVpH/8dXwr8yH+vQtIyOWbCKZ5wR++lWaMnIWSqgAQFCfjS6iDvGvDY61LVFtMc/4Mtz/4tXxQWjF7GXRu9nObYzEfAqwcPLVFskeRD82j8xX+QAw2ihciqhtvmB4Ln+6FYTYEF1l++6eSgL+K1flVdimatJq9/g2QlbHKG3tOEbNY5+hRdZZdSbO0lwrOXTuSXF+AaPZipipeRtIPfM9UuwibQUQXSakGQLuO9RHOqlLAhYRfMNZqr0eXIfKqSZVb3NB+qNm+k+57w73UTSnEKhSNnDsTK2CYYgg1XQuTJM3TkbUm8BLQ10QN4lNMTK3zU5zBbgw+TSiKmUIo4yyDlYfHByFPjK/yGui7wBAms2dViF9TEXx1umXb4jJad/gQ7lvCarC9Ipo+abKd+rGO38uvNOMokgYdpeSwtfj6pkFQqpEAivlHWxGIiBjYA1UW5UWy7Kxl2Lswlip+1r83qzhmmD65LYr3WntPsxUmblnwbOMCbc54Rc4KKfIUY3gHIz5iLDUZuZqAODXJVPxDd+fJEjkdBY+DgQQ9KXOVG9/6vmtNDdBD6iaQM3/02JUx6+lxLwq4eFIun2isTLHbcRuP9HHoT/CWRej7IcCDBif9ONSQVBUQVp5Fz+EcsjZ43P7Bau+t5hfbFu+oknBd3ULsZp1Vgt1N9+4oD9+f4lUf67WiY4JOGPUUsinrECAGLUhZhjNYl8MKwANXNpjtKKkf8y9ekPOxUKOMRTNWqpZkO+IzAx1vDnZvOTK/MLmfYsbmyXbIYp+IRK828xDPDzZEC2tvscgTzOLYasxUjUvoCnJ+S94JVsY+i5dIdeidSt/oQuDZW4d4gWrK2qcsdzW+FwGQL0iucibQhk0dXoxvkgoNoIpT29qGbfxFg5clwKvCeTe1ht7016UYdfelKexI0r+Ix4eGoNfSRhaIzxRxo/2cH/3z03aZsa9m7fGDAVqeslLAlpVW7MDp/5/qAA7ISpYQqYTzPfdoSRT6P9mPQzzjg7a+tej+IL++9XuXIeeZGnBkI/oG41wHDRZzPwXyzFBLW5T2bRmN9kPnKIalFUu2qOabuaBfx6PbJBJVA5RL7oQC298gR+wOCPpXg9JTFSkJRN/plo9Tv5zkU33/jnW8I0HiM1+/kXLI85zr3yGkm2Gkbwk7SVi5cq7x6k2ODdD4n0gzM0jaqplfejs11jp6c1hraUdk9Wlui8eV93oyoFIEdE2mX25INeJZpjDOAJKIDJc8HrO4e45F9q44KOkmQKJH55Izvyhh8ASempCXiG/Pt5B2deIIlIzNM+qPtTFtHKc7wNU22reO0hyKDxbYRj/whWuMB8fHPJMYqHVYHiVJYbPpD0K2F14fuuTgxP/ldUFP+3d79AuE36Cro5GkxrCzxqnpd4eZavEiG0m3uExIDGkbmAWiR41gxcNKV4PJspezp2AZZTOzYJ4ciH3BF2lLzC8E+qxB/jqaZojKYPl0s4Tzxfquclb815+wGXwqvsjFyRwIhArPCPQZ8e7IAHONHgQlF3ahQD8KEE4nZywpTbpVQInAO5cAmLnZ0cTf6aPrgTHSk09OS5j87x4oRf5kRuaL9viKwatWCe53l5LmHCyqimbIrLtxWYIr8qinTU0lAzLchizLa8IKxKBP4oOLVJQSAy1mwNSSzRlOG2Mh2EEfD4EaUD4bAKgQHj46TMGNmZgJcpkX5k1R5ZHPWxY/qkbwshPnUvbDirKAVry+lnQonPQHU2h8zSvFafTmGEmIZ/gEp7tmCEIBaJnbrfthNxC3961ydRUsWjyIoOr0b7y9erzFeoc0i6IECXxk4qCUN/H+i6/WtWKh0Mu7h2cZ1OK0FxNyZHh4UgfEFWZqSI5ad+T4EIdPH/C/43hCQ5NHwctRtW4LWgBLSOf8APusLxel6g1lSiTnbMgGe8+9GlMr28Zke1EC51BFKoTPbxskNxUAXps9CMB1uVGqwtvttw2mkwM/nUtpDkg1f3Xgk5gbUXTNngEJDwg122hRf9P5ZBXPae+h3hbkrvHoIX+BFjNoGdKZrKlqHPSOIfMnIWgDs89Oa4WCCNIL9w6Dc+kJneyIKRQON8zwCtJrkRn40g5nObXSav6rwSzThLB7/VeqYsRjB4L+M8ypFwma8xFkAM0J3UE7p5Gr1TlglYcL0M0dG3UyFG+oK33ru27ajndqDNByJ2tMKyDEMggZFcT+oiLCp1pDKQ6bYD5V0OlHIUTvxyw9i4+Xsm7lwfGwG2EJBiOhS1SxvfPpQFrOeZWCNa8bFs95yDPzaAnxDCVNo+cdj040TXpNDsyqCHeXf7+ekAb2HFLEIf4YXjaSpQTO/RELMQ/79SrWwjm1u26bLcTR+8y+XviSWVAWV3XEXRnshxgi1BFPOADRGRZiaT115tOYMuL7UesiY48qxGvTkmzRab1d2L0LrnpOz9Di0+PmtnXjzti6PxmesVBVt4Fu+61rOL4pMt01nlIdkepYfNKYKbVg6nnug/nYAZ8gcADOVcI7q/p+WasGVwNWsogvnAV+74KlAajRArOy7LYC18Qpcfwmk5kuJVHpjTTtjF8db+gdDAOXRxLNa/T1EEh9XDKfdVh0HNkyh+TyqIEInGCrSlUfQLo+pjVbA3BQu1+bWokVo4tUyntMY3Tp52i88/xrKCkHIfVfwLpPj19qY2CGvUFuYRPezd0C4fZfu0aNsx0Av9Spez/auBfql9AhZfiVhH7ND6JcNpKAbXF8PjZKlNyNqph45ASuW8n9aeL4Ad3hma3A3QzLigzajiz+fgjs6+OWGK0O97nppqGAACiPQ7kWY/NvKy5LRXWg63+SLt/H+HQ8WZ4zXwCDqjTMfW1518qj6KLY7QQlxb9CPFxwNhvs1boSaDMi4EM3TSShk4EDXBHgMiTFttcuMUq0oymTwWpRkd35UqHoBNlGfkzOHR98ctjQTseUraXpyOy5ZdpKBWrWZA0kaG7wJzV5m8UzcQOdU3ASShgXcIw9Ve1S2JQIc3Xy0eGPINnumtqZdHcP+cWW96XQILtkPcyM/yjQgbbYFa+KU6g4bIkBDc7MzW4oqEVre17weoh4X6lsOabscS9Wkf7AB76rM+fETROfNnpIv/kojn11Bab3Fyfh2YS3oW+lPxXKpuIjyFqQgP/lbjUOBM8M5yyjEmfl+CiixK78QyAYgOU7JQFGq/+KSp+ZfJ9h3+wCesyaFbzqlVPTXYt0CS6XgPWR4djzIP6uCi1KevU2Og89VsS7IXxAgsj3K0kT/iHl8cZYo0Lv5UQfUYVq0fobvCje3mRpfP0R+PgS67aKykIAcmXURBvD3l02tTC8Bxg56qQvFNstAPLDfOGIw/K0xuvBlaRu5rcd4b75uU5zy6LPootqWfHp3amGn2jRL0LaI54gvlxw0MZ1/n5ovzoei3ctQIqpnCMQbXHynoE6pYFp0A1aV+t3VmX8Te+bT4UPnMhO+fPp5KygLo+JUgB/lkuCq++LoX602bly0xnEsMzlIDJTcKBZZkTRX6wnltPolyN+xSCC6BsmomSWomeG8XoBDGy0+v+/1JgrR/GpcSTD1cQUlhtc5I5nkogkhvT0gyBbjF8bJiZRCDlDoubSm8jnys+Ugr6LGiBJBWjniwITYvxhXoR3qeFzpO8qXT+O7LJXnyzYCDzkczYy6urwOX7vxa9ylFsXfLVNZXU5m2f7i4MMCPytcDXtHX+14tKnX9nPSPZAYd3vUDxdGriBX6WIjiRwMzyr8rNClqYiQLUCZLMRnl+6b0QrjZHBVklQKyyf9aROITrwzzKsqB6I/uD/k5/Gc/wS3j0zwjq6T35mSRtImc5UQMNDmw9Olq2Au7XNCdVTfZ0FmUGXKErC9NjlpQ2Ju9j3VTZV2OTVMGQF9GSjQm38FdTVjM7YQfyI/eSvS9iAt9s1pvJhYO29ljYAzhcSgmzYXlmoBRepaLPd7ii/DHTQYLVwt1xWlyjgWjcHkUM9LZako7mVkUgN1knQS6s9pMNhgb46mszViItQPlnESCdbsLrMgqUQVPMj6OotQ3bWmb9wAB/odaZdDXDT94rTvnbnF4fEM7pBDPCkpyb6Gzm/jyfs0qsm3I5ux6ZesM7PNRN1VxbK4lXQnp0/PwzjVrjBVjfHkNTEPUUx/TVJ0yZ4EUCoOBzK8qT3qCqTiG2O949tXQP+I4f6RzOijgdyVnIaRF5ZrKdEO+BmK+k0x/IBwdO0z8E/MNcrsa3sKQRMDrtHwH0qMZXGjSkqFRLV5WD1GaxzEBYnI4EPrnMNKGfyUSaTc0Dg94/Ezrc6bEjAeSg2YQvHMsOlPN9yWppKJxubsF2fBIeKbADW1/dcrFNRWvlQcLzAyFVYMAYU3iYOHyOC2xP5H6ewnujbDasmV/fZiZlOrLzclfaVU+6s7kxXUY9s6fNYtl4VUMtQPuxD5PnyY/RH0W8SlwkIkxVDDajgSjt81xUrpquk26F9lnagxp1tLuoepRGro7E5XM4MYuUgAujIjaXSruZorlUX1LaS5ta8/mqU3yRcOWsHDk+UWqJmc+eckTdzj1HtRWWjcE7ymcucsmhFL0MB220kx3yP6Po4sdP6zjzOhypKgCw54IxXLmiFmfGL/6cSpnutUeBmra/1nvKz8MwoRJqC2wYW467w9uawP6/5M+WVzQ04DdXAcogexyfTBPMYp8yL+9g/26/V1gab1Q3e6m0t0vew1d6Nlq+c8dV6pXcAD0KEb3jOk+vR70s+OeTD02eHx1xhNTI11v8fVxd68oEoCPfKxFna6hscs72cfZUi57jXHmGpSYIccTcj5OcPGkYqhVyPrAR+bXxxBDsXjPM8OcejGVpNpwDLrQfD7qZOafYgWtAk78YYXSHtg0z34vzDO/ubD9hiMZkKnQui1G7PBUkQE4A01meLJrzkM/yZTnKKMFL7iNqHWDFsUR4qVHf/xgjpjUvdsp58lXNA/yjWHUBWx3w3YFPDdXys4dsIVtyDxMty0bMj3FiHCMijyPAaXJzMxx+/AyfSgi01g8eHGa26qSODfCPZeQ07ZPKartrds76enA63ze3pmosKRnWKchlp4aXxN/r6BuAsV8vo6PiTTOxpgJvciGAzBJxJ9VSKo/AOgcxRJAK3XqkoyPlrIacMuFC3qAksay+/P7pPWjgOUTYBi30plByIIclJCDO3JTI6ZocsFm9PFasv0Zi+2HgRxvbXHe5PL0DO08+5tSqoRH3yhN97F9yz4xXu4cpiOrsgPQC+DW77aZotBSHkSHPFk3EyFZRMwsVlAKpzKufk07ip8LjfNk25yDxpupSWBl/N6oZwlDYqgbKDGbWhkmgb3Qbv4czL+8SQgnaQ8bnou27QNRDx25TdeUaaLWECDqhuWbRraO2NMyXBKYV9QnTWHzWVYveeAPehCLBliKeCSs0nUdvnYfK354qc9vVN902yCMVGALLH2qpQfDXpDl1ZBQMA6mMbV6Std9IStJQZT6Nxi7mpvocVgwq7w7Ec5tjxPRf2RKM5SdvVUp9xW1tn7U/VJ6GzNSZsOKgA21Vg173KMQMdbWSY0U32c5zw0+MpbhcU8Fg7MXgL45oDTniqUhjksu/1S52f2hsbSvmKEHyQ1xA+vDN6AbjSv5tBVPB/cqFJEM6e+xAmTKgn5RcLlPlFyOsS7KeksOfuEl5gIfChaBRfiecdJii0YwR2vZcxlnCP4JEr7CHsEHZp8cnLruiwOk/B0VHuc2he1fo4+j58s9H03Rt+eeoJL+LBEWRfoxmgl/u/ghZPa8qjq3OvXzz+8lndHWlTqlcCg7A/cQQZwm7oAKE/hwsjOACXFnTosayihrE82M/YeiAVNt/FZ5rGN0aF8ZYjBARA8GtBip2kSwdYSKx9oIabYhjvfVJX3Ax7jDRKwEz90e3iQStWHbHIYdcs5dJq5sPumq4C1C3nL7jk2iCtHVNOcu/kJfPgw96dAsd5hSCMgXtUQ2Bjy9shNvllKfNA0ENi2oviGoXLxtr7KRY8p+khJY9iEPXsD0xIlsdekcAYORiTkfxkoyc30r/qo9LvjXnyu4ez52ZlsO7xovEO9hHjbAM94eoHsviYZizsqMXRubVGUh46FiUaKwVrpLyLa+6w7dSFa6eiUHuJqSrW7NcVZvDImJq4uWAM7A1vB28qU6gqIzPpf1e9wJtfjmaLh5l1NHWFADqf1edJ0/04mr0H13ffi+Wnwdjfd6L8tLIlMQ5jKe7tlOrfuO0PAMauLknrZSUFMGFOMKUXK/d3L9tF/B12DII7eXooGDSFXarOsxHe5v/wJz37WI3SvIXlIufDkezesmiGA05E9VTDeXH6bsuC/UFZTmgXl1bnFGAasUAM5kq9Ryi15ip9I1gbuzAQWWVDC0k1W+g2TT9UHT2HotNGwyKpI+x0GYotA32SZKLhItfTkV2RGvcykbJy7INbitatk6cqlXx9aohMv+/OJBntL2IACLkMY+w/pLPe9nIhYKF8vMn9j1doV2lOcVdxpq4Bml4WMK5dwlvrnESeYUla3Vgwam0+TC5bKKfrLpV4J2PQeefewf2OgahBr3ZUPSLh2j6OXGylU5dejjZbCsV/YM+Hqg42rZt0iumEVVbdPHy2cgoIyaeCSQn6POxWu4rPBdB/dtQHdjmbK8tmlvTEbZKi48psYb9+PtDEEjgH4nUhkNebyitFogYIgaNwOXJmdIIg5hKb+/xuXOh768tGgoa2SgfJ5XEzrVot8/GZwNl2FD99D4NXm1bqCserLUtKjVgtZ2/4iZH3lzxEX+X0icmgBfcE0O5e6xugo7E/njhOKwKWAm1gUvabqk5GOY9W2dAAKa7qVW6qwp7HtRexiNJSA/gygHiKfaXoc40O2F+aqDPRsIdQa+DYfWdFvCalNjMUVDQCIt3eNGAkD3wcUDKaT6/gRXbWf3JNGix5l0fQSW8jw0O3gK6BPOJhpmukdR4BDXCK2vjtJW1zf81GFsLuHv9j0/Xp4yhrkvYMufW2PYZuRsm+FjQ+qaszkfZwevDeqtHtdGknLHV2ZbBTYw5ie2jS3+ZvhtgCizmoBNJYSrmLbHS0s0wH1yUSYpvsBS0W7/FavPKJo7tpiJ9gcDV/NC/daK10VAUfML89aJ9dNJlE6IW92tEkw1peRvbzfQihIBO+xShc6YeNShImuiPsQdjskwmJ3wCEO7wFv/xBR559tVwl3NOu9KQUaXWKp9WI2GWpp5tr1pCgbHuAWz/PUBLGEjc72O0MIkaHUyQHbVpu8VuXJOxR+r/p22Cpt+TECF9uFUC1Sqo6ZWBEu0czIDSrlY86pDtpDw4xotsoBONNaP9gWTN33L2UKvDVkdmHyLkvZ94VNZjhkol8MIxNMdlUJPbisqbF/acZM0EJrnnmYknIEZbni71Fhg41p0g7TXVuXvJikf30EMbMmU7z5DR+8wjJ4amjAkGr2LZVg+5wV9VZ7wjBKhQDGdx0uCz263TNBgzKGGqBt2xhZb6euDLf4+E42eKmPMgdwx28FTnoSseyhvcr+eDaQ4DAHLw22Ty8jPDmtCS3em0ve8BG7T87TooUxKNJlV/38jTy3cNwFhMkDqCHVD/d27MNYik6ES6l1VHY9yg0OTgCYtCbCn1vkNseciBb8Hu1gE8lxxz1KI7VdoLQBWwzEj9F/z0ZnKTaAhvNY53Y/L2OPp+EvV5EaT5XKPandmCN8S6nqU5AOtBWIlKhEM8WQmgadlkwUMRQpxLIg/ny3flePumiu5GFsk9PLEb442y88+feEbSfAGkrgU/rWjdrtARNVNZR0fv6Bv6u3ionZVjUuzZShXkP4TyjiIAc2X3s2aTA0pLngDfuPlWALuz0QtwW8WZAwBt77SZEBk3uszaD8qSbwRytm71aJ6eEOReuovXYi7vPh8JLXkut4S4osDnB5SFFYSRcO7fX5Bify3O0kvjRib5ndP8Q4tRUZ1w7/ccfnKULBtBX2IvX8fhUlu0aO5G7SzN3TKR2AOKzbX7C3Q5fCB4+56gXW3Ir7Goflb2eFTE/7ojP/EJYSVvfagAGcvEYs9bpaxVR0WtUuKBaMNndXxLn5QWC3Vxte1wpNLyTT8h2xZt28SjQNPe/6ocU0M3YVglDY+elc8I1D9Fh2mjeRqOAwAJgu0VUjDl8WGRkqU7Kc09HAmYDcpC4/z/7MLFOQ8Sdl9pbdV5GdrN7QIF1/eNLnUEXzmTBd02Lu1X2abcRUHTYolIbWwGpvnnfB9lGLrK7H/8WxNgO5YLUExiAnhWHWUrNtNj9yDzzIGNo/EmKQlZl5bQpK8uQUfP7IR/L0rKJ78sGQpYfgsl5QCJWduhuOzXaj1kHBCmZjQNrKOekR1GUwR+cFu8eVR1EK5H/KKfypE93f+VbcwJfrDpFXTeRSaEPbkl3iGXTy/siGGsXKf0ikZCu50M3+5wfNI3H+W+Ntjrrf/M90MnUSh+MBTfYOavJ1ndSdnHXmE46eiV8+xlC2VJDXzB/d0LrgrlGY8E2R/jdZMebxIEkya+GofxFCxpqTaUimsX/EKKKCqhEH3mYhF6aXbvIdLzF0QJLzNaZW2K9wODPevcQ2V0nEtL6NmwYDZ/AgMeksDX+lwqlN174lCRLCHMQ21EkXDxAJZop1DM70t+HALm/OSGiSgvAYbuMO2oTkMv0ieR4AGFRvOm0PnEllVB6xZZJbpbEZsZNbYXkbyjRwot0pZr+ey2Gt/jGMH5ZExe1XSjSaGG30tz6G2V09l3dd+Ry+qop4UY5ThPyCtrrBgG3D0GCWYuU62MoWdlnjJVUjvyaFUpo/JXoM0yq6TxgdCgA1M4KoB4vkF5BL6AYGsNjMRbGOa43jKIjWRuTiF97RJhgv6G6c8vJcPKgPAo6zJyfKUIvFJJNCqetzzciIVk4kF8t8lFs9XBnJbx3C60a8wB1pKu9J0B2r/tkOb8BMXCvE5kdbFJLv4APVsNf0uS8tVoPrPOVgkfNR5y5MiCcyApXycB3usCEGHtse390GC00dClA/XrDb7ZtszdBW5YRHdiCF73DAyU4jYoPp6LSx00foaAWHmstUCewDgbSafyjzI/7DR9sBhhmPLUd19xC3aFQEYh0xFapZlR6PLkkM5gD8kBtlU5iqfeE8vRJi4XXn1/0QxeadpgP8OUxGzMbCRS+BXET/LESOfHssZ6PM+HNw85AYUZPf4ceibkKHSkHSlmn4HI8qRxD3o50kFrfRFGLroTgAQRcWj2tkUN5+t5Q8uEugfLojCI9pRJq+ZlGQSZNH2EInV48l9QR1eFxXIH5cKJ5WB4cC4e7Te0cFxcKD9+PQ0XQLKVfoSVEMUTBclaQ0UtP46NScFLr9QC6WkVx6LKpjeouTY84zEBn3sLoLylj2/2T5BKvFlQOUJMW7BH6nm1t1p1r/sdFKDkmLCeWRO/Zs1cqhSaZLhrch58asD6LtrmVusIMzweF/wBrN6zILHLv4lWl20O7STumBesRoMoH+aYGizUjWPss1kg+5euZlOHABwjve0/RqRfTx0bgNmhXx+QvRHYFv33/VrkgoaHcasLtCR/Z4g5F8BoIWW2aI+YrKJYkbSCysprGgzlEMuZuAnO51wNdGvKiHnqDnBdoN6JM8+4IZtffGA3uyKxETgMgOegnLnX1L9ve7Ue89QE97lmqV7GdMG5uI8hxY88yESm6lXxT7VE42G3BoVuWv4nAUj40zT93yQkTpHkfJJY++tal4PPc6ah9DObWYSFEMfP+qttHs3ZU4s/fU+y+8xKHmq2+z0SbkfJakG1Qoeq/qlVfGlU2ZMSho6ThUKV6Vha6J4+5WYd8vTP8tr/PClkgzCEUBnSpcYWANR0HGSyunHsd1wCMSQIWM1/KXUYG9sBmjZcxRSiq50xsN7XIuXr9BfXliaVKX5jsWYhu1uGyDWdfWWc8Uq1NOtBb2BG/HVFwIWUyTHo9L1rcO5KvfKzLNWKvOmLgWNNBVI+QjcRyJ3CCb2eTS1HfzgirZro9L0Yo+3vQhANYWr4uRYJgqTHPsc/yiLk3hNDu3UWnz/PA3Y2s+BGExZ5ZUbVPkzs6Yno3Kv5PJo/g9W488SgiXOz9yjmij46IS6GUl2SxDqn/DdsvW6GRtA0bV+gAMREMIX4ym+K1MqkrwzWToaGpwpvMQAwkhNvPz3uLpP8FgOM4WiOYCHr2G6Kn7YmIrDSL7X+9HyWz2cH8ID98YNm6Nf6x/eTfIJtpCBqa1x94rE1/8Y3wDDfTixNctT2UT8OQivYs/gYD/VrhFDnXPoI9a3HppSJG/DAjdFePbaro0WfSdL921ZQjOOI/pmVOu6R2XzjQ/0zgyYgQwed7HyUk/ERfexHUd5QRy9XIl5JXkdEPhKG7vs+/z0JUGCSTqafabI8lRkv89cMaetrssfkWX3FyYH4AbvICPnn8Vtx7kz1rfFN5XACZoGmRe28Ew0XgPYOwOwrS4CXMzr3VAB1e++D/671MUsmgUtVUfmp/Q+uX4u/nhnRuZ5iGt07HufcPvwWYesqYqRSdvUFh0LZIqGENoB9Z8tPDT3W2/I5RZ52UWCqNTE3/T07YOsGMcl139WulX3RCINbuCA+Yd/mPhz0g0spvg8OvjNLrcbNm4JFnjLeNfQ90o+YigCum3NwBXy0PNWdC7Dryv89pkHGu1CjROAxB3XTz2r5GhGnUatEpu1w01XtS5s18O33JcvyRZy7pLYPaMIpoGic6CK2NMR8rqK686BB9UbUjaETLZctbOc4yGBM8bZHdjZIX6/UTbGh4paXsHCWhDAg5GTyFXbN4z1/9q0uMCyU7FhvdwCJ8NcabdQaSMQa0qymA+3dnwg6GZxdv879m/h8zzQEWws6jZQbssFDOC1lLFOsujK3UCwxtIORlNe3MU1gxuVTTa3za6ZtRK/gAweIHIrM1lfw0mMnJeYdtpe/QpyddaaJS6gUfAUDKReqz7XUsza3I6N6lbP7UYRYwdQYYt+Rt3zVWbmXIbX//9S6ThPB20sO1Qx3w0ge8ikJO6L9Rk3KZyP5s9+souxvKuUpEJdOKZ2lgdGIvSUJ5LE6IeJr4f8RUoGcYktkSgQHhJHb5Gsef6fEH+2ylIsajqIreijlX+ngCSPusjILDv8ou3Fcr6zE5yHyLB9fQKuBgYA2PitDO1sOI2yWbFWLtZtxNtre9eZrkkKjqlwRywbJojQYD+hhWzDYzN5JAanOF5NsMSGF9lNbpDKmKP0OF3G59KPOfHfz0vFkXJch3/4MHxUa7Vid1M34URFTnT2vfqJUc6ypUydhPwU9BqUzEfehjs7cXr5gzuEzH1yxnmKLw4KtLDt9UEDLRsUnLn3/4UcPUaGzw+tmKwsPNmd0Hzjf0I2DEphdtMxV2CxVm1m/TZXvMfaLfD+uPdTSuM6V0F/Jo/Iaoyz3VKhb0GQBKNNyrhvw9MAhPSInRVBbV+OCXnV5WSuOzuD9yK/X7nHpq36ZyW3eLGhabRYn0E/bxy7MSFZPLiKhJNJisYlSC9MfOX5663SHMVkp5hBQWwdRvAaxIIUoyYX49eMA277ug9Ks1yB26I3bv5DlEoshcvdxzZKNcJZVhG5njD9HeCfPseMw8To4ZLm37Pds88a+4RPTZ48jbis5ekqentVQFj+cC3ZmdWCqV93i8DRbuRTbGvTUl4YeYVJQY49LE56sXSxZwEi5Rg73vBM344MKIC6KeG2IVuTTCsgHrRgtMAqUSTTUYUtvu8xKfPp39Z2youjzfleLKyPwwpoyPldFen/pLZnbvtRlfUbtOsPm1O4XSDN0AlaNQtXwemw2+WecQwmU5/KvhlJL6WsV4XpkdC5IomOwmfr2Lm66f+Z3QGuENefD7neFisnpuIp+SILCwF/YPJiSrEMi/rlOHhhz5kFJLRrWn4KHLdxd1ssjSenp5uVDqdAuu244w6qwm8cxyy361cRlhPH1WY44kHDTifMiCjOutPyaJmto0Tt5aokDerB3RoiwLv87qxltcEl/eq/sSWfBVVlx/jL1LV3eion3bSEiCxnNRvCfPyirpxFMtlIgY1tNb5HYaPsDYWb6s2VOWc+JomoTVeTNgHa/COrH9MC1IGw033qEUNj3v8uYietjOHs0Cynf+Y+KUVuEUpZ4DDGob5A+AM/cb0tuntt0LhoVhBKA9hsdJwR+gDXE9PaU4XuXHaHKRqjdyjx4JW5RuAFouUEhOFCTOJkoNPwGhtfAqRhbSIc2I5TMDafcDr3VsecTwt+AqdB5/TvTdTE2dXTfwK383sV1vyI1ZPBkX4iv3XdgBmJoqdyX1EZ2kp0UcvvgYp/SJtZGTJasvedRtCE0dGwx860o6M5Rq6ZbOBCKgG6mqNnX7/Y9zjCi6D+pn+PLWtfI/W74r5XqINcqnVbpzKtJhAo+UnD5545Oeq5jKy8VbgvUi7v5oy69Ycx6wHLRHd4EkbDtkofLW4YLiUbl4/12fQZPK8xbQk6wRlkplfA3H3f2N++xtIrXbvcBsBYzBGhhoHtVVpB80MFdr2jh/PyRNzAa8oEHYYo4HvzqtGw6mCm5xs2rCmn3u59TZfrJd5Bje7L5J1dG3/Dzww8gQMw6op1dtnqHL3npvx9mlwANzTMI9uRG37uh6mspNLSq5Th/b5dQqiTeStHzsA5eChYQlh6q0YvoYRV1+KIucQnqc19zXPAg5/42+bq58jUXDEIVHjhYbdbUf3nwCgpc5HpqSGsPK0LciPqG3oTWV76Huz90dyJdO4KCc5t+CAzcAYR8u5+5cCuRHJEINH68CuIlv8bpGqoDRThqnKHqCG8vbKYbyJLstr9UdQznd5aOkB3yMrvBlEEfSTyYVh1/zfCF3rhSc1f6HT8tjnPdoaunA7upDiLbNiOec8anVP199zQMYg4VENgQW/Cm0dv3eq6xdfEeHwdS6UNBZ7o7momLEQ6ezll/Wj8dKtxi7vdxtICBw2UGd+ptdvu9ns7dPFXqaagScfSobCzRiL+V8KpFdKBjcohdikI8ptR64U4KAQCpW68PEoNmhU1GzKXwXn0LUAFgAOqKt/ORU/On/2qM73Ax/SN23BXQa1lXs0gijUTfJZT9iY2RM2Q2z0qkjw8isAmLzljlYkx1saTcVzHPUT4dkQXYXNcsLa6LkjHdADkpxTa5pVbPu0pI1k1QuJT2SIEkPC0olxOobhKhV+Bc7x2EHHX3lNKO62FOyL4JWdZAZabT7QFXlnJLzsshpBkl0BN/rWRXZYBHIE60SmtfYohDKJzO2eVK68uwn6BBjD+TfC9w7p8HqbwE+plHES6M3OUSnbKh9hKJTR6Bo2yqaRMb1HUFYY/Hl2D+2sOejcI3QFJLcGIBC2SPXH8NaMIK91AnNjO8xgYClSE52KJ1MvE+WnwktY83mKgDKL6zTvazAYv3pO3dx3M2G1ZoSAtTweukTQNfzSkaieIBN74Tpge6qV46MjmCm9OhYorSyAa4H7YTJyASgk8CSFKZYPk/Utmoecvh6Nlz7qTlcSW+btdlWUgdPRcbKk3HAhrQP1LdY3EEQpv1IzyBNuHJTWbQtjacJJRBFhQoXWpKRTi9PlznhgO4a/fENgpoj2/BAjXBUKhH/ec4AJsQkyDwOP/66OmTKvHzgt56k5BcouKuSKVkKmAw3AZ8VHNZYUM4yIiGJ1sOE07oBncIJtI5xfyZ8WAPM9TH0k0Zff5eSNRP6VddScr+jwlxe2EpUrHOlHCaGRr4yzBcFw4d/e1GB+A0VWbk69zEagNpeHgu8U+Z0CQiXaGNhf2H6hlESymR8qHD7riLA0t0HB6FYKxEulgZXpY24V7orOBnZgq76jQOTpzWw/lln4OqWUJ2kEyiCeHatMeo+F2+q9KD+DuunxXWBp1yq8kk6dTNYRDICVGzowIkQrkrCIVZHBb12glyYWS6/I+LoaJRKss+SXoHPISIths/aApHXrqV3jGohNEun8N/SvJkOTWj+cpJu+FsIx/EUd6sF+LjCTzUtt4PIVB6zXI07twjLB7qc4sPmF7AEMFK742JczB0k6La0gFOY4KLEObUdRydI8+X08h2tdXbIKcv2gya4RwdPoNRhJBQAwRD2sf60FEiN+1HUpiNE6fXVnUaNVA5xMo65/u6FI7tiXxwTlnPL95d1lbme5PxOC4OQWMBEYd1XENiXoOYQdEeWWWIW7kwW/ntytHClnxTYabLdcozbrkVKgY69l/zBpeIS6vs3HuKkSYI1ah6UFGE+Z/gcWtWTfjskur1X05cDqGdYgoaoonGGSYPHyvTUe514GOhbEgAIaID6yX4/prXLbDPbVWRfWUMdptRrOl9kHUG0zuzezOZJM/l/VXFqHr34XZ8e577zldyz7ZSYS5fG20qvE6sMlq4JXHO+gWfi8y7D+fW/bToFOAIvQEtXEP5bbduHaBbVaHUbU9XzY6OFkQh1j/ikkvdWiQgsLzpVkJuwN8765uBeBb1djHGieEas74svYLEAywTZ18GT6RCd0Qrr3lUqBV/fUFO4MZG5x67DmKjXu1nv2c7STnhzhox2fKAUixR4Z4wbntF7kKvGQgS3bcgpK2YQoBbb7mqYvWQnWZioY0xi5LsoOFdvfYQnbbH6kRXYrHTEOuduFcyum39zb1N1WdKBL70rO3KO9CoLN0OEjPcbP0gLVoQshmETA3xaLEEpvGO4PK0VST30ab3vPUnbmhU5eSdXKjbbC/WCsMf5KwzBak7FSFbntbH7fl3/e9PyXRnDWs/8fJdylAJZkXmeJ0yr5xf21PAZtFERVnpfQHyjY6UKykTg7Y7N1S3FeCT+pdu/EV4/mOm0iQLWjJUHUnZBGjTpL3w0Zz3AKkDQ4lEeowb1icJXqn4M1VhLHMO8CcbfNwHHFb0rRF/Lw2hbgqF0BQhLUQPDS4s7YVUZfXb0dd7TnGyxv/pDA2F4dVZv3DEFikw1YiNCfIYGgjCdOz7YCRXJl7GLERSaOo4GGTBdlKV2TQH945K2lQYpUz4mSnC83Xtz9AQu9PebTi8W3QTwWPCgdKvTFv6/M5yOR3gujoITyZe3zlPrM4osBV2NLLR/ucXO6I27Il+vK+jJSThRF3ntvN/leEYAvtrtzrBrVMPWx444t8UlVAThe1+g0UhdxydF+PKEkSqOWW4h/c9Vd30+9l5bTEpU92Phg3bFaJ76D+gM7uj4aC9ETA+AEwVdGQaOk64xF8AHUYu7lxHkcAk5Okw/9p/2j/FqxVmTrcHugvgKULO9eqFcRd0hlZsa66BhSK7o7ZLxh/2GIyX9AnIYDej7Ydn8CTdZlFDOihlvOnip3wGvfbZX80qJnQ9WeZ1mcUnfzbTyKao3xtafALFBWHLdl+JtSgCbQMKEnjPwYzIr65W+tt2D+2irq8bg2Yta/PuyxTK5/IYMH8qhKhletBPuzpcwl88aY8lqkygBz7qGUhQiI2eKydOwKKA52UM5M6mslzyUGNETNTG17B9rzx/BvW+0B9eiwZg7etObHfRMKRtT3bXBPIuDkEhD+nrp9neDnnr9N6SMODhXXuDzTyYxYKnmqqUcmuBKIi8n3SDX1NCVEbnywzEPPL62OTH0dNwxbC40i14zTWEMRgeHnYc04qsVWNE3Dj/bevM5cX/e6lsXzds5kpS3UTVosx6llCyu6c6GyAuF+se55ATJ/35s9kfxH6BYInavAZjuAU/wHScqTGDcPwDWAEb4qEoyDG+rShuaMgHru+sUCWVEUk6N+Z86k9oWbTTrINBi3a6yWpu3BqL3EqXppBx3gya3JyAceHeRwIO8jxhwF+A/vqx96z8H7IqtEystFZHBKLHoyoQPTmIsbjy3/At0ne75r0m9Wq1m97QM71fYqjKaowcDxIrN5LQIBsWAMvxNQE8ZvnSY2+ooX7wTBsf+7YmPnMsvkIi91Kh95aqIecnD26bZl0bQAUjiY1Tx5vYrX30/au5M4H9DfoAr1zdCjSAZnOWfweI2b1Wp4Et57Cim/LIlma5HhfFHKvISBMpkicwq0lQZ3s/n7HXPQznZw9KDqZt/3MFOXG5mZ2qFOCUgYcJBbVMzc8HBDc+49raSvxaqFS8ksvf78uTxtMEayOdnuPK37hoiNYmudkZoD2gvheX7XNYCgadvAcP88rvKNNw1cCTpc+HcY4j5WhQdH9H25WTYHODaaElJjnNxygvTuOtKWHAoDrIyQoHp2v+Unk8PZ0GNPpmIvGpOKE0EQn+yhjEFAvOn3o6RM4oLTHEeEXBsdEWVVEENWCfhssYtcNAe5tg2CHbA8zY9OpLJ531YZv07YnrJmoSlJ6jFnxNs8QISu1+vs783nYHu6t4V7Gaa4zMsoRlUeRv3JOozYYm34cKqbRB+kvLChUHgYLVGix8QkUocl5k1Ml6hqOI+5/NNPynPjhzRIuWsHlXRJVKuxHlRsjB7jJtZuDR0i8LcEH5Lyel46LytDjdOmJZH9rzUpzI/4OKGKexgXzKh1Dlv5Ardbz7WamzuKy4UVF6avnfsdeqvcwUttOwdKTIIncsIcRF6IXN+mxScrfQCt5gZg65KFCk/AuVeDvHZFMprD56BP5x+55hY28/Pu6irqgh2qvTRlBe+VXoG3oe+gXxZpKbJAdz8zST2sL/ldwUBLcbPxbpm8jI8Ej6VzHds+6SSrEByeuVp0yzppFJCVJvP0ofE8NTwaHlFCMMR0hS8NGf9GLzUtNUzDiVn0BGmaV4lWVZR2IlX4KF2hYz3ou/U6bCL89gyk0TlzDVzERHihFuDz2A9OTOHwAqgNjQ3dokrNYbhQtZPz9lFnabkZKhknelBUzFtxKeLM98OFYSqPvy3Mo9J2P5wngB26EFT5JUmp9xHnK99rhL6DxWUNti6j0TBlEAN1mJ6Q8n/ZGOGOwzeLow2ofAU/q2r3pR9dTgfm7otzRFauOTTlvzcoOAEX0Gq/RUflrqxg2yMnMwCZ1hzQf1r8ZPWTCK5TIin3O6Mi1jVhcYsSZvaIP1orReN2P8GT/kmlTXan1BsKHaFuLrHT+i0LBnNWP87niFv5M/BCM/S8X1k+b6BLek1xopkzbw16MFpD/eJNoWI7dyRToV8oiXP896tKYXnHy0ma55vE7TIMMG6bHeAjrs9fhXP0wZEiRQmBCNH1PPbT0rg6aUFV4YMBhHhWcSTpDf/3FqX8+f1tG8wld+H4coXmG9U/6Dz9qY1ckQ220T9u8Z6xyvrOHZgVrZpX28unhDpCpY7QTH1JXN3r20nNE8ZbLS1K8eOXNSy+6HmFtewflhN6W8ImR6BC7375dQixv+sLcYElFta08ZL6QWE6lB5UQCCfgoELrjjVQqe5CSoqRWgdBEMlnW3V1EcdxWDzf2y50XXZdR1YTZ+312tcazi1pXU9//bNLMqCr2mmG7Buldvzaq2oQA8SPrXfQWHFTNo4dUjhb82cDj2Xu6FlUH7EhbbEOBYRAO8YrKskoj26zZ1b5w1PiEdjIkvKKxLQ2B3IYVW7m26Cfzi84sKdW5bP304cLZ01Mtq8ucFauxZZd9Xiq8lTQ6QMe7pA5pm3u4Zi8D0crnlp6FSIabgZc7juGUU2yXwpNGQfEpvFwZ82Z/7J2GDqs0Tod+mrZUiY76XTOrM1tTT7NlsO6VTrS6+exayr4xcAL879oAj44IvGrX1WLC1uGk4LA8D2w8M3QqLPHVBnxIB/uIA/3OR2V6AgvF4ivckd1BgEFiQc+gz7cIKuvu7Lk2b744kSbi9YOuW3F72yVetTj+YgQDgwxkJxtU7nio7+8/pYjYTNt1NY6FQGr9sdeKVyPmHKRTgE1Aulmcl0eG++UPJZG4PcuyAW5NyYQaEaejymf86yKprJyHec+AMMnNtZfvngSML6EHSXyYe8aiuGs8F00QGuoBB7W4aBYiaqTqr8R4fkRfxix24zLUSQGkXZyqhj/x4hU4K3ZR8qJfzwM/q2Fi0tkdFbM01amHztxZ3LKwH7H73O4KA+D02JvC08mPqrspl3YqtjZ0nlhSHgLq8Nw7yiym4YFX1KJURDkFKgabFtnvEHc3z3F70j/YpJUamlgpjF3d6S4jCKnNn8a4BuvfB0PqEM4PQptJmFwEUozomFE08V3Dks1FCl7/v8aovizrs4tCJ1CSRfS3Xd0fPqfuEn5y5BQl2RTLgG0jX/WwcdMxjgno/VpDHGzkLgjLFZGltCUNEleDvDpnNhxhqTyp9FXBMhcVQXXezx4rgJQS4b+I/riW5YCfhZn1WF3G1kw4zFtvMOxyDXslRToTB5f4QkPAP5Bf7lagiSbkpgXj6Wr4CQMPlyWu8ycQnMtemC9cyF+P6lQBl5f5PldFUHErYMMMCaS8dyH+gLvZDTrzl7padwANwZPzvn07+6TEWOBJRCgiv01d2SaMbwERJ4SWS1JkaAImdWP8GhOXjt9Gc/y9wd/gzaYGJP6Um/NPlHES4IWyPaj4A3M3ZWUNROVhT0zIZxbYr9kNTVYNBq9j/S3rgKGG4EE5n8D5ZmiFVkKR2DzIBRXRCcC9gWo5u5XzyFT9POYifUuRB98kcwetj0TKnAtw1rZ1JhEJnK+FQ46zlCVGE6JqqNVghkqMCEb3sGjubMV0+abVB/r0XvJcsNwurk19v0JFmqyyyXmf5Bk1Nu6wu/RHz5+lV9lY0l1FMm3RwdNyjv7vn1zYYaVJOMpraRWQZ3xI2OS0l1NTCOGrkN7qdlS7CGcsmioDyjP+cGupliDdBv/ppRxoug3/NdeEgmS+HfAy752pP4/LFaiCBTGb4tJnLweEwtBOO+ibAYeupDVf1guaOD4Ufb/1TC9I/xpotNZxPGRn/a3MVucrJb4fwdtGm0bl5MBTLwpqqeOkR9xCwAb26uMhJFCq8jh+4c8rPXe+LwvAeSEJ8msTTaornNsv1CgSY1FCRTsAWd1w2LcsqYNXIjawgF2LpWMjpr2tewqkxWqNZidVtdeccN5Y8NKj9jp1vVk3YFX7+0sKi7S8iswdB6siac80Qqvjx5KUmaKukdR8fmCcTibiZzTJWIMILiGVZtLJd/S2OUMV81VXS13NLIA7dzA21NZDg5ZUbT5eXLWdwW/7YzKKlPZiTYPgqr6eYlG/V0pijVorTkGxT/jquN9ljhvkr8vyX0dF9tAlFFVStu/L565nbhAd08xH3AXGhBDQ35H5o8NhTcrsiZ5WtZNC6qPLYcv0FhWktH2TYR1n2KBoiSvKkDo00y0ZknWBWhKqadNL8NP6TK6/KJ93vKtydaRa6aViDKuNF6p2bwRwM74o9p3RpM6M/7h+bpm5DwlDt0VLD98z7gaHXTS82TEy/WSYHBdYhwEJLP6MpsYqfQEf40D7QGo8pwZsehuYC1FeWaE49gU1W7dvMMqPKbssnRJGFmvh52iwsaRoOpe9n0DymiFL7OASWs+Rse/P2IyKcNQhpHIN5c9p2KoXfV5O8FUZW5DOPTAwNlVFq2iVa7gIRmrKSGLqY6EARvnl0cI642UtG2wIe4dWwcsWqyOzu6EJ+eWF1ISOtPpnVpBM9Imb9nS1h3XStP5tOXKnrFkTqQtP/mHSGtpwmvHAkZRBnb5DjOHXFs692mHQ2XN7Jq1D+kqc7PAC5jgEV33Rcm+UccbejQ0O5yngZlt4EcBxX6bDd6eHKtBiBMnwy2RDKiItOYKaX2cfq61Efh2lXQTR9O51Xhq0gZUzfRAB6lweQ5LXg2Tj/cMYxWerZz6rxdngW+zRr2VP7kcmJYqNsvVyCP/6qrZLVnTBxpA6VCO0o8XduTgJKtrqL30UP6NPNaZo3Wqsg1gL4/kxccldybdi/ODOVXaRGyo+qN4TsHY/0NXuyh+PZyxtpjFuGPWgHrwpW6Oqtk1GTDJLIuqDFZcsmcOT7zh2OEYxgp0nvdnjk+KTsOjd+WV0CWbPdcilbn9k/qeDOq2KpLm9f0EviWp0MwWg0cyDgV9fiVn0kFEoGPiR8jW5R3avIeKUSPMOA8luYj10xMRc5+eUZb/qC4JoQQNUq3zIDpjZdlPO6FUb+pxWd//rSFoo/ohr609ZLlC/kz23Mrxsd/SOS0sGIfX2fYk0LIMsHS49eruYQsNbL/lBnm8ULTSl7Gn8Af+Bs/srLnTA6SZOUAZ9Bl7PB5BcYSfqexGYFIUYq+0VN3GRkXPQ0SRNgVcLuiHwgo8jCOvtm2hVZ44R7bXX4yP5P1bgZeWElD4fDEyeMLdGukN7mQShB/7VkbYY8h97+JoVl91oEyE7eKnQwzTGEDeTtd0sJmEVMuRBudc7xuHtL2ELYXU/xmfy6iB7LsHrSlLXsis5VHcVFXbDmD17BOKP83sDgPBuCMvF2xZqVGk9loTYLK23Clp9rCUHJ3sx49T3C0rC5JN56hIjo+MmzwSqYgvynvfl10lHoD0jJmKxYzitTLgiABgwYdGCtgaR5lSlYK1cCm3JRFsCxyVxcY0X/XUuXObaXSaCRJVjwe6Ij0gGEGwtD0injAS+BxnEz7UrWbSYVi08JkFEiyqzeP6edXgMtU+JFlymfpLZ4k/WNfq9duxAhhIIU8WaHBrhbflduZr3BDhUIav96saKTwIvnZO7bxZBmXOomhNL9I/2cYZU5qX0leStsylTf2o6MIF1TF/yg2M+WIzRrN9CgrMRdbRosXNmgJyGLjmVyS9uLZtI+Wm8WbhL/hp8/UZKTJR9cFqWti/ipl5VSnf4hRuhyvtxBuiXeiceOiKwzEZLDE8c6Zd5OhryjeIGZRAhp783gv3sQ85dCd6Z1yI8dyaAvu0YkkpLTTYWNpgiGDjnYn9pIkkjH1bLmVLHqTMu64Vkx8nXUy/+ov5lMHLzdOWXKMLcYWbjK2EHO3C4ok8R+m2g2Jsz4dG4AfJieyJCYkr5nRQ3+IK+4wxiyUbVC20c+3QY85vVD4SIsrDtlaeT05636Lm5WIL2j9uqS9LX8jhM5qFc/brwW2k8Ct9+yTuGiJvufuYtLUPgpKJ+YpVo8eRCB/UmgUAuMm1mtVGzAIsDY+QJiuYjNnUkandjkEtt+HpfTPLAQ+6XvMbkdvi8rLUG7Dq9PWOvILCV9N9Zn/3cseQZItuICrtQ0Y2JLEifqV1szTLNHwi/psuwvFuWkUuTmKrzv8dbmwWl/w4u4GNgJtkZtk96JQF68v8lViCHG7UddsuBTSlfiNXz0Qxa2J+a3oSRxhPeD3j8hhgMQU0ECuXyuTVN9F2qKLkxelpw8H1TL9WhQjXVtqm8yxRKuCVEeUt43PQva6WfCh9QwX7rR6CjH6N4cPCwaCw1QUw36nyuHpPFUDL8Xu5jLQhGWM/7G3KbOWnADIR+CGmp1N0HWDFFXRliKhX/1zpdGrE9GpZEt81TLoIGF/1srfV8BPZNG5gDJtOhWbqqkiAAlVX8dFZZvm9UA/+nDGPsyPdabP2e1xyfjubNojON2+zDMRqTPE6ziI1x+5gcgd+YqyNziUfmvbaJbq/YxhjACXOYvwLunb7jcxR/At6uNA3+KX6VsNogdRuoqX8X8xYoUg9pNPINzPa6tZqLJ+Gzgmj5+CkDQtJhlpumajvxWhSoE4uZqAgQjFCrYqxMbagyF29BcGddvMGdRfZ74nepfHZgYdDhkkx5e/tquWbAD+UAh/ywPa2ipTa56ih2q7ahaaSbz+zEuFRIwbhoSRSqTNgLaMKEV0jEHOJatpZsqyPe4DuqlqV3TN8MA2uaPIehN7JSoaPGtYhhb01hsDwaeX+APCtiexsr1jfPBVpD/qQN/uPltiX+F3bh869OgENw+mqN2ryG8DdW2K1Wrc5qlnyW118TkPQOAMMP4+ldU3hrP9rb8U9k/IXTfTB/UzdhbdLQ6Qw2pDnJwvqNhg3Y0dbZ00BLmYqzmzszmT+P3AVBxCjY84+BSV4h8mc42W3fO9+izHHqdC/QV62bm3OIlncXouHbUriEZu6gapCx930DQ4TrhMw6yniQPzxCh79BAsllQKpcczI7hP13pUOL7AKOZUP0/0R9PQH6PlYlHr5pT1vfBbJtPSso94BWqeL9g9niAwM6iZWElHQHq+oRmKhm1fdBs8R0ZN+ylh8STZr5UVVz3+27uG0jEfXd4rJP7ODCNX+BebAZoZkIC9o61HjmT8xxEpeimWeczGhfK4GECdkiP0PFi/6WjrMxgTA79pDLROEM0VX17AG3+5DlH3Q+R9v0odVsJqQbELljf06Lq+77LEvIOvjfjy5pUJHFobpnIB9bIubdl5RQr6XSMutAD1Quy4de1NfxBuVkb6TEZ6UlPYY+Oe/g/o7dF/63YcS9rDmXIqkM3MotFCfs8XEychGF6f4BmvrsdLDDlcxk2sYiDz2KuPBhmIwropbNr/AOuZ0Rg3MBKz884tyCjdLvuebQfDQiaSDlzkCBpKvO/Z+sTKwMjSuWzompuJR860t59xjJxpD9q5Cti6l+LGZ9odezgH6r2VIAuMkcpZr24lovhHiT1I0FYSN9DlOlE2+MWGHAgoTjJyy2dzdH49bZ7CsxUGsshBszGe5dUVU35RcQ+Rp2XnRF7y4yWHPPrC5hyZfexGV6ppCMXHXj9nmIoHaK+v7hFu79KJjPIB3tgDLt4Y7f1Pq8qNeBIqm9qEfi9KgX46bQgxVNjKlpfnrvpZImdr8htI+VKksdkeZaJDkGfe5qPOH7VqosjUZXem+ftqu01bGpGlJYcTUBuRiZZutjlgptdusDm88Xtd31RVvJ4NAMRGZkzsCbWbO1b6pSlOTO78v8PHZmCoM/f9IY7jAXWIoHJd/AERIx8/Rt+35++9826LbVlfGUGeC0xE9QbV8Pv2/A2lcAyon3Qfa/Em3U+CjNnqRct6d0/P924aWKwdscur9QXCyw4LTYYteVJZkhFT4aYwQdn35QHodtLW4z5F49IYsKYMkCXc17JLjAln2yuWIq8q7+iXNveoAd/jGyEvve8yXX8QMqWATRwfGglp0JxQwUVB5/LeJkl0pTohhB+FFluPt8CedLInEr90ikGpuOkSxfd2WJ2/XYZL14BuOvLnRhx0CYx1mcd0D8h01BXRXOp+oEhAUnsSvBZ2xEoG5Z90nVJX+Lyg+4627rDI7Dip5d3E+0aZnlPORfhkLnCRvApzEGWaw59ZoKzAFqVvPj2Z0lkwQwR/u9rf9HnJuTJ3N7ObMkwpj3l2ttRuzQttiKtyOwtZV16p89T5+X8xAAMrkVTOydm7INzZJqLMtEQAxdJDoqzMGjl1QgIGOMuGKcYdPLHG59gMfSKVzxlKwDUw91mwAANiDBmTroNsI1/t5GbF7aEyn8a4WdFAu+GT0vaM3pxiR6fUP8Cltc2ulRINmSQkQRconzIAvAoHHHRltOSQyyeqwCtF4hKXTMPj3q41mZ0xS1+arFL1HM1OevwlvY8DB1ENBLpTHvTv3ebTw+QlHUpuluRcJSXf//RW+ALxYYEB+pZzqwoHJQbafKiso1oOELkWFlYvoxKHqeLkwL/yCt3SxmEZQRYvDATHviarGu9rh5+zdGey6L5FICdwM/qWV7L2eEN3FH4GVXCV5ge1QlWFaDpmXQxGWTgXWZyzMmn5OguzhNcjQsnfsnUrx0zxV3DXxDYJiftxI+NQOvQFG21dwEFickRcUI53skDmKC6PC3aEzB4vwnR+q1HFHmzRT0zkGS1gN6Ed6ZVxmnJPbD+ONrl2NU73g0BaGJzrkgkkTM5D0wE5C6ys2f52lcV4BMCHBuEA1YySoD1IbANwvQnTLg31fpz16vamQDyTbiUfPOT7I9NUd2vXWRCs3gdbB/g6P3bOJ2rP7yl1i9ElPRRpO8GXSf1NvMXq8wX6PhM/3u4iXBeurtwBCJEK7cahiApMWmn+5ofyS6bsqYmG0+2fGP4x/FspldkLL5Dbnq8BwNHpn9bAZasAAA+acntMZ2f2OK3UbCN5HA1wLCL/Maakw0xQvcgZOtUSWvec9zi++SDYC9vOSsnIa9iTI66ZeGuo+qmUlq7eV/4dPcx+kgMZWBKoQfmspRGpGMNIOzkrAB893LWB3lYZHzttbiE8b3l0PmcALmEDXSwWoADKdiJlu+MjcguJbovn81UMGgk0u4phtxFpQ1GhCPtFmK0nhpfkBQ0/XCOaVGJum10QaINfzLDkRV33T5QM29uBPDbhLMKRlqlpyo44nSkXfQBH+fsw1guVrsrjRiL9pNZxVsWq54gpE6Y3Ay8b4EZDNCsNmu9B0uZaJZjoNMWFqMwLysxpk+aGyxRny6y5fhT91rO+KIzhseExI5Kk+qCwm69v5Eb+mp4JWbw7RFN+LmU+YIYcAMWn43bUaXMdYX8YLEreWMq//zo9MnNP09XROlMe8HgXEjePDhcFgMqQvr0JDPgp4wOxe2blIPWK19OLlBHM2K1ePODmhJurN8a8XWtGgboAjRiT2HFEpJ9HkdPpGvCypTnch28mFAK1ylUTGS2WupcYtZ6KP9SREdoyCTdlS0Q0nAK5BJrSLCWGf8SiKGxQurV8YSRrmeJzCLPlsrdiHDcnPdqtOTwqfP6tX74l6UP5ZQuzkz94GUJncjSbaIHDnqtglx8B47zOSZofOvJIq2Khd7tTlGW57j5w2lDOjgPdx2YH6na+AxzIi9yj8u2ZFhzLsD5+h840Q09LSgkjsHHs4VJAdcXrYaQlv+XzFR/Sp5VH+FNpODS0jww9q5+pHDp3AnuubkrrbECj4iIlnSuK8RVMs7oRM2RsitC/H3bOsx4sUiDLno8hODksTIZMikGTHJ5DvrhuBkLbK0NfGGSbdL8k4eLTeUuPeD9yLcxdkh6PcjiL4+6O+tCYxO8axcOrfshrFwWTgNxg8KbN74TMQSs3tb14DyKLz92PLX3lnIQSAUgrZsevHxx2fvul8K5axlHL2bXmN+6h8S70VT+PxfIb8tQo8bKy61cp31t/BO57ZtMyBnRrzBypSIj8CeLSwVCVEWD9VaxuhW3zOc9o/ARwBjWg5aU4fvFbn7jox9QaImjdxkMeMRPXsmQAgmnnsSdlBr4/q33u1vh2co5o5Eh+ODTZZSuvinzTOzk8GMdvBRrDeun5ajErHx+WyJp2Try1y1OUu+yR10kBiY0kT83SXO6qcM3FVnA6IP7NYyhL945vqxzrarLMrZBcjI3wE0JmLYYALXeP/+lWeFdc5gbr1QFm2OW+/KbEOV3QVMMXPhZspVDgOVFzH1gPw1FMmqPoK0N8MmtSRIEsEmY+EH+5x6YsXuUu+/RCvH1HanWRQJbZnscg7f4wMksVKBwY3oaRCi46JwzIkQJSqKEaNWVZu7H2Yak7X+4H963X/QwSbSIHNLWPOeycy2xnqzrSvpC13qnFk50qrbKnKb9ynfvT1Gz6OtEk1kU/VIPaHCYN+KFmiVae4I3ZHXMtbniIVYDMB1kj+fR1S3GewBggcSoEL1jA0O2thP7Poup3lOc9OM2XRQl3ptLVmC3W+oVN6XHOH0z+eAFwLT4D3Tq2wqAE8zW4CPYfHfdf8bDMT1FPGJmNKA84VLMXL6LliLPzfJgPswAMsb8hW2pZAiEpdvgwcTOaKz3GOPBnTsKjMwLzoG9B2ATrltp5hn9ES97Qp9F0WD8jGZ+wYfybm+9A7E9f4iulvYft5AhqH8+0/gwFu8ZVDmO6lm9ncxeUuM9cl2lHTiLRZuFmfFcvYwoBejD47zZ0ycO78wYA3Gd9mmDrtvTUJuyEb+JsIQqChnUVz06ELy28TK6W4FdXhw1VB7bNYdir7pea5KetOEK8KfLFyAPkpsodDAtSqmMuRB9A4qahcAbDA0IYfC+MkC+tRu8GZo7yS7P5S4hQ6nKzWkb5ZQG4/fpp4c9PfkGxmoS6lybUtINtTtZbkERtewCLq6HvCQGau2yu+4gcDpflolIDIsZEUAG5+6QB89BOaoivsK5n5ef6HdjPGMiZ2WDSjxQuKSQHTL9wGnGcdWgQY70EOTNNUzdTDJm7yD4i/tIPnpOQOUpEZ25GajwjVea2eegVEhZNQcC51prBudBHbG29RJoSGfYO7SUFTJsh2lA5eUkKfv7YZJiNebbDXGbObjx/Sb7rxpCnNlIz0I81Bk+w52LFnXiuGY0Ut7Hnm0s093iXxK1ZwhG2BrUMRLam+i4Gu8QFrCw+qCQz+srLCHlXIpeFa0dfIgD5tceVNXe5k4HVSuBkknQ0sASTJZYMoBH6o0emy1HAfXzhnKM7IzKiWPbLHPZOf0dp1qB5LuZgN2JtOzyLtFiHol4MoBjAqQw+gMl86U9H+gHCL2oXcEYunwV4wQOkBjQnqD0EkKwIlAlF2ceu8bI1NVfygTLXIlVFuuUVFXPpMdCYAzgFipkXVhjwF2AFGOLN5x5mcJL7hewe7rdKkpNPA8EKYILxGu8hfhujbOk3M7ROLV7xFL1JEG69yc61YbWCZBBFEPFKz5R2JXbXd0Ns//aDR1ff2Kf5mbReUeIznnowih7+NmRm8l0la122yJJ66FrJ4qcEGcT9FOccrBJ6iq357L1nrGO8iUlPKaouTQDbElkWbBg6SOYYEgbUWkPOJzhEYEiIwvXr9vjgpq7fCHRX1Xs/LoVB/KebOv5295uclmM+mScOabj8jiVsYS1RgsJGTkJoZN1s1fgInJH+90d92wnqDizbE+kKWqzvXby4xKJxD+ZG2wKmHJqe4DsAQGgnsabe7G3ERU2ebHicAzm5m44eqCOu1rOVBjpO5/zYDpCGd6zEw/U8bmCXbeCPuXcXRRnM07w9bSPNNLwzHA5ZxA9I5YNqzoUsKMsOmeHXwnfzwjuvFCfpGM7DWWQDMwNeaAjRyDxH7XXG65oBdudlFxbaCkY0JrDhYQ2yEcZ5hUVNiWNKsi8Q6/UmSe5UeDJCx5leMWn3yFLiJAlj2mgiMYNqq+DPB+uJ+LRD9ejkiI1sneiR93hcky44Z+Vol+UMK1YyY2RnohzXEJMQWKLefQwScWLYVNsmm+ZArXBKwoAHIBhLIhNpHRt15dtjbl61qGCyQxxcz8qD6P7AlJzJFdlj5ozb5NR0cjyhWKCr4dXp6P3n6rAmRcfjA7sZNRvobTWTEp2s3vjD7RvADmS+VdPoaecwBD4YZ0DDV6w7VDgvBd+g8H/up2gAAcYGKuQszPO1ilT2mJhVw85WrhP6EYej1sY0OnhPdAplccEUHLIc0MRWexDxcSl6GxiIWji//stTVph6iap2aeH5U0PW+d0g7iOsu12GWQSSydWHDho6rn7yV15Y0P8mJX+GG3gIInFA3apQdaUMPaxQc0s6cPfe+qj9otnyN8BVccbVqEMSkzhx/SL8v9QtSKBVSgF12KowlXDV2VNgtsFc5ReWzdn9NBlCYtAamF+b8Yhc6aOlYTrxMUPSyth6WfDyhiMcDNnW+2L4yR9D21YV9JV/kvhx4IW0mPfW1VFaBpds+IUPuFQxHMxQ0zNEs5KXSTAMgxYXUkvNPDBgK7/8HwrACCZIZZyQA60OzRSQaFbOTbyL3cQD9u9DPJoMHYIkt3KOlYAv08a7qybzAJdlDWPX9qREQlu8f0fumK96eBWBd8oIYpGDQu6tcTmSnozN6GpkvISnjlHpTdlkNGhvV/q8F8B8DlvIm8JhLF50YuS/JXb5vy7vCM3qpsGkD9SWOlN1cZS5qOutaJ248bwEiAJqwJrseQvZ6e+p6NgvlCQy6xRJ374bIc2uYaWbretlAf6KEBx3zchhuzxmuyXEtNNudcawgkeJK1GiPFzsgqAsao4EaQ1gzuPZYHTq/th+jtJ6z2FN2lxNF+p/agp2BJH+idFvyMYceY/7CZuzOq7oCEpl7KnPj+rfGHb/DbW782qBkBzjiyGU/kC5dFcECP87E+Mzm2dmR2JO8iqkZh1FIo95xV04M35l14EgdKerWeCvH5q1Gyuj1SECv46L4+IpTGqhSFfzb/kZCMzW6TDFskb3xFAe+568If1DB+0kv7BD4LiVm65NZsUIb9zXrRgzVwoXY/lhSwFATxCFb3+fKi6r/F3kJWKfk7OQDtdef77tzfcTJ1pv0sRopNELe/O3z5VW30hFtQsAp5Je7lBy12suDO2k5QeTAWKX5bHA3FArjtjclaiO+yClmn9g2nHqhFoYhTpPlIog/2rcVmE16uk9eqVKdzvpm6GdKyfo0i1q0er+xLyFeJ5y6xWk+R7X4EaTi0KbqwRU3Yw2tT/flXaiu2L2QbgXTFkmZmLXmtKBW54mPva3N8tz5/WPeLoZHNaV47Db4cwvTyw/1SF58cjfdySxSmRijkr3iKihOu3FD54H67BeoF78xg/LNtCjeWuIMR8qfahp0/cN7CFt5TunuKN/FS6wAeyU+WuubexJUIphAKX36ox+/3jPqLU97xocA2QhBiIyIS3Zr1ee6vwiaUjS3C0O3iD9mhPRu3pcvNTBx3wHW5yBfw4pn6dQ48NPrD4pAEkzzecwDljKm+4HRGibr+ClCCMEgLVgVT/RbT3Q/JZ+MhFjpG0mu9o8YV13LAd9JMjbRJE0S5X4OOMHAwMXRWAhyXiBm8Ab6oEpdYwoHjhWUVxIEt2Tz/EPtw/o6873WKgqz2Y6vkjQO1lcdkqT3089xsIdaO/gvxV+AFGIiW80O5U1OAmP0y7SwfwHq9YvUHemtwJoeuD72cetdAhmvVnXy8JjNPi6C4z6vSu1v45d8kylsL1uaoGwOAk660WLp1/vz5CS/n6riaBD/kAHuMCclW6XTd/pB6v9qs/pz0hK4n2bwLnB4WwxETVOdpWel0XebQCLaIH3f/awWAKYunnbLG9+Jyj5/wIibBvetE+3FzVCSER01RVMn10YhfZHKUsFWIwDj452zGsEdpZ8BxOzYXxiWxrXTukzfchSZ4YqXJ4Krf1th5Vgdb4C6bbRNY59LK18UdMm7GDR5chtO8cO0EfYlCckgwTZKF0reFmX2ZfTY48xmUmqrMO02WGXMREyjWcnG7e6jILDjZ4yY+EPxRj5SjMzlu5ioCG3G/UnXrfvXPUT4vk8EzN1jFfumZeBX221uEUb3fX90OubG9CDiUM+7RpxryjpTrCRXwcvaxuPeGZQlFq9U0ILwqr+1xmB40O6fJm/EcRwAP2MROiews/OTFLNraVJhA7BWt7P1R7ebHQD9DFyqJmd/8kJBjAZxP+Mzcs8y4SS/C7XFSAp3MAW1gKgYBuKsH4T4sPfeN2t//Wtw4ibKiLZvJSazgnLYL4I2Eq3E3L7yxKY0BaddCs0MIo/LA+Ks78jBYYbr0/0UtBaiAyMeHcqd+/uOhvK+q3iY6Bzb35dGBa9p/TGA9AIB6KG2SO8uWrxRg1PHSDKGviy8visWE/lIkA9S5DQX7tEri3XNSwW/AFVSfDGnvS7XtkFAbylncj0S6w5xgZ3V1iuztVRLxwshzTZWtM8c7LDHhi1eJz7++TnQ38ku69NZzRKkQMjiWo7DWZKuSZ3yTNrGi0toFL7irxU6V1tVu5I+r4einnsq3rE8910wPzpVVm80vR97XPTjxnX+Vb1ymvNbS+8fckkA0D+qWG0emi3bOiusnzjUwgO7d1+3NmgmEZZReIdtlzVOBMrTl32tWJ7d/11H4/izmNLzPme8thvBOlmNFJn+QtJIYO+b4owuHtksAQvTPRQlQyXDlJY4v5uEPBsW/jV+ZMlnf7ZNKjrFUFnC6ZMJsJ90oebqkPHGrePdUwpBsRvWcBid5UJr9p0+sGR++jTXTIJmqungpR31011XbtOT3kSmURcp+p0imCu3BL9WbT4vazQu5cXfPWvmar8I9HUIkvwFEk43OCHUEGZ2SW9fEpjLnbbjjT/55klY6GQDbC9AI9pm5xzYdydWTRv6qexL/KD/cfYl78xgZdlYxDJfFfMrU2q48s3OPVMW0DRbu1AG0FC9getyz9qnGG+uJECx5Dhp6QxLZ5eFwKLIni32PuzDDLqsWqj/ci2NmU11q/NrWXHKXYnul9CXPzz2wYB2Np/fvziaJlU0PPClSn3ZK4tubW0XXPKvhYLqKrPyK7WUQOtihR4FHbme0pU2v63DWySRo51pc+vBIHImyIuL6uDERemgLj2noUXwi2/gkXvonMhC/GaKVMXYQRqRjrF2yPwlePZtnPbWrL9Y3ElaFyRZy8En3fjHBu0+w353e+F07OdhaF5GuZNX2nYrT3zUx6FebbS56a7IGjL+iqV1zWspdwOLGG+fxUKljGAC2aF4IH05C1I87VJWcLzUS9LvZNi5nYO05fneksl6KjS2Et2hqR3Dj1x8F1Y86bQvA2uP4CRhE5Ufic1lN2GYM+Wr/uIp1w14EV7NLZE/ALAUOu/wR8dZwntWg0JjcITYmEVr845KsiVe1jA6s2EyDTjhno1DYLmIHkeCiP2rAHFx2C3SpVvHa8u1SDwE57JKVkdHPCZiza0v+04qnhZqkeh4ulOQXLE+IIOVEA8SMvOiJaDN1Wtw8p0MopnIPvOV3hTPlGDjxMgY5wk2UK+DVh8SEnFhZZfGMKQ/V8eor3ZqUKVyP9aR0EmcfW4/pLa/8TOkOgEItdKt5mTRohJdyKP4e7s4QQcCfpRob5qFtJkcPnfNfrt7ZLbr+6l+R01NbiIwq/Goyx8Ksx9eMvhpgFW4Mq3+T5rfA1XEwD1K9JYIKb00t3YqOtMxBv9wq2Nd8DkAOBwy5pHo7DxKaEczeGR5V5sI4/effBbSMBAwBBqBachdKD43WXeDmyrIC9DmTy7mCOrBl5Htd0C1YmGxhdIztXNpn/oqMdnwV5UeZmz/CDi2lyLb8it54dRujFvV8fs42DZ7Q1bj7jSi1UGyX+fhJ+UXAIOXF6cgOi6aXQzkSKwBGC6FypfeZbfjXbiveJq+DREiogzJtqlotDj1KIInwn1cdCMI3YM3m5T1fKRjT/ZVXbOH6R9XRxnCU9O5w3wdK5DMOBh0BJ+VNQtXpf+uIc+GY/b+ws3oOoFWEgHAaLPcv8hcEyLIMqN7vVUJkQGsKFnYW51cIRMoeAgCczPto+bn2RHtt4LtlfH2OZNpnBdxJeH86ISC8bHt6WNQCyS9KAnxe6XzfE9Tjup8pQ2sMmUwNeX4KgGIcRUamzFD7qJDxgUcNKU+uMgJlKzV5KhaRs4y6G7Acg61U4gRVGww0gCT6jT/WVLnEXlzMJeeCa0HgRf6u7ap6KjqKLcp9dHvitiZxHBpPqNKKaTAVJBY1Y4yeYjFCLil1ObsanixP+4gY8qer04Fr6W93jiw3DxV4GhnZ1A3oAUgS0JHQkawVs1REkdql4FOKn39RLAYln93+tlYbOaH91OO+6hv+nQ9SQc3MSAU3sdMpU4GSwCESTMKFdywrrEPpeGN4cLRUJQQolyjw+7WatNL6ihUBMYrvzOwc+7WwsBerVlHvm35/8jsU2itWdqnK0RwdlgBtuiZ6l8Yx66F4UQM3sb9shSu/tAAsy/ThoMtJeW5912DcApxg4/6asgyZBpNycSnIWwg+WiuQW5ofOkmywrI3WjM6PFQJwcdDkRvAd7xUynPXD5u2ewssE9wCzdIwXMqWSiMirJfE5NpWSUQ6VqPy24MucDKO13od0pqKuZRViyxgHCDbEk+N44qMeoKWsFCM5pIF81Zk2Jo0a4PTwGZfUWN7GpVZeL1cD8iWOF4XvaVXO7Bnf1PFoAfi0Lzu4kBaTqzgkknqhLTmWzcEnKU0QIYPek5QCP062P1xJwx9rqPWdhA7WVGOV8yNmKFyjZfAUgtDWKSmJ5oEAx96Lc4NQIoNnjlW5ggdJhcJLP0osU3uFan/SIt8VXs+QWDHD6olpF2gZt7tB1fnk+I3ydYmddM81/PQp1ezS/0Vlbj1WshVRKaVd5ZToCXH8nWDtO+7Zt3FbYvyzP5chbhZGSII40LZJsRadA73IRCwlwnMNsbdooW1Vws0thwMtUjh5POP7lEctIHfnc2NqWBCBbQGnTOxmE9eydXmW9AuEiEFSSjqSnSWKAYZW9iYmHP3Mnzk3DUE7QutGlJ3BzDqomCB6UZruR1k/s+H3QlAzfqoXr7mBnXOxvqZqtjCGnSMf88vuGdGhLzZsJ1nrlrnQjL/wUQsU4FEn+zpcPlJXNFk/y2lmP5j2A0STPPhoeZK2zHX3MfnLi0kk/Em6EMvjS4zHPgjLum67Y7LWDTkCvMQAff1F1WWDivEbVMKLwooKe5PnCJdahpvZ00H+ixQEm1817ft35yLCwEOwqB6n+GS0D/K7Iyw5A6zY/d3q6P20HR6WFKhqU9khg+6BYX28S4F4v5tl1aJF5n5/uuz9wNXV9kWGVtoykL42lK9Tpx5115zOWYdidwY9cjdGSdhYJfdDxFvdT9+xOdhs/Hy9xsqiPqUzNI9fl7LafdWpz0ZFuYKepjMcRjHujDMLWphzSCK6xJlhzOFYgcGhQ/vqveuEnd39RtegbJ9xOvVjebobng58MiznC8BveA5QZe+bAUxTtnSDUvn4rwXi2yqQY490UU4WlYGm4haLR7aCUstkkg4y1LdksHNVSVK4ZoO5Wt5x4KXOMWB1AJ7QnyeSCWgQYiy2j5aUyg/zL37qVzHh1s1qTIQAwuRZdN8TM1ZOSDvDLsWMU31NK3FbspcPPLkSj3FBjGYeMKePMh+TsWX0FKlZiIsimu1VJ9pNJj+ZCGVMIdAvhhtdFm4PrisSCeHKRkQr0VvPfhMCricgIvMiiClzqQVmO28HWJ3YrOGL9TXNmVCMY33Za0vdHhHNA2dI1ux6ASNUIXKcGPyUs1s5Q2Vcg/QFIdZ3qBtoe7XHZXr8chxOwxF0KKSwrrnCPJzEwxJI+AIHpj7pN2dniRFmf+EmQwRj6ZEXqxNrujGC0cjWf1/i12fSvWjn3NDDs04+bg3FUuaYwLWCEJZEYxSXG7H0C5QzmifYPa+O5DenCK2jVtfmmjmCke3R5vIpEFaLzs/H5i718cA/gQJDAmDSd/s89mUBblI10SCSX97BqiVN+WdQJAKE4yePBFJOLBlXOOXupf730VnNLSrrUWfYTnkRWJArhh9iqh5khLyHAE+QfVPcIpQzxepb8WlsEhEm5eT0ALJsNWS6Ce/LtExZEydW/fiIZaeOCAH9X5F46+oul0sMl2DZhMWHPQno/SFH4VuzjSY+Shl5F8Fh6dV9knjHjapM3J+o1KTrSmYsW6rl5//5fT47Ri0ShB0lE3sSdmYQxdJJFpS+CKwZByxH4Pt6cDyRoUOrYpV3aeWraIRaGcTs88HA3ngapP7KJy+OxCGLVmtkdapWyKfmmro9lUQ4l1NbXSiKtpkl0eyYED6N0QN6wXkeQO5lYpi9K+X0aL2m/9VDcEIGUBXvANjsLSbjWBhgWfmKgEvWmU0UwcPVwvv9j1UZVvEbUfzs0E7pm19oRSIxiioViOVN7ojy0adAh9gMm4Pe8O9pCIdZihDkW+Y4yhKRt8mj/9QsKWzRSodwKf9eKdssZiAhcrtBk7fK6pyAx4usvXpPpaGMCrSvJM8Gc8sosd6guRQK4TWYnsgoldCVIjYKHpw1QezT2Py2BEEwcMJjez1msuDh6uTMx07hZDB58FCGfG1m5cf7F485LrS944A9lBlwKPlvLl2pfDb+sGtXtB0aFfHqpD7KSRdnuCOprhhGXEhrTYZpNcTGBkf4LR98kH4x1Ay6/kKT21p5LztC6SFoWMD7u3RO1slP3Kr9/rDYods/CBZcwu1OUiumRj6E6uSCMrAnK0sTCenqr7bdjjVlxVa38ehioqRTA5N68sydI0LMosg7ouqPfsO3SV4xdizT3+eqlI9VrDNCazkoO9gO6/637yGz33qrvYBmCp2oXPXuRmOv4Ii5yrAP3pvIJZE6CTpyJIYSvOgQs+bhHVQnWc15qfYeMgBC4RWlPifkx73hkGxmqUwKjfeMmG2h/y39azQlnqNjCl31K1n15L3HVT6Bc47JAnqAVBjezv13m7z8MRP1Df0P4Z1etZlLtRWPKjC8PIUUdnt6b+pRicVqoICE/jmynImta5dHafBh4kmnlyOHT13YT745Kuxpp08Mt+jdstsTWtA7SCebVdkzr0yXbTgE38wfCFbkn5aImvezyHAj5Hin5nzhsqm0VFqgWkO5N6wwIpoSSey25GhsdT3wzKnpqYe8kUwE7R1NOzHbPKRKcUtNm5aspHB+HJe1B0g3Kbqfx7ppVmnpce1UWo2rH6C5F/UVmIM9ATD7jtmkrgy6iz4TbJQRxH7lvkBh4sgPPCuEWVuh2URa/r6c2VVGDsb/2lMzf/ReI14BFAG6llIPLrjYgpvSsvu5WynAzFDricWaW0c8jvbY8N1H6BKeM8f2OZPfcidqcp8B8fFjwHFJvHIK1AnuGkNnF+zWwMItIrh4a7gb2yny6zZQEBKO/ua3+LjU+hLx8/O1JoW/eA9p0+pjdNlL9WN/BOFiy5+RRI4C4S9nP8xjEIaKquXrVRVQ25w8qdDxwZ3q1NN2NxNkFbVTSZewBznEEOKWvaFEkjeD1AgplVsvy6qDiMRiXRdBwzazvsbnyWPhnj5rY+dZ1FBzoPSp7cLkCNgrHozvNiSce6pZA1Oo4bCV5gyH6uGZtoxHO3cGtyeoUmTQsTPFbjt69epZGv01ihF+cLiOcGDt/UxAJf6otiC9K7E9ppD/rhWpcS6EjIljGeii4QGX42YJS9ao5JohYK+en3a7FbehTCU6iYNLzsNfxB+dGFVEq+2q2V6TrtorLdF458MAAvFKXHvU+0k+SRu9pKQjvZFL0tIX9royFoBBxQaM1WPHd37R6gaAtxM6cfi9cTOCr9ydI64xktSanPjyQuRYMcdMOkcD+25XPMwA9Y5bS/Oie651/lDNyl1kxm2qWtsscJH1Z15lc33y9fLGdCHjYXJSbns6x41Xu1Z0A05GCoBYaw4V+6Rg1nZFIUAmmxhhjx4vL7QyK18Tiu1v5aF5t8/JMtAdFIZmO56+62P8twLB/4oq+PEw40SJsJY37ReWpx1qcGay8AUTfIYaXsDTKNwVQNfxCZU1w6FRPUKoXyjZhvaqrw2z7wHoeZzI0DWP5Mu2aBoB+F0w/4MFHzAP2RW1ZBpljM23etkgrmw7/BnEBXnGEcurG3Zs1ckFTj7kUtfObNM1fB0Om0bGEN0oo+mDrkzPh2LtK9N4vLTxMJuEXbSlXNRggosyz8jd+48pQSN5VWuwn2k0fdtiWjpJQ/dmfsoNOjDOxpzJyJqf2MU/VQuGY9fS7F7nKr2BDRs6nDa1pSXBP6K60y9EpCrIlu+ITYZnKUuDO4udLhuFawtAD//8uT8lC0fw1bBa5HN8pqulz3wTslf5jUE5/kIfSYLfE8gT3PRJxeqdcHvwLR2XJYTBCcLS1TtTOcjIEPc1Ea56vHXZtkwTFeJuIvI2OQMiMch1mcMFkm+lGzjarJVsbxeG6PQ0/7F5AlIikfDoJxGpJ6rClvoDFugN8llbBT2bR8TtSZo8gkeJ7A6D7SWjNVRMkSEaVaz5noUnOdrZo9nPudLiSfhK46134weRMxoN3Nkck1mC4MHKT6QC5k/qUPtvMkcWfGy4+T47Ms7+/JRqN5r2rmVcJgq69orc4Yc7khqAovMFROMlfN9XbrArx43t4h3mW2lIrBwMPG4Wl786YRCp6lw7dAXB9YCURtOPuKvaYaF++MCVoJOWjWY/HFDtVslCYiniaOa0V+s/MT6S9LDX2n5Fvf4Au0Q6oAeFIWKXVOD3FzkWahDonaO/D8A2p4RhWBMmykKClBTRXPpzrgT3hjny6H2SSHy97V++s7NA825/BwonoefXAtIJNxWV3IOHiLoJO74k2thokOOttfkorEScX8vVnrI9PUtPreCQf7CTUk1SZCqX28mNzq8uqM3pZwh4h2HPNIs1vTTOpjTc4Rdf0YMzvtFIBZCklHGxSBSFzBolgtYANTlrG0yb2nZhPu8Oepv6g1eKETqh5VjsX4DdV53xCwoe5RB468S96ZCEYXgcSqQtuiaHmjLdQtgt/uvf2RGABVnceP8vJC+eqRGj7uAaIjcATFb58T4oaPVSMuKYI6lEeAj27bazawsoDP+LYHzJuMLZ36NPhsl9g5GWVumtsfHxqWYaip4m4opGWMk6JCzZiJpLqK1C2e1VjoAr4HiMwnEBQmo7whHmo1DIcRgx7T9n4heL+Put00xl0UbJ7HjdnDM1dVGomyKWq22FI7QCgYPFUbTvzjRlTPKS1gtm2C+96IKDb49ELV1Fi7sq761FbabH1ZKAc3RjhOF5eYLAgkQWOS3f7KSZZfUi4WS2t0tasPr/ogcn26/D4RCMVMZRz203c5pwPrdi+dJHX0bCC1m3dCjX7q/8C1gHZjmhCFTAlt1Eyo5LBAbj0Qr8DzkE/90zCX+j36wSURHqJ1Jq7njSQ8tuCW0EXajpgsgatbJ7p7fbt3AtgiEqw/qRlGZRQEOw4RZThmh1B6m/kCUFgz+mcxtYKGLULRMPyxiz6Y3vsihucbt9DKoOZN7TSCJwlxjbmI+yTJV+pV5a0t31gx7cLJmNOlqjYUYVpvR6Jf3gRelDnnGrcIM2rahm3jFFSer/g2QED1aCvkHwcyK/2CnUPb6GeMWRfDTbsAJllxAwR6cnY/I7QvbOGCtLD5sZCpKvtX1UGU5q/WrYUgpq7BWyik0MRhhOaYr1O7/k31jUeX0hSjGNy/hA8OdYLzm1qNw6X5jhYzbKU0JI4CZL7RY2Q7rrxU+bQXJQV394xhcZTXuBVFJM4TeCXytvhvberWBdfjUgtxwuhVRZ1+8cuv/HSQJIk3S/HLmjfb21SM54PxZY3vTzi+LICfkkiDJZSTzm7KD9v6hR8MEwSi1kHoWT6JYNp/3kHnpWigwj3Qr99Pfjnt+eeOAUgjQyasbpgo6ikkceM2i4pIngqP+V5NwcCUB5ANJmShdLTJ8NkONOY2H6dyYZmrQzkwVGMlsx4DzcipW15+5doXCgjCERIQLJGWijYd9MlXIe4VMH0MPa7kBlhkYfzqn4LQh40JuTJAvubN8IY+JM5i7bkRd9cwgat9ycJahsXgba8qM8mD4hVYlTt57ngEl8Gzs1PRATQSSRZH5BKr83gjzcm7UHL8CfsJETYeLMEMuwyDcwuTtr21iJtjhF6QejuqG3UVTlrR2xmRR941diW4NEO41svMJxi7gCuKS6IanlQoD63J3vX6zRoG89WmXFG5gCiciNsIVXqLtMjJ9b4c6++h1MwVlkS7geiNZQa9Ob2Xe0h6hyHHQBq6vNW7QFtHRYzmHXSS7zAHv80P+WMavAUbBxZLCqWMkw9XW7XBCNqYXrPbTQqS7DBW3QASqeY6Ngnccchm6tnoDXGk/5/Rzb7kYFwRx8cDNNfMGM9zArP8neYWn9NSOJHFVo8Sg2YtCLMquIRffPZ6NUthaRsHgeKLzxwl5xqoySNcvYsIZLw6WActgGDLHDh+0rov/885+caj2cuwnAuAo6h423Zlbt+j4hHgJzYtE0Q2/tPscxZsvdBDsBwzm4yhqE+7c/xfIq+gWlkeasTFdSOBktWHQSAaFRL5q3xb0ARfKeqOaSLeOtoikmVwwgXlpKdBaEs3SqVROtHNWNnGY46+yJ6SVYE2DRWyrTBFXVowSmhmihmwctr5YGrffF3t8BQSL6j/GyCxSdp9XAtert0LS/n91JJwel/xDIVncwuvpAjx5opajSGheydI9fkya4AbdyyiQMgO2Rjtv6Vyb87Op7qfKikIjug45N9FF6XnQO4C2g2o9QCl8cbel/w1rRTSxpU9jStg51w10WeOmbiIMu6FIEgqRTPt1SNI69ZBG/yidSZtm1L3wcO2n/kRjYKTi2xstkunOc6nvOgY0pNGe5AJb0kns4IHurq8BSptsrPp9C4tEc+PBkg1FaKqdeCb7IaHIPm4M5JIgDfmdWEU9yksDC1oMhsc+BMyga4rLGyB+m9na+PCYjDl+KjVFM1DIc0qKIsn2PjBcIMNZ4sganMc1JsFVlyYYsjfppRDeEP5irtnkBv7fzWD6iWj57k+YS1m8gvOZi94JC1H7c8AhRoQ9ZWydIrqt6Oj0kfFMqxz+Af9t012GGv7GL2pZ2cWP5lLQv4Khs2/GYbJfvXdvtfKuR0Sf304OqGOShvi5BCvZHt27yZ3kBv3rPTE7+TsOEZltD+OpzXvsFLouayehj19TcsKRlACXqv/Z1jb1Ba/MMCix1uNsYqAQleDuYPRqGbK2UvZGxAW3bn3wkOmCjIX8rNZWeUYGJ1GZXhZU/qhNyT95mcLPP9KNSoWdE/Z7nRsNxKsHQJC1R23PJuW4IOfnTfuhiR7Pxssu+9PwVc5hufm9W5d0wd1NsPheXL4AA83jCQUOD7QBTuvDVRSzSlLoMqj/Geljv1kU8RVx6S1iRUYXDcjOTkRPq9aEzYuCesUR6ES194vnCKf/xUQqqz6o17u5lAmTKJlnyyZkW/O0rFwcbWG0TVC2vsMxOKbSKfqdXwnOXrMqIkwZ9omqirLlsSSYN6T9Zaxdv1EcsEElrmQCMdcW7yXGicGutiKm6Xgm5+jXTBlbPxzVBRpbxW7tR0hyWJtajAc4hEtOnxnVZdGIvh5SykqBO3nTb17b5zOUWV/QcttJNPa3IrWYduhVBghuECrltgrsCfxdEr1ww2DXPh3+lcvOdBqdk1C/PCNZEcK2OIT6om7K1RST8v2o+dXYFIlTjezmMbuyBhrCY3M3ILO6MOW1jv1uwOFA67LHdmxtpzxSIz42PAjK8XVt08iW7YqYqWdWXH0kOjGDk9aYP0mWRsqDWWOtKavGNqZT9rZ0XXH1wtU6ABFv6eEcbtSLV0+wzRtOyMFgn28YuVvmLlVSB5xZtHzDkh5xNo/Pxwb231ixKbn3G/+pEBPm/3dzS8VIhlRsJUrN0KJhFWSE0ROnMvCY0wKgDm3fnEshpAbIKVMp2rKnSZNeLfba3tLT/fsgtEAZIt9jY8+8cf9q9x+VOr0UiddIFZ7HIWHz9D02AoYGsywRdXG/xAUmN/TmjkZeFate9wCwXSaqahuKRz4IYexDBl2jmJg9XJCVie/yVSskbt5QgmogEJq1V7EYuOkKy/mIX7AS9qj/2nCBDKgGBsSzvIAeW/YElH4YPXVbl8Q29u69G5D931fh01meMKuUP/eNIIad9/9LijRVXH2BtgyJFvsZIHyL0wJVlfrQtMCnIa/sapVyIsW1wTOTxbBClmbNK2dr1ZNehmGB+DrljlFwETimPIiCPStBNXxDjgphKgBCbUJVy+5sHKrj1fG/vG9vwiCxNCzw+H4Lz3VR00s6h++n2gZZR7AWykHJQTyHuud2fUSqKzh9So3J/O8biMAi2GWP8ar/q2Mr/cCG36wzaCJ++H4N3e9NcHB0Gh+tBGUl7jxZM/R1dLGGjwlKtkSrXB5KLT7LDHL+H3xMET99Euxl+TpgEJoVmcTIqe7OMft5XC2BJXYZoTdF+g92QVaG1kXIZHhS4/NQneWSWv6gMqz8w87lxsT8ItY6yauBmbrla8L/KCceFzcp6BNZtYOOXAbH8sow5MV/QoOtGvYyItsgmmU2SPwuy+Qy9ARonvsQSug4LmrpqGokY7uBkvg+9ycOh1SU4s6o3zftAQJ0Bew7j+iWT/gOE1J383wqjwnlK4CKsjzuthxOCx08m/nFdF0wqqzFaKYLtBWY1IeA2RsyvfQUtyfIRARhxSjDFjYyLKvU4H1kqwULOjif4e3nm1W80nlkGKtdKV/OVWJq1ujzvsNsVEHGzzNajB/k9pD5w5EJDcLVT5NJlgeIMsSq8kjBY0VziZbPmK/2YS/nZBmSu/1pm0MDF0RnsJ8manad4DIahpjj+9/OF4yd41l62kQwd8jZnMyjwXvR6k+FFY5q0kcF9lx/UPszzD4MR7FW3n99Wrnz08HsSbxNay7wOU9i64WK/jEZ0Su0AyZ9rRQ9FiztejSu0g0erOk9i1/DZNZIClkI1q1haLfNDZmZwB6bX4l5H5lJ8j3CI9uRJpcpqpKm++5bWypUbRjEDgBGCIRk9IAQAYFWsrlSzIWElSuKFV13ht3D5YoiK6ZbL0VUfv5EzSVC7TRBUt9BbpWFtGS92tJOzcn2hH8PxSTexheLiX7gYB2rzwYhMXlyGAFBc4vuL5Az60f1sog8NwVgs3BUVnQedNehGUL6Bid5yqHo1GW2qZxYHVvdvd6cegCysPW+0hwBUlSWyXEmqNFZ8gBNNL9UKTnoQr45kRmpnvL04x89P1hQA3vv5ovAtF48wkMjMHbcVIsD4aII/oG1k5yOZ8mQjJ6EV4Kpd7jvv+C1k3kY9QUyefHqRJuQQ56xUdtby64lBvOZTiAdp/zGZhpetVzqK9le8VDhbBM+HP8VStjzjhXtA+2Dfdm5bprqRFopmxBU6HK0PNusYRxY1b1frp9zT7nRjs65IhncjDfAtwLizUTlqdDG/RNHVgSHo1TIcSfyQwgPdpXdyGo9F4JzF3TGu5APj1TbEYgnF/TfnLJLnfIzneIJvTmyCU87oiVPfjldfHMR0V0T+Cf64DoW9fuEH7lu3bo4TiQ7Q5UPJc38r03P57dTMwn7J861Fh0iaW2x3aerlhrYxrOsJi0WLj5cXgqNM9+Z6WQK51wIaB37u8z2TBjU1UeOlsbUI7wtKcn/2D5VnXCfciFfUew26PngvltFvChZtdz4IPGfAt38JrpV6Q96KBwzdUueqyPu8wqIGjFxVFugfVU6PUCqUW0tzk9f0PoBGA0yqv4NqJKZ1bDNQ7T3tCD2273O/auD5GWRl/AIfjFI39gjUSbz6rDQwfG+CMb8aK0+vCsHfDZFGj43RdmHyUp+36UENmW6RH2hUyORz+XvU2rlqcn/U8YyrD7UjAUln3HFh7ALuFpUsYIeXac98lHa76JJjpsMiMh0smnV+KAEwTmfT6zAjdtlPMg/+tx7kJo7lR1U+kuw56IbhzFu0OBIQqBYrjOu3Sey70ASq5426zxQvFeI+C17C0PDQmnMoKo+vj9lrkTQKaiWVMJz9p7NTIcYXBIanR2xVymEslN6KHofB+tvAj42JAEZu+E+yqWFxp/5543WNGxEDgDc4XJ1uhDzb2Rw2fZwbu6JqMtqXFG7VERYcykPhjDA/aMyKjk3mCTBPYQYksMmKGHne5IeUnGr1T3ROkcX4/lY0iTBe30JbFFSoFFO8NvAndoztX74T6NSkaUWWqNH29pVMZb0O8oG/Iei5ku+Vh45cjWrSNF1hXY8ks0ka8XwMr3sGYeMDMydkYF2OVKGMt1ZiC9f05KQTmZTKV5HrhDkv3q6RLgGw4s2zIlgCoJWTY34bFDEANlb5woCiqYPoYDkVwE5rkcz0msL4rV/ubIv4r1YETpEfZUxSYh6V85sEocv3Jbyqtt2tFGvSYY/7uXaJ0Ezm19Zp91tn/8WI2KTjarZGY4uR4m0osNDAj9JQFg9ai/KAW47iSImGL41ttqJlqAhx4L7cc61udHdRDiLZABFivIbYyt9odVRab8gK1w4PMt1SThWAYcLG1jI1xvGN40Ygm4SeJQ7GgS0cPbVe1/R8xHPRKynHdRcCnx1KWAbcwbbY2tYeXMGhnYcw6zkB8Sm2oiBSmwXd1JH8+puLWTdLhVRLPwoCQbqODM/Zz55ET0C5VGRkjO2WYf0yL3vkU9Y0yOQgg1zojLGSkQMBaCRIBSquZ04TESHxXmUBvCBNPBrucFjJq3DSCqLmuBt1UcHpZPHnkTGE7uFYWhNSsZSF7GZE+e3+YvoEEDYHDnuJCB8jzcPz7tkHyWwbpty1X+98oUhA2GMA3k4WJgbendhuaxwJ0nOZlJ1Pxi/CyNOrLvefkFfC0BVfkD05L04fig6QYVDoyS33+h0sLj3SJgNohSqMJx5gH5kLBkRZNHS3gvkkhqBXw4nkapbuUXlOy9rcAYxy7CWcVwjZMI4qZukykpUWvhD7/dwW595G4tjHxJcOH/0f1Jx4FgHBj/tSo3LKFwvVxfxXqhtAQiOPKasS7QxJJ5tfP3iuA09Ov9tBZWRmVQEzezwLOzqNfzY1qSp8iVP/UHoG9lY4lxM2yR8j7UVHKBW4VQE75DbhUPzyhM+SGbcRxfHRdBklV5pU1vpEpIDh/zYtpW3VxStFrbHvtD5Mb+EsvZ8OWmMdmGg0UzQKj1TY1Km5Ry62Xfm/2ppKvb+wT/Dyw0UsV21DPyeheKEfqVU1lui9ajTluqU3PlOm73S+mBiIr41UBJc/Ngi1A8OKkx14qLp0YATpRxjqXxvgGQk+nQJiYE4V2gAyh4iuW8V41IGWEWt9qWz3RUJo+Ozq46Kyqx7CX3fyfFUmbDynA0CNoqkH5T/dRs3HwO3b45YWc1EUQxCAEwDXQkUUwL4Y0WJ26FkEQgdHl6aAmOt0SrUsMQpoGiNs3duVcc+X6FjpIJzpD0hPa4SfUHj6X89nSQ/Nhlv5DQ+g4Sjz8SYA5DHCY+3y6pZUOPC9FHdxdiQj7qmWrWTjkclg7wrMe1DI26opmRhxR2ejFNdfOxGXDRgbneVJaZCwE2Y2oPImtU1HFNVVrADBkA3mdRCy2+KYOFyWdrX8fm/6vm8jkY4arokANKrdjbMbPPKESXHeuIaU9TIap9a/J25PXH4nJLohOXggr8Nisu+kBz5/Crtyi/rM5iSv+EYURWGY7YMmPqMvDe8OmewyAUpjknRbYdrCL4lX2yVXe1XNtmBmT5+Sl9dlsqqyG6YVJlnsOtNLoL+kvOpJY5jn/ZppflH/0durBmgNDtMsZKUddPoLNwpmfhqvST15OTCp19/gHtqnrTxj1+8QHcARIvZElszZSv1KZrzp6dFz0ZvUj31AShIwYQ0vDZUT1s4SoU9IQcmgt8HdByXF1Fn8pM7RNhq3nqD5o15EnPbGr/ieh4OA4JJxXUye0ebqojNZl8yt4gkR4ltQTp+CZfRh+cYGUtKMVxROez9ye3S8ukIdi7+ByPMQddC9ou4omhKAjTPdZcEDDvbfvV5MkbkVSLgD5rlX/BqdjVDnpHj/ZxCHMybOeS8c8dmWFWtHJdeSbu+NBaz8x2MYVhvHPV7VFxyywsJkHb6t6t7wPj5QxMSFHUIIhazQNfRzR8KHy1dQxKuslqMpnMdaocWLAG+O9WlxqoP5ytxp4CsiNbaF27mfYNYZp0x5bmzuNndJ7pdwXtJj3n5P869XkUdizlCCSTdPQVPBNxsZ7A+ESWWbbcLfWG/kGxvD3GLh/p81NVll/NRu9WHdBOFAZyxjtzrfNgGGtWDiFEXQDAVxpxsIFosFngq/vAhaLN9YO96YzJjkEMGuVNSvTJNNaGlte1t7NI22yfoy3vnfo8VLC4Gs5Xq09+PXHQklo8gCt3cP65AJP+8hFjL3TE0iIJuw790SNjH4OJExwZRM+S38VVGNDQElBbX7NmNXLlslyX5tlm8lnLZQzBlJUCd3iTVhUPELvDRhdzNjbSFh6hgTXOCtjnD6gXgx4LFN8PFmnOJLQYDpif8hXCw+/9spJuiuWgCQdTuLZB4j0zkcJlOhyLQh5JHSoiuqm4pzwWvmo4D21nmsZWUlC2HxERj0XzdCFs0aI9+AAWTwCukpGTFVoj9sVFduk5GmepabL1j7dXuL4d5bamZafgyx+dOjTGw2vbTLQZceEV04S5aXw7SI9p5cCv1n4F9Sk0RuyVnYUY0GS9cFbikCV6Uild4hZqgLRFp53SunURkEntNI5Bd9HcQJHWafrv8QWp6Oxs3VdC0+OuNB4q2TGaJW1MchPTcaXTmSSMZTDRCkJRATwozEJiOR4aIdfFwEmvDsoYn+u0+nYY9a4SZNh3WuWtGo4VXRG5jNq0tQvMjF1gV1LknzkHb0WtVIk4Lfq5i+lftViqgBxsoWgz1NM3EEyrEabJpJmUAzvb9eNBymSYsxYioR6Yf38UKBK7VdLoS2CEmpHUs0prLqt3ofRKQXfKG9Se8j1W9qykc0k2AWjRQpQNrwHVp7AaWYhuLKTtlVWz6njIVxhwRTEslAwKiYBMRy0Nx74NpJMQciEQFZLeC0aBCDHj9SAKDrFY5IabuzDd46hxM+OQIUQN+LJNmM492pfzAd/QBkVCehEEnvCfk+RDaTliQ7VhZE5HIUv9YTKjF7VitMk0zLwGGQigcRidk19MyrO5tqMcCV82KTIkvKzOJrqEn7xJ9QCPo835Zm/K7Tp7sCyVPytsEmNcdLLxHIIs0BwPs5+Ay0qVO7k853wTOm93KhpzwPo6ZcwLXoWfuzTJqLQToZUDctvkyMlIf4m9ihEd4vsuX7noZk6ZS4CxJBVv1wiV0P6F5dbecKMYu03sg0zKGWxRXuxpMKpfQocr1A/5R15LSzlWD1ThTcWdWb6Zl1KJS4EPHx5rMxzxtDCgMks38T+n/0S61igYUE5vRkG7z8UV972qHSiIgv7TjR8DFTuFs5ak9EEszZ4HlnHa9oOGO2VWixEBZKxqLw915BRvOTmXGc+syJ6Pc56A2itT4n9giW6sjjKBewJSHux1nAf8aEfVt0dcl+HCh4fZpolyuBqpRItk/4LC92beLTSeJbh4NB1gnSnfZQgAotCTMZWT8wyMnqcsmgC5jdlF2ys1TwL8jeymE5db1JVRmT/JdkXWvSx3mftdJXq4Qa8tsiqn3zv500iGsdnPnb2x5JINuQ+UBy+aBv+jg+tSDNvG/zoMw89IT93WNJrXSbRLP2g4a65ImZ0rYvAwP6xgqUW+lqna801sCUMi4Z8gGcjC0RsiZEn/4Nht46hNjuJMZn1JbDRlFLQI+o/nidkbWpej2aZ6v+hVSc7QcZ9eTbPpt346pJYeIZ17EpKEm2ds6Cntksa23L0OeAXBwXI0U8S7Cn3BFLosjW0xJUmnxWsAIgNslINwfbGKUpHfNSZFgaaZtuJcZjWq/0x0QxC7xZgMPSC6Szy9lS1TtO060x3oOLq05wTARuX21SSTysaj8g0lhy0Mu7affDG4mXPmvAD4RXHXqzcMXLN/nIIM+9vsJvyqEjDYslwgp3UVCp8Jzy2csLirM9JuSYQB28axMKyQHduTp5Ok4hNYK+rJE7ow7XQnYf35gAJemZbLI61xn7/2Ne8Atvy1KYX/inS5+Oe5OdH/I96InZ+EAx/MZXKkW4Viv9F/Zh2oFqwNPxouCPwthUYXgX/yvzdqOPqctCNC2SOvTA6CQBJkOeHNr/BwD/CM2O5WZqejRJV4tlNkHFo86sCU/hgMrpDa1YwebghAv7gRuI+hld2JJBlGnQC4rqMYZHWaajMUs86JxDFgrd6Dxvp6glseSLXMbxO+EB2ZjaTHv+qAITOn6wnlOK5isgushoplOv+BtXPZz/KXeYJX57Gy+7WUTXvcKSl9J+T9u8lah4asRY8Sq8G82LP9lwBCmE6YrUwcFjd8MQRVv2D3iqVmzlUuhuVte21nuJ+LTq+p4W3ixVAQoaLdlCgxW6faUg7pwb03QZkFtwH/X86HX43WEYFM8sL0avdjhmqH5R2xgjJn2yYfwPvlPmg3otBiMULzE2WyoO7UzNw9OeiJBMT2Yxk+Uoq/tdIHlIuN0wwzHB6MQFC2GZCxSonMzqkIrWJHMtZXyurMKuhjh54M5nujRqYGgWBrvCSVYbyRCwNJwQQMeMVlFu3q0AT6P/rId7/v6YEPy0/DTUZVCiKUk6GQ9bGvIWc0Mt6F03voxQLIFRpGX4g2drkXVZ4SOH0ZfTx6Bc6mvrBn8RvfV3WO5p6beWUSTIFC0qsaNyguv0a0Ql5rIUQjhAJVO5wLtm5mM3D6DskuxHitIoOLVH0Sm8lK7HYromleyELHh8QqFYdkkKCU1KJ7bBBIekUq2KO+y2bHjy0iPLXoSKK9qLpr7g/oNApbVtBLJG+HHTRAeETTRINg4pzeCkYL1BuLCg8POJdhFkvBNqTmzIq9csCjawRYTIAC2A7INDQjz38IzbIm+Mr3tICxTU4iruSb9yosj/9tGD7K/wiaJi7byhEQ8q7/PiskNtjoC/hYglDnHXIoPh170vtzFr8TNDjiZ1+gr0utOqbOWoW019Gr/+a/4jSBllELWKnJ+sJAn8MYzZJYmVGsM6lTshNq/htY5jmnn56AzKjEKI0e+MR9xY9yeyWLazTbBnHadWVHFe8Xt5p1Fzh3bu25xr5rNcORJwqE9+uOvroQDjOxnAfLGK46SmU/EqUuUOnC7cM2yn9J90yP5jqQmjECiafnnEwOgwIuLGyEfGpQCZyi+ut/d0acvoYFfqWBJSegYyDI/MQVF+LvTj2nkqXU0kExNLo8qdQ98i2yKSveJtB+zwPNLF/YeswZASA9v+UVBxMpVt1S7O1naLTEOyeyz8TUEVGNkdkCVE/N+EO1bwkSrjdmNJpGE2onZq7TwxNtDNWuPEkfnRVf+QtzJddJQCCO8wkBHgSdY15ELwQKx4xrJ50a7PxNxg90Tq/FA/TmuVQWRf3Qo3QxaQnQGLUQqAxKAR2So9/5X5NGQfK/HFaRFtkFLgFwuqNXp3f5ulPoid1AwboorEE99JfOn9GYSKfs1R6IhhhkF2YaKrqlTIMeUaTOiJY9PRVIySXlCPn+Di5FWqpY2hQhpTP0Ic+wVs9VvS8sr7rntW+JyuijxOi3As1ginY8QprnwoknT6KCUGb4Fbe4X8yofY0Qco4DsvCCUTVyDnTr7PtrJYKc7BU2ZdKibThsKngW95U+eogMpwFDo9K++k8o9/zAbPmeUS0P0QHoo/cMeDfeW4nVRtDDl1oZI1Nx6MStZazqLtwev+M/ZDt+oRSuKav0kz0z4049n+cZijTbr5LR9gSHjuYHErLEtSWw8k01S0Bq6Zh+T+mnJxyV/7qgBy02XFx9p7sJmofYbxqzBaMNxxCfWHvyu3GYfr9WOvWjuH+vOCvgi3JExkmhKTtLJ3OlecJ5dOBzUCvLBkTymgmxc6fzRaZ0Pwtgk2t+lFaL3VeDufSKgG++mIkZEYgDFFUgVSUDoh+wTtV5Pjb7eFcTDE5uKsol0V6z3FIEqHMBFXR58hMDQeE3LlqK7bqkiSf2Dm9di3c4Zg7nKICy1vcsnYYJC7sLlby0f8C/eQwD6PXqWZv48HVJH6QwAQpPhI7VaIyirFOtcIICapFx4dfL8YcbH5YibEYn1OKzwbZE7W6qBsu+nHp9OeckbqWwpbeVA5GOLWTqdUvmm8wW45/Ihgf54l1rnAkkpZt5UhQ6RtF54TMEOwXvLV8Mf5rrjLk1199Py+E9BbJ6Uxmp9Aa7t6JpZF7R4fUYpHcj3omIMIqJ/LRzfNpwmfnCNUf+6y3mZXtuZYyKtDwUAU10wrxQybkAla/R5RmqBBLVlYcJyPp0VfTcbp9HfxSXUcjbkWO6bAYNf26ElPaEo5X2OlcDltGQjaN+yxmN3jUAjIbZDpylk95mDeENK1pRK3az+I69xRAlr7MQ/Z5MrfDumtTr2sgMKgyuQ6j7PcEDWYs06a5UNZtSNCQ5f+KhAxGJdDrdYdsZPE3zhD/Y2nC/N7IullLT0FxDiUaCFdK4JxOYaxwiPM37uaZSMUIUBfxjDzYDl5gZMvSGrTDC4PxBjLLDc65RxhLDioL2JNwpmt7l9bWUpni2VRnNiB7PMKeCCLJWqIfC43zFDaDRQCYy2IzOSggTf0nS6eOK75tmjeuEMZRJmheaKL6BYEWbP7Y6Qg2xM4kW5wKAXSD4qnJU4WqXUiQPIpQy2e1o07/J5DrnVPhtLl1RrqIRRJD7C2tVSc0wmU9hkOuQUmNPQiGDoOfa4Y0jke7bWqw74t6aOxjFCLBfC85Wm/sDSrmtHGOIzf2gjvlVS42GLdZcrJ3p0W46Gycn7E26CR7CF0Nj8QI9mQcqtfazb3xhdxWKkb75XMUiYfBHOmrDq7Ab+65z4vLUGGZWJe+EOKKbMW7soZS6iJG3JxnSyuZcW5ztjMbhIECCSoHo9LfF2MmZ010ANca+jUq4fiLfHfw6WKbekfaxg7c7i8e8aA4U0ZanRDURUVlj2+B+aw1YdMBrmkwLKn1bOnD1vSdBbifVezxcdo4NiE54hVRaQeSVVJTyVYTd35lxtklB1GZPkdXzwR4rQPLvRjoONIcJEvnFK75cZLFobjiDmm0G4MuKgxbusPVMF4uKyNV5K1SEWq5C17Hgb1evB9dUoFqQe54SZg6GYP5VBmLOpgUA6Qkg2UN2l5g4O76uU5nsZrLHPJUjK5a6dIvlPo2/wvaX8hlzWt5QnGK8bdNLC9t87HBHbOvroVumjtYk/he08Lslw4FPYN1yleIuYL1nlmv7ZjjY5S3ypYNs7WIt8nhfUFjeoBTLYhJiiUX/1dAeH46FtrG0bCkE2AUrERC5W6bbWWLDa9a3ukkD2i6LFvEUekzmSDxPJA6O6iW2ognDCgnOBjl/UfGDT6Ac7P4Vvob2ozT7xpcxFBeuh6RZ9rf0RKtLjd5XNjhPa9VeRLQg/YHRbGJyD+RLAGl7rN2FcDJXy9n9VOhz4J5x08PHKfuMKFfkGF2+ll6aw1RL44AbLw+5+n4bZaAOLt6ZPuJM6nU8F0rnWnhIlHDrv8YbG2l1FMi/82LDWdz9L20QTySnzpSEnIEXR57eWoihiCxgS+Wpxb6n1rrGCUCw9YQtjNZu8mBPjCgH1qJH/qYFyPkwAtH9C2SXF3pP1LVTdBdvHAieG80ZYK2q0DlDCxEwtvnibvDqr71leN5Myk2EYah2g2yYnye0CQ8APc/L7LV4rNDctyHidAmaTODKm/aF2xyJukwGu16HIZdnit5rei42glZ7dNRj4baSCleRM2GPsvGTK2yP/+xQFCsnrbBWtumUGIsZ4ADDV01s1ZXUzXd4MxYYauxMA4p4STT9pJQDwZ0zBssYj4yDc2TSTI6vtcrnRAlkcJzFu6xEB+/48dSr/jkEYG+e9Apu7kPe0phDINSq2rM48UByunLX0BWZqMToVOZYu5NEEy+U5ozfqiXYdsVJU9EKHbv3Or6Diudo7PG05iO3UryebU5YPbXzcfQhLvwhKhB+iVGlik9N5U6RcAQ3or+sF2M6i6V/u142c55qapGKUIUb6jcN3IQoaNSO4mdcx4wnw9ZKgF/MzbUqZBCj7ga2JvZ8yb748+lIqq4JfUZxakrGUDLcA1JSVcJ1XmwB1TF2Gm1vy7LvDhBqo2C4z/kvZwukXLB1rxGQ/Le0ZHq7sCZeNJSWz65N0/o0nFmRSy+hB7r+4+mNwTP9dYZdn1cfbQtWlSfORRkhzJIkfXsr0oHAJaDVl1mlKHeDvtjgENJ4KTw2F6tZ/XeelCfhctHnlJX2RTv2ehJr0ZTYj7FSE1lQuoEBXxaGluc+imbV38F3EzmX/xqScS2Hf7BMugGE2rQ1NygxcOVtQd0Mv8Z4PCkZS1mFvj1w0AK5lUkcnar7sSZTON1wBVlJtYNqGH7qOge3dtw1KxvmigUFV/r+U0+1DMgCvgJqAYnx93QjFWHEQYL1jHMYjSmRsRld8jHKRimF1JfST5xilVEzLPInPuDBp14JUvVxr9AUfcLVMETQXkxCXBANkZX0sOWuYeGdmh9XdRchoJQAyo8kbRg4m2isp20QaciIci9bc2UEsekm4omrCGuxY9XG8c97i6qwGndMTalbB0qbqtxodPaTjv0bYW40KHQ7tH4HZ7AlmqnGzwQ8Rh5ENOrAd2clOarhVA6UzVPsX6dmldg9rax89InvP1yHoLtm+NubFM3bxQaMw2oXcSrXzFvzjnePTovE9litxBkc3SkeoGnP6JjcX+IyskS0T84hO8UKjWerhS1bXsVMcoryo/uqudiopRjCDYyEF3302ApNbnMNiN/h530pRWfEkyvIygPgJ0qbkZKFXSiCcRQWMxogPDfgNeKP8/WHY3CYomW8lzowHFcDsRu1eZKBYrTNKdtzn4aNKVP72c+vLnEEDCFKnUkLwGhcgaUnkjHFsBLnK8DzWjFjaw4AJL1bbyL+CcG3a4Bd6dXdqVwWHXIzkfwfUdftMZ+mZjSOD/OThYjE2MIhG5CvviL+ccVELFNWhtj1hHwD3t42Ai/LXgJdJHkp4pRigqogd2fLdxpNwxT6JJA8Agz9VXHfH2elrUgY1xOR5yYmH3Tzzq4v8yBZctTx8WyOcrtt5eLzd4JCNOnd3Rwu+/btJUeBS7kHrZMwhr3gdp+a9b8kj0x6kyS5NwgI2/7I+8cHSptkA96vIcUMkddhWiS/qeF7lOg3A98b2+FtFSWRjtDsNukxxQXegRkbKZLCLseVls4fTnl17KJH4fqeaVGIM98TVgE9HdA+gpEqW4g1ubss6/2hCbOiYQd05/bADnbbruunHUg2bP6LI37SUXxQ+R2F2wBhGlymlp+apdt0O1AHGtcQTdcbA8D0OZGWwIXAysEN/42kt3nMn1vZn10mE9Mr/qwdEakw+4gTXEmePQSTv7p7FCVfAXt3izCCg1ia7w9VFxz0Xx2CwDse/hd7XLCHypiYFus4UK2Jy2DEuxFnwVEEYQSeo9dcHiHJoaiTyYXOJluUiRp7WXTT4GpLDw6w/clwCafSfDCvLcoOhZ3FbCbNf0Zgv+LzN/AQT5P3BUwbQtrZy80etk7zZ03GTx+5WVoVNmz3fKLvRT9OJzBV44GPnG547b+7k0QjGLAu7idXGHwlnThCeeo4eO3ygV2/Y+SN48le0zG5DM0dvYtAObreVHk1V6f9PxJ7llM+iNkyGDPutCpvUtrP7/l95KjIYfn/AZK4iKKzM9GxK1Rpo+Nq4tVp9YlHufs6Rn81nhLlicBNaVDXEd4fTGmhe5OqQrCtUNgmR2nsuLlhEDnwncpFP7ebia2xo/kevBbzqlE+a3ITKKD2OJrVWR8+bGuVivsd/QcSYHhSa6c0VpKJmtXoGCD6y6lrQpjBTS6UIFZDr6q84JSTEG7sO85ueDuBPp/Vbx6j/Mp8pOgr6+cz2XPzL+Yxfn7H8M9J+D9VQcXM1HXFQ5Gu1HjGZH74YPXOlN0zAKzTQVpqyU3I4JaWWDYAZnYhLf1GSw8RZM2vZhj5dwiIi1C7vmOzWnO7JOxEomHxRf3H1otko87fk6jHAtZEwX1wHBEIW2IzkAsL7uPmVeC3cPKFDlIapjgxN4IEHks7n0CkmkvWEanwBOhfJp1YTTjLR+nqj2K56MFXntpnegL2tpYMhEMv6yBnb/8vtRoAeZVIk6Fnca3NvaoT6G2CHkUWTW5vzKQnwrD3wy5wpSilg6x1B7cZ5UPup03OPWcpZREd/PZIvY6xzjHi/8J+9U5Hn3oTkgAvMT0rrWkCBNulWprAeJSrRzRSdNJ/o3uzIEtV71Af82/ANNKr+AKySkmXQtBUUfFrRUmLUVy716wqqsMe76OQYDiavyZCeKruj8VORCyhLNafRy715i+iuBffmsKSdQ6Vkaq/B75y2GmmTzdzmobtxcWrhxOpUZr2cb6VYLfnxUKKYLMoCw7aC/mJozMHY7iAri/qjNq06p4TwByycUX4PfhiUFyMWu3/fzh8e9n5X+2ZOn3c5z6pMLs1d3iuCXlm63lSa7ccghokzR+LJrDbPMrSERz57ZBz3oXf4QDCWuexbmoMc/j5S9zYMgol6vc22gWjGq3Mv3xM8VOsNJjHIu73u4jF9YQWd42dyOCq72a8AkMvr35LV0icpZaA/9H6sjhtREcPAGNmGi/ahitX/iLgQUKsMf0rvzuTwGChD7xF8C/nRZ52L5WVQW1ifbzRi/jT6qV9w16I8B1vqMva/eWKb8G9n3T6yuEeR1jZIy32alAOgDhc2gKVvut+x5wrkz8rEDy2mGFPAKB61hRI0TmhGKWuTBvRc9c3R0qbmDAEYj9KKe9C73o2xoSRYPDs5+MCHxS/LEjGNzbFxKs6WwnsdWeAVLUBmMphEZnKBUCOiIDoQR1/1HyaOPFwXP8ftDCJhX/3p0Kg1bVsygxGQlnYWk8qpxo8pI3hLjo7ttK1bREjGmARGzNP8kcVjAtV4wEyqe65YCYlJeD78+My8kz8VU5t/lx+a3qgnSwJubB/nMI5WvzMQctactO7DcD0yBhoxri+ctHiZUEMaCSs7g8oBtl4mfKI72SXOFOKzs68nIr7DuGB3j9nxKvLrXW892PYQZdkBRXviLZgmH31bP3GRtTSTpT77lZo0x2a6qBG/ij4YCOoOLlSAfV3HPzfLbOHSsb0KaeTCOkcJ0I0crHfN649Msio2Kv+kfhuQjk5W8ZQv8Twfnrgw0YI88DNfP7W29/sJebuh4+8O79e2oYrbbT2B9o4iSGI3KH8789jW7PYH7yWb20NgujSMjZtpVC00a+CHzMhjWphPaPlT9RCI/ykn/nMWNBtKhyDClZY66xvrrM9y9vFT5ueuFG78zQBerTuxf5IrSDrLM5x6G2nXxV/cPqbP6Pe6hn1+zOJ6iJlqgcJAOj4PYRYPFNLnolEFDCxvixv5+e22WFY9FdcOE06ZFyflmj1EwYDRNp0qHh499spCR3i75FJY5oBTfJ12fHlF72AKR/foLq5PgDMGVtR0Z4kTqj+Aty/TtOfA7/AqhJYsEaAa0MWe/h4BP41vjHXS4MW66+XPARQfDK2sZPtjauVXjGT0FUFlcsQEpVcCJO5iIkJhhkhEBrD2eGqNPTEXfIquMlCCqciuwbF+ePKxrP8cNiwL1j8t9tB88y0k7gWIQyaW5Tt+JJ4w2vcJt/lBmsnytaEbdID47bIvjvHIldK2ae+56V84Td22KDudn84kL0N/YXGGOt9Zz1aOkBkr26HO2Cs5kisFMYtJ0HaHNmBzDbLQ06Kmxv6q3CP1KcGeRT8KnxjT7SavT8fnzcQXelmmU42HsuyA4FFoaQI8tRsKN+XdcgTSDxDBg72a9fyaas6fO/qCuBoj0sOVpFKzp7VgwHX+jtoyf+LZAE1foJ4rwIkGq9sl+/3Jvy4gtI6pAD1mz1xOqvKC4NP07ldDhf9lLSRmW1PN8XEVsKg0F4iHD8MXTr9PUjyWNRnEdDnFpgESLgDo2tVz/CPgzbfpE7uc0lvDSKeq1mzLM87tcGIp9SNMrog/Yufy4hkAAHwCBgxFv0bM7m2JNUZOc28WC6mju+7e9veYrR/zEWPPRWaEgG5G3dO518/gII2uFTinHjs9nkLWcUxo7Pr6U08NX1YQslQ9Yvc3TBdeNBI42V230e0fcMM/+rsuogloHWmvOmJdOiFcl96rXQPLmDQt1dYIUuBHSqmoGOwSGyvb2fPyptfrlfQMkkJQzcg0vaQiDy5fcxMsjAL/6NH6Wnc1248HZegnfwN+cXqRGLD53VxPZUdsKxKk+FCLoXmWFDfBWINieGrVNTEcf78cnolCTL07bPg7zrAH5Sgo79onayeKopHnpAIQMhj15L7hTDddwaHgK8I5IGFD+9yy2+h9o9o0H9LISK8zpgfyQkGYP4CmCr4UAGxha2AJ3/SttYP0Tzgov0oRsfSsmn3yAdMAitZ3M95QuiFEVwjr9qwI8khSkYhgUOcZSpa0jDRqi8n+htxMXxf/78hSH0CEUQMm62J0rfxfoShXNPQahQuV5fTtlKvm11UsrITEm+3nwf527I2O4FNm1t6JtQnAp6sPSoJuZqkqh+wtw3i63wvFzm0Kx6EbmqV/BCKe5q+QOMRwevwx18EuScRCrj/RAETwLGa3xLTg3ruuisz2M+XzkSd1NiBxXXH5qkJv9/FV0NBPdSE+rnbADMcdvGyi8HKkvjY3z/uN1zERhTS4FIM75CYekVtrFhRPt1bz8X/94lbCHMNb5u37UrWy4oWIJtbiE0V9d6csCxfCYSqLqBZey+IaScC245RwHCIc6NgE7RrmVmfbctLeHbJRbg7vXV/vpkY5FTkMcvxocYJNDlBIVQqIjUdu95oZn4VG0BWkQi844Nql1WeqyhPQVIJpPx/mTGjhdLh6wS5UObpYUnKGP0vabjXdQB5FqyWbmEQcRzLJHMDLcAw3m+DAsZ7aaTO5tTHL9RwBmqWPGoWFTvtTLaiY9F5x/TRJfzLwgSn4U7psClEbnWCb5KXfiKNNvbRv4IH7tdg947VHrm+Eu08Vj5Rs/Qg+xvMHbj9QmEBEN2YaZN0etKK8TnUBtvo6EulF4bcUBdYpbF5kPhJWlMY/lVzgQCIYQGSofBg+ywqhI7qPIbQ8UOLCdb5MarmuTrZHrHcuRPCw63F7AU/u5QGJxqNM++mAepn/reznIfx/5HQ30C+r/iWRxL1X+wHkuDgbUdQt7V6jUm6liLRUyKbGbjdTdV+DxrzD5Pii3O9tSb1HHxENDeAcE8YNp+JJhLG6cGq0eDhrk5z29l+eA7672acjRbPKOKxRgvViLpfJDhRLpf38EoVcZ/t+DiHCnQhW2t7YhJUebnvGtr79nhEy/7P29FI8qtOzDWhEyYak+qiH+w3Mv2WNAytZ2DWKcNJL9KNaOkpBorUXuLNApwDOdhuMemOC4WBR+Oi8nANXKIQ6SWe37KgpxzRaptVNP+IHeTr/9NzkITe21lKkq1Az3/4KxXL0H2IjaMD10KT3oRsuzo1NRqTN0j0UQ+F0uYOGltoxECWJKn9/RUsVxJQLe699NU43BYjv9LOeAWKdE/IiKAaiNJoBdi9/OwsIFqMWnoxyUfrVsu9hjHGreGOnvfKPyPZbC/BBy3ootmLABawQ3F4Gm16SUOFEcqwMhOttmlnwR8goXvDYHeEK8ZjHz9QbVWjXEBap+/vOb3p5XTxqpPBrryWh+volyLfboMtgt0A5D4NxjAri97ki93WchA0GKXfeZ7WlwAkH4CMU38r4JDdH9yJU4b69haLNUjs9KPw8S2UWVxsH5E7hi9wQYTfdhsCj7FuRsAXZjEJ0knSztTgGLvpbK6gJnPr6nZTAyrgSSkNNW8T2k52iB5PUHgJIz/VYt/8uLkwKSMTosU2MTYrHf6KvYVeFnqelOgIi3xwwJMa5esYyVcaYAQvcSmiRhXXgoGRkOqXL1BvYxQ9Is5jGnOQb4Z+Q1IicM6l6rp6b8PMSIt2NjCagpHB73Ejjn4YwUx12B1GB+mK4sWAzDt4yStpv6MD0gIBfGJqC/Bj0PIEKyrkA1LCwWH1hGzEIMQMs8E+ZjCQgi4RtGv9kFfrA/iZAl0F+t7bQyEZ/hdIGGBnZSBY8MbaUpS/Gy3UBBZYMfJtOXpntErVZtgJdO3O+5uI5qnzHlGez69gHfJTK1nJmkbK0QYwoxPqIpu0q+k4sb/fQkFPp63CIfqPSbbYvduV4VNWVu/o1wYYwPYlih5Bu+HlX+XY6eekSTJY3TwJxzgC/pirArHpA06GrtbeAsYviCKmrkHohPaK3u6CEJ/902zm6E8Fthin3lzHcqrIaGlt6FGKIRUGCpZBOJWFp20FSFkTnXrRrdzzJxP5+luU/1Z4Ykkt3v0825xkfojcp6IwJiTTKwVZF2KIXAGqTKd9plIHMqprPvEYEmUNrbL9fqYU64aV/rMHVvM6jBEGfTMgnsedxpryznxhWg7ITZW5A/gXHn5PLKoOww51uAnSsmGc2F63H83Up0JBlheSVtpdBhEEJd8GD3+8LzOG4c6evl53/QVwQ/xVJOydrYiADibT7ufmy6+uF0ARHmXA3sua0u4RxBwJYNI6vbYmYSODTXIw/WXaahNijBBOA9Io5mjv6d/+rdR8zjrWKz0h5ejSJ4UqCCCUjrlfVR5X0TciGQmLkESHYqrh/S+/bmOku70alyqoSztzQrhZQCrjQgHt2JxZL5ukq0ZI4LQJmiOj7GMrPnq3NCw1SnCJhO8LtgICb9z2Ngkz+Hx+cFVwLbU0ydCo7+RCRzBu0s+szrMmPsGMtAOYigdhlbwT7So774BSGD0V2D96UcuT0AUmX0NzqKpoibnd/YMbEiqz9RHqVMZSW1kjJWOGXb8ijF0iZ8SakIHik+H9aEEfOXSU4v72Un26OVxzwpgreGXrjnXUsp80tZqFDcVd+SRBJwhnlDQo+TXJETT4OU8vObQlLxjlliuo5qLIYnLMoLHZgRHFQW+gg5vHdkWaV43WMh1XpRThH+u0XzbVfmXHM5a+cVhVCpNUaBwObkmKPRAuv7XY5XMg49mJa4w96IfNRDwN7jfxbkisDdk8hJvTEuiY9nycmXgu2762Uzb+Z9PGnKW0M0Q/Uk9jNb55jlLaVye8+vRjeItlz0++FMErqIjn31yX2726RIzhAkvy0SYqjy4k0Hcn9RnxfvIxdgYNUQRSa66B0wSQkoSi2Fnvw4SmNbyELyxHkEIiVPi6JLPdolHYAVfi4KbHjI7cuRpzZPw3YZAChBPYq/S9g3snhMCl5efsF8k9/LB0RXcsuUvTBufB3zsCGUG8Ey8uwXi1vY6PES4/piZVg/WYl/u2M5kYAaeRzHO7i3EksjgWPEaeR51mTAu4y5I4t7MZq+QEKzjaq+ExQwAxwKwsniZaJQWaqGXHZGyyw9oWpo7S/Y4dhHUfOAsnYiweOb+z/WNbfuUCoXtvvW5K+4IBRSbqQyiceLs6iLQlCF2mil2kQ5IQwV7pPgA8Shsa1FdVyswTaki0QcgPv0WUI36n0wgCo/KUKcT7Sf/VJgT4OZ6fgcXztIWFcA9wSYxydumOKsPc5rbVlDKGzUQCFhmdiPHm7ZK2K0cYNSDh8xma7L8FDHagy//vlXLJI3pnbuaYHJeig0OPlHxajsOGaKjoaRJ7PC59Ywkz3tCQ1iYtPjGYMX3gA3DHqQ0vHWHKl8mdKTxcsQNW8MqF6J6XtIWZiMtEvOQFmgQAL2w+p+HuBbTPgtbD+PuyQcBTgMt4Nk8R5599MWjRrPw7/Biaph3knyvWFbEll+9o60+nUv1lwUU/DMATHt19cJ03UJVspfSIcGh0+nzJu6R26mDXgoJO3Ws/tehO65gfeIFgkRzymNAaEyh/N9s5EiYIFJ2tIR92+mWPwGLaan6zaWDX38+uw7poDBA3annzsAAwOV9bKbGMC81C4bsNyMX+tpDMIbDpvXXhtfOjKCIFYY742A2pDjxoi9XVXiVwpLE20myJ2F6MJCuoDLzNxUKH/UEmL/zmVzB/nqylcWRbOLWheb5KZz4ComXQmCUGGYh+5XjAUv+HftZvIlpKT/31uCpyhPh85uHShLLuZoydsPgNU9SHq28VWpYI7iNE9IdjyFxUaYVKMx03kbDdTyMFZDy1R3l8JRX9n34K18+vwJm7vM5YM6PhrcjIloM9pYgg2evplsHuWLbeLmTf5OifZOtF09jpshXxtH1illrmD0wkkByn7rYhG+6jnIpRYxhR00e0yHS/esKmhmwUYucUnyA9axV/AEY1S6XTRDQ5vM/9ImcIKfaEPKwUvZU4aB76SrawaD1Qpx5ly94kloBOn+g2KKpX3AJDrL+6RZtRjGr4PC0uCh7q4Okdh6jekA/F/JsDDWIuvCJb+4P1inHjPyutss1mWHpx/PA5SsGPEdXqJOKejpwJjr6wmPL3m+hQEdjyJYVkoivHLV0xAuFGIzHSFWlkKYx71F2cSELzDpFvZwKRPdHCNr63lxbIwqT7Ygc5s4fLI9AsLGET8XQpjJDQ50Wmikmedn0xfZHBPRHBRrb3Q5Cnej6u96aa9+kVQrWse6W3zspTB8KtdCwzMAmy79Zf7fjAToECQAb0QlmBzIb5QGdWRbPGQMP881QxzMABor8eA+uhQ8vWmzPqVtwCeocsQBo1Cds0kM85vGjD0Q4hbCrTgIjRwciSBmv4Hi/86h7WS8NNICcXIqxyq5SA7NO6j4NDuP19DdeGjh0dH6Lxlk26eJAHhUQVJq8/h+fRrmnXiFEolI8QSokfDiMm6fTM6mnf+rCxGyrMcen8dbjhDcHkgzgDT0FZvrQb6BfyURBL45ASM6brhBljO21oJgMg6DetOe/LGNF4igXTzGv+EF0PhSl/T05ELv7mG2dGGuA4EXrU27zylZqEWW9Q4+NMqHUsItZZfWl2OF6BOGNBoHz53osOoPwxzl2TUJiJHq9pot2Zdb1M2+sT8EZMS3+VI2sr5eappxss7VzLwO3FwAQjFmyywP0YL4pzP6hbCb0hIyorxSVBv3fUianRQhLRO08NFNHxXjeoHRuBEcw3Nmugt75eqEFpf40r7YOL6YZF5rfLR2Dv/T/J3cG+QDghS/5OhzZ/Rx58lkmbmFfB3WNYVFW2vX0OGH2MWhqWBA/iDduCsGqJIoU+rIK7NSLa1ghrJbwKZIIW6sXmoNZt4ToiGBYf5WiwwEnQu9zT+0FsYYzTcWnmvZqSDv9kx+b/66Oajk5nwX71fxwBMYRUtakGgBXN8oqm3u2E6yRN3XIikPnjwBLhZVbUjCVAA+4HWG/Q0msLcjEaNH0jiUs0vspRKZ4RGODYWOkh2P5V3zobMrJJGQLglpzEMZ3oA4KHwLDGzYQ7PQ0vxzRP9AUm7w5g54/4g8ZQ5z7GA6xjcSe4gZZMKZckza06z249ce48dxlBylgWPlYW2jXRo5IyDJgJsUqdKi1XAYtbNIrQhgSL5/Wo6+r+W9q74qhTZvXPPUPYSV7I61JsENU6mo1LJYJ59ffHgFxOUhias9QzWqmnHO12vnEBWfl5eofW259pGMonlmBnqz6lo4/BfXCOVT4ycGds4vkE7QfejUzK50YBRGGiG9fZpF01oV34xcrWRE0l1ki3asem7AZLvUEuG4vc15u/X698SlSWzzZXhTjpJQnC4Z0g49XIdb8szYlSYEeL25mlg+31xkyNZDwl7pgGpSrCwE+bRtOKgMWyZqRWOa580kQ3/Zt6Zc5yfiLmgvxIBC6tMQRoBnpSed6mA9wOAiNEzF3IlK7vjn92ZdPQl6jJp0I6gKRo4w06bbuv4KisCu261GY0yUuncSc62PygynBCKLplGYLWuDR6MfdRppxENOLt1+yDWvaH8bvXwTgPyeXkhTqP2XRHsl8gDJoSayU3JNZnuX64vsy3cluSB6uusDPmPjBYiFKarfEYqAVmbtumLNPN8VrIBiAVFos94iyTjVwsEvCp5D8Ugc7+9KEPT8aUUDnspZtHUIqR3ltjqTQur1VZOSyjyMA//iQF8kOhl48ezZTjbpQZ6kNgzDGlWxQDi1hkYgAK+h9c7DSjRlpd/Uir1ZyShuqU7vm9LnPSdFesSbkGrhJ7oSmWN8j3ZpSsVGT2wQ4XolOcDqireFx88w2aIL3df5msMT4NnG7TeennpB6cH/rXc2Asxy6AIanxwb56RvgFRqVNDYibClFreFnBFcMAjpfs4Aq3kANIqKY2RG6w2HmsFcCTRKjitq63zuaOVtoTU3elNOAxR5obSd1LoIU0w2JM+QzBKMjPRTgNZ7KC/qbFIQf7J8EuCW1hpzUbHIjWxbMxbjjZwYZ92mNful1IsrnT0+zLynbQe9mFlD50DZqleAfklQSUMacqtQe6T4azsTQGhMuNeHL7LOn5RTyNDLcnh8zeyFGDNMtiSm+m/EVzefyK1sgQu8FoZMtd/xowvuyu9Moi4+wReBjtTR05WBcTg2RhOdvc1a2plDKd4JOMAQPoDxpSRG+wMvnLkbObi+SXogJnB21hXqLcVqxQ95IIO7fLMSwY7lebQbXX/IVtcv7YA74V+owSBpJfZDhXQYpkbg8eazsPrEcDnXLME/jfO1vop+LmBx6PBdgGgDaT5WOZi5ngh2SP+GEr3MgHhXPEarYqjWSPbV2fY/gXUB+V60wV2HtQbd2Oa1PUxUC8f8n3nI5PSfhxu5NDS1H+W7in8BJMqSDg8kvVBTZtuvvpXNrQTTJS8x4K/aZqFH4Qip3UQBj9Gkf0tiIY2O+OHQCZ6NCx7ZFEKpDxJPNSylkrds6aXaOYfbSmP33yGbx1fwcPxHM+08VHum+pS1CnRzICg+cEYsO+Rk4Sc7aIYpCedE+GCNUJuOiFPsA11KnAR9HanzAgI+pNQkEWmbwXBc4yhJ4hoTLfXmKh4/K+0qqkIrCnwtyu5o71lTzZeq/6poB6KvwwLdl133VWVDaxzdSDXgEviijKqEfFTMVjTXs/1XLwU1TXBfR+o7LaD9PE56waYTu7PTUxmJJTngEHNO/69zn2MXX5I5tEUaMqzg/lxHg7UWltpHvs20C1H4+dR9EAUYUuJuEFtccx123+qDTW2rCk/3BUdBma2IzaHTtfFH9YnBVEpziO7I1g2jwj9vdjeOYrXwupQTAMLzOdbcYwHyZBiCVo9eVdrRL0B+fviasgNb41x4qCDElZnz4MCVYWOx+q7N3pORwCi756fJJS5OaiIa1o9Jizu+bfEd5lY/y0WeKtmM52IS9j+CxFlVylKNf6Nns3ZzXZxesohB/1qWvaV10rZlnyCUojO43v+Fl97Wl0PTTKyF10BG0WxPpeH8brdNWqPvK1lS6XPdqnpHDacFkU/PEVUU5aYPjOLpjFwgtEYE8c4A8WyTzKYXCrttPgnwSEhwI3eb3vqliA7ge6/6XFkZa+xH3igU8h4tnscDaRk7fCKqVKcGkAADL2LO9Am9ur9gHcymo35wzuF197jEVkJ5mVoPk9tAUForNuyeeIAUZJbVYMptdgeBba0Dj64CxDXd+imIWYsZOYdbM030ZaTVNSBNz/ghEyszlpJlUTSxNLFYy452iYr+WctPA0A8iIuxuhH/t6cawANV8Je9fCgU1PH5hHYQo3TRH1uht2WUptuURnl5S+bO3LcJKRW13V4FS2P+WQwmSlgm7he0frjFqWBMYSD3ZlGQIKrLD4BjS3SZNzMXPEPkPzU52AjcgonXC7bwnMxlzx42wyc9IsHTYi8lEckopwQSl9pT2A8HSwrXNwdECJQXPDzOnoT66+5GHrdb8QTpTwDmAQmDD2OYkwVTJt6F2Xh73ljUW6/E3dqa958d3A4O9wSLlYw31x7o1kS7PZxraBI8v4AdN7XponqExvxJ4jmv9/Nqq9yod0g50BZ+xWEabDdCgQ2/hKSfgJWJ5qJRuiWQ8yYbO0/GkOCygAUkxYFgtWj+3pJPZqcK1RPvcQlbh/PuHy4smbiNqs2ZyBJrcSSGh/vHhDEoa0ngzmWayTlBOz+bUV/hhKcx91kjxa90y4srzCPrLOV2eNv3xsnKGf03rzjbWcpKElI2sDlBZA/dmHnMyaWujmQq+3cvdvp4qaju2VQOuiMn8kMxWuCyQw3Il433eRQ+k6EHunrb7ajKoKfaXy6fwKnJmUUesqNxdzODQKT+vf+7QjrazZZ+7vcogXgBvq+klJx1UGkwfR1g1UfF2oNbSMX6IgBkTN5i3Ocp5vrE0XY86Q350oKn9I3SEBNeDfeI4AvRoUAPvC5GQXqwWUERjqGwZ9czvh5NtpbHRkZTuNCsNRzAgKhp38VJdIClY/l+8wjWxk/I8RgAfYA/f5NX9VfzDIrtT5w4NV6uEMeoht5cGUL7nGWHu6nYkvlR2wynUvMRt1y3bhPcnpYP7MSNeFBVQcwYhHQ6MttUFSyTPfOVTfriowHywNzqZPoLqhC1oGaag3S70jpWkngSc+1WrN4uXZiFjtHN8o32CxQO6rW8zxcSv0R6Ez5HXG0ZAyQbWv6x9g94xlZR29/5TdunYobhdxNjEhZ2PCumC5yk3N2gdvqYfFTHGsp+mazAomU/pScNsS0ix1bRjc1dfmHPsSRNwnUnp3v5nW2btfrRXa394wnRIIgpbc8B0fG50SfSclAv2ISj8WVoclbKfsoZW3YtaOvp3KDHMDZeEqx7B9huzmmQlXuvYLXppIOk+mJRgOwYxG7IUn8gmjTPCrIrQ85lypTO4LF9POG295gGG3hTTcw2lGcSIC+Fqq48GgyhClhbwf0Pr8x5F3+TdAL2gD+t2Wc6ffBAZlW/f5FoETPzzpUhUx0JLZ3DJvW0krz774dVPLger4At2dH/cUi1FyUHhnM9iXzJYTQG7z/Pvunrz5FzO/97WAFxOWhY03jg8JQ+VvnZtFbeUbYzaSZZigZRG19LHUlGp1c5HovSEnPG1XGcXGKzSOPLyh9b0CYU7Bg+9+/r7JMogPtgPYcidbpo5jqAuUuLcCrX8rTTDe/5hySOqp1fUWmEVTrbfuYKJbPOFEYnQlkZlqiRhTHDnxW2eRy7fCY6eh3UalOsd0gPD/SaeytPHnq1utxLX12BNs0EccuiPBxHnEk5tI6vPd4aojXhhG2FPwgkilP9fTQatzAlpujaSSFXvgXWaA9+7aJR5sMNxr1CaGSWdW05Z0ufnlZdwbr8g6K81gn5JJeA2hs1NxFsRNkG/vrTX324cb9MCGPrq7bNdaMYIA3KEo/9yG2vzSwPMwZhCQ6w86frb1Fphfq/hS8AQS/ObAwFP3QsEq/8rSh/KX5Q1i8n+7f3XUWfqpSKCsjJB1DX8tq+cQsAhjIV0cPn4Dt5oziv7glZhxu/hzFNBBOCEurvZKtqp5cNBziYb82XZVg9uaJVwHn6gZ51xBF4IKLFCT2sD50v0hTr1NN3I4htAS8QMYA3sewbf2IuqMfY2XvnHM0Rn4WQIYxz19BnDPG1H8zhddXERb3it+scwJudXjoDuJW6ca/nob8fsSJhSz3NQdbdSTXktgASiM6q3er5vMvUsglkOEIMylHoCOqodIvKKTdUpARa7LRV0fJlC0vlO5tXnVeETqG6dQYs+fvr5aqeBsgTQtu8ZTxLTfv3A2QJcaiMTn7DXmhQaPeQ2qOHzED0VUZAu7u8pkwe87BQIw8j+zEEPDJeSja2Is87jj9gOCmlH5uDXrPCGqpU7VNo2UlRRSH6movpJHn16B+5arquCTvMQG1VFEj8l7j3ZKSXHnX4Ysr1T1k16qjnnCztAmefiCVWDgWe2X5qG007MyN414c6Z5xiobMgZoIJBIHLW6J0S2DO1av0Jn0H9kxj/DDXAmJeNqtY7kUFTS5CLdRr/cpdmeivoeHhb7ZRpYolP3qGY8uFS01qSq0waThSKgjahRU2NFYXp0iZsit49gf4Gt7N0qCq07XNTDFebHUnOmYiWmNxOEA2GwMXKS/QugIs4LUtXc66BDpptBFSZ5+pYIqnfo5hn3xQk/QcKUxaoBMGBdTVghrMQU8MSLnKqlxFno30y+Hh/oEVIwrbEDiZfj5lc7bhBVaOfS85y7wNR9yGd5hcaqTMrqtPwjN1Dvj1twiiDkVo5QsM/4QcC02tBZLOJABp/lepN9/82hi0izObl1GYBnwtmDISdjG0PlH2oIuRHwIRH7cCPSUxRhpq4xariw5QhQNTdvE0BaiVlQ7zOVIxDNR5FZ1K2nyryhCj3sU01nvKvjXoFBxv+XVR2UM0F5XEiYtXq8yWDuouDIZFVpUhwbx8UDZHay3uUYUKccDSc/mJXqA2Yv+yuAy/tXXPlhDdijWBlB6UQLDis8Bv6Zg3/KDI7rwgkNElEouMJqt72QyajI0aS8FHFopWwEv10AxB2Jrb3wrw/sfYhgVxYOoQgSSQAQUr0rf8+57lNEbSDF7vARL3W3c4uA4eMEu6x9C1of9I+mil8yl9dDjf4gx9dy/iwj3+Zq7X0FBfzehgDPOPGbhLv9HtXkeWoxIuiEy0nAXMSCdURjnBykCfyqEEqGg7FkEz8m8QfEV3ZqE8FnXio+hkpm9L1yu0/o8XMbHR9PNKlq4+vRClAWH9BzC4JyRoUwVRsoZ4HdoraFpjZgosZNVN9O6hTQ1qPKrBlvFfFNjTrOLUNs6uo83ABRYCfG7Cmn7WFVFbUnl3+2ninKk5qZCPP752ihzkoM43qLH24uDHkADACg/t9dyAVwMD4U2pkxCbk6pvsx/KP882mjGrfUXVYN3BPWfLE/jP91/IJcnLOAlzoBDTzrz2ZsbOA1CB16kf6T3+Q/nLlEFCCdPZJZAWi8yuUOkklHngd/OgufLVgsw96ySZTKJx3EgvkTfWYaEbE/v0eocXl2o+yf+ox7lLVGrxVyppv7U/ORDF1fwm81kLuNyE9qLysHeGEB1WbOYpxzHshVAbnv4SEIC8mXg6qjD87dbMzUA6O07r+7/18ip82aD7AmVQstzIqVQCtJHEZVF11LnxShuCBklU4erG6WqGIsiMN78z+5OKu4GtgXdnSIMYwD+13fPaIYn3rtUO6t3RA93zDOYC/vRW9CAY+6Ez+lnumayqzwymU2DehnuPSxndVdpuwu5xSXsTBT9mr4hqGa14lNfoSikGeTf2+pEYN4WQpGczd+b/zWqT3DoVX4s0w4QQPdwy2P7kBjCj5wUvvfJ/o5u8FDzrYsWFZQ1EJSeT+ngeZtpF/Yw+xns5DwpAisx0n61TOzNmmftkcsZDsljWNlIDgzKkc5Fb0/4Xe6+9Tu931SwG67PWa10swG82E1+lLbBcRDjham9l3aHtaHwNVhXuyA9v8AS0tAmwIthD0JDkQgxPGeo25rUseXkR0Z7buVviFcqSpiRZPnjWG+SHCflVq8sy3AqL3t0DRerASasnIHMMy7jHxg2vB6asr9E3k8nvszbli9rN6+r2ZTS11owytSWL9CloYb4msNX/l8gr09cDoUMQJc+8H1/J6x7wAr/uNMXu0xaNkei5ryQQQBH6JsfOdLrV88UhRaRBT0Cix4WDk0UnXcrsBMJhJH7fxUhM0YIw9rO9qTO+vBVoVKyeEHYpi4Ls4qus3Si54DFPJWEyXYRLYEi1XmfyuIKziPJzCD6y5RA5YQZOUUvzW6OE1mI5DwXwiJ5p20wguLlUfaESmP07aS30EQsUgUNAgb7PFdaPvLY3vW0KgTMK+/P4+KE7aJu1dJZVpdzCC26wCoZW85/EyGW81cIPn53US70TgeCAkHtxz8dUBGIWsdhJzmcdQCpT8sQCzcjVGuf4cLKoNUOxuddKAG3TO+atlPyZFvD8LNzp/xIT2rsyn6RJDKK9vIuY4cpo4jqnZDx6Tj2mIIQHPAo1PsloXVrtiqFBUi8Vq1VhFkbclnzuQXHPsEh6hnNd+kVLFS3ZO3TQFksz2Qz/YmJnvepYjrHulVx0Eech7Nvaad0PE2NXLfu7+Ql522PVQF9pIsDPI87128pemHoyjE25s/+11DZLwa4kFYjjXUlEsjYw+XlFa0QafuD5HH09Vr7pIauoqj/XGxhfPkhUzQ3eWxO0iWWAjgB2wqvEX7J2L6+BFxrdsUU03qGLOrnn6lTo2oyyDQMunb1m3clFDY/KmY/N4gI9wn+0iWhRzz+ndbk9vUZpG9buVge7aLaL3uuSLYM7WhWgJgy/EEVNyweD0TDdn+JfN6qMZwWVXRZHqXVXh145etFBjM0DcwMWBYBxzu08td5GRoInigcK3eKE3pvjzGXsMc/JahvZ1fcZLwhMMKHqR1k6aayV4qSYM0bgvrseCtLornvtWmlAuk4I/WP2XxO7jj7FsG72Sp+xabeT0y27pHgo7ed121DLwy9q9wDEZMP9vVZaRCd687mjRiZNqh2i5DEadtCwn3sx+X+x1/zcNXCe7Ww+Wt7ALnuZZZG5ZHRD7cH8YM7TuNRMeCvdI9tcWENXGIgK0EduB2/7FMh5rCNiezFDnFnDV+lFIa7YLEdbbtTG+z1tG8KsbFNiQywsQbL9GF/bH8VnMhISDv8B+N+cI+0j60E1o2z8r7JSwSP5xmzCSgfeV4K+JMApPCO7Q2RFCWePFKUxgmBh/Y46Q/JO/7rVuxUa0powP39xiw56zUH3BhrPTDIKd9JzEbIk2SY7aMUEqgwZvYASj8zdn/6wJ55Tc2D1PypXlfgWhgojRIOhsKeLEXG25PsHMSkAb1PVpKk+mnVbQGVl0dYq04ShGnPNGobnBeYZSJBbGy7wn3jbDfL8nx4JMRvX+p9LRJLZk0kZ5s7fOuHpCxigQY+0VupbJgDO3EdugN7iG2+6kZusHCmMR6PgAc4bzjnBaWzwJ7Jn+SKxh8u+01wlFIPnmYdIPtGYBut6Z0NHaypvOFAyhw4mEov11syba90EqK7WAqAolLE9md+ctY5uPUSemJJxMHHMv95/SxejGUbQxXWIFDm3zr0lHi9jzb9XR+ojNFvCTC2jKCUj1JUzp2iBJW/+/2kAlRiD/V856steaa7HTKffSMvuBpipn4h6ZQiyfkoAITyEaSD3HjqROSSN7zudFyVDuwwcSAfUGGfgl7sYUwys5xJpejk+D6srTzFVvosiQtM1OXUFsA5lI0PbihJRwcj8z9to52jkSYDX9t9uyUqU55MIQJvJPqaaHqotyHjXkr+hObw2tp6outSrGqjDnUPlL6jkgclwbbfj7pYy5xSxdlOx5hQQn2pov+v5xXGEfkDUuDgrcysQ/wVN/WhiwnVjXGmP+qR151/NShbS8M+CroGAZfDgRw+Wo1zLSFgGeOR5tNy+WptSOzEn4R3wDjKSf0eDZr2b0Cn1zSoiU28+kdsG4iF80ql0x8PSWytKtjll/KhbA1e282jg1/S1L5eSNnveIq4ORAey4ewcA7Y5JwKy+8mqZ5YjdQaBpmsVyGoTGiLydLncTrBcSE/QaytTlEvfBc9/3G1W4fZIfcopr4mOxeu3BB1lOsh0p2bVG9R/hfCQ8Foq82J5Kw2MO9A2b1cXR4hX6OiTb+rdfFF3kREAyU9oLarJhh1qW45tLTjbH+cug66lXdt0MUwW9DMi3mdICUyzGPb0PjzZIGoYqORP55D2LyGQQ8jpmLrWUc6KfdUyK5EVZSQdnq4xIk/OdHnwEmD7cMNn7TKIdoGr71VzK14ESsT9Qgc/qLABpFkzfuMnFue76GRH3v5XxlDbcwN6xJ9qxGGL5r/DHwaoa3/Z3hZUQ3Q+EnL7KPsCse2iIakGFLHpxJsCzfb/96wnTWPPokEnd81o1TBa+ZhOmPkYx4UQKR6zBiyBLOF3rLtJTP7Vs8P9C4LejXH5UZhXTaioLcereYzM/6Qp6DPt4hJmH7GhlNtlCDmQYPw2Bpbvo5DTk5Mk+bw1apQq+jnEphsWsHUfmfAouyryCArFArKx9TwmfQ2TBeM778aL5Zb2jaCEr8La+ts1EIaEKQIX/SyeBAhhMUlwDrruGS7yVMCJKvBIQCWes0KLlPiItZd8CrmDiuJHt+6EXj7DzAmfLpTDLJqvHMCEZTraZTjOMuSHRRiDMnkB4awg/Hv60VzW6ymAccaJfvdoHdsyIVOJz0jz3D1NzS/ikK2T6IJ/KdyvHxLMoXcyeTeAxbN33y9o3tgGNrd7zLclqj30PNEEay0TN4RSVZNDY9rS0iXNJ7pzNXl2onAlEnOfaSgLkN0/F9XFt99Q8ggVvDybPq5l/TVaoXHJJH70vDyVfOPF22Fg6bGjwNpS5bVKC35SP8dTanMQjU+Vj3I4pTjUabZCPr6V77F6LzlEDAFwQawuSFZEqMgZI47D6pY0ASHyajbTqjpV2MbF9VUKy9Cu45GRqgRnlz9n0Gg1PrZDXQNjgFMUxQQCiac7S+rwfg/t7ZT6Z/OvKeohIG7cZpigoK58mZkm/wkq5ahxNa6CnFkX6KW4t/ADzm0UqyL6qt2S+7OnVs8lQcXXUNwC/Ae9c+S9LBjXChuoVLhF4BAu4YNj6e7y5tkh2PF/Nqw/IfrxOaEAFu04HWCNNCUcGVv4tWKyxgBdswnqa0Pgqn7HxQ9k8cofi0yk6bfmxXTYoP/y16bRXXmC9X++PUjnk9smnFk5J5qKkSAgqEYKA1MSxmIM0Y8IPuQAywnjYBdUZJPjAbbbT/NVDgUWG/VIqrZF3o1Xd0/bfBfciwrfkCbnQyk0jvq/mN/8+/17vm3vkcN8EKTPaU6U93XBh82RaUETBvdf+Z9n/FnpSJ0e8dfwC4Hhz+VBWyODjX5Z2jDUQyI7+XFaFIF8RIf1JiQiGnvkDDNOGj/DgwXTTC8cvnnnxxVuW4/g/inzF6miashirdMknhcNQXdyc+2d5h82KNvmeiDQbq/EyIyMfAE0fZXld9XMqDOHFIY2ABCvhC/ipr1e8qdrgjgP/GUD9l55yBImn/khhp36PylLa4ENNFSd5dx4G+UBbvSFaUS8ItCcn9b8no6rJ+hxfmriIZMeUVcyojMfbRifTz6eNPmm11YO2t99roVXiNe5U4wxLOf5pZP3Eeeck+NVS5rvzkhG7qNFnmzzv7p9/Vfr9xpcTNqtQG+fFg+i90pLfktHRLp0Evxpq4mERrSqIB0NuILFUo/FEpDUDyHHN1FbAkbAsae8w7r9HYDs7fTNQMn2d2xdE9If5ZMyg+fHl5nhJGfF5kbrcG/lON8HcZcUBskcXH4rgghaZ1DMCtI6NPOPvdHAPdeWfocWWfolbp6ABl3S9uQy/Ppurs71P8JAOw004uQJn4fPXBXpW4gdX46I27mgc9GsCKY6QntZT/QwKMUjiE5kyJgfged37EoSLN2DeDPM99/igwkwIKLqzsyPIiNd+2ptaSTBT3eVGxiXcmboy8Bnki46U/f3le2Uxc0h4hXN+mx/m5BSl9m8Y+MFKJ5n2bDSbPogJZ+6Chc1H+4FxBiCxUg3VfEoZ9mF71OGuuUsWYf0785WjGSyGgzPxS9gktRRxdbeacbzo4Tg8/kHQnxrnYtjk5A9LskUHJwDIKcjmCXTlwx5oDoONmhMjb+VtFF2TWDjrHgdN4XnumL+3sQ4vm/pjkACrmocsdN1z1BiExmrOJCyifsJQXi/yxOpy39OF92N35V7adfkMP1IcHMs5V5NWCOZDICthOPj4cVkRUzC9OrVQE9HoLsB7cD7cpqm06lVK+Uu9xxhs22MOi1I4nKd1oHFvE3yMLKwm8poeNfICANMUEVL54MXaaDKmkNiY6Ir2+yBvFhUHgKZGX2fg5k1BfYa/lH4hBQ80JXr3LY5EqK2IXjFTJfsH/DCahxjeuUPJuB+8JKOtimLGcZ6j+48Z0L6UpTSlD25XYZ5X3GfASUskbPCUe5+p4UT/94K1aTqhhS4lAf/NIVMyD3nANNI1aqAYDOrzf0G0azm+MHhGHTVGaZl81xAXBt86KoQdq0eVcoyCLrbr91TBs33VxZ6lAlB0mApE2wx9Mmbw6PDZis4QYr/M3IBydcs1D7/Zya/d96JXHbLK/EDYU554KNBtjmxh+kFlY6Pg+s2coUylHXDyEW6nwY4qtkIgdMdKr6uBVYKTvhyDej29ak43oSMN0gN3izywR3QnIYWPgjpwhSsNzC3Z/qjhOPY7ZoreAGJLpyM2n8ad41UM4F4MRmpDJa7zWywvgTDxd9IlkYKbUhtZ+70YyTwGQ+YyMY6Yw3gZO59nuSiHsWPQ7cxdY4xFmAq7aT9RrALekAAwoaRZLowzs6jAAym9WleVHzbZsovl19xcsrgLOJugZaaRGweBHjE88STdm+M5AWglxqQBm2w/B0kxVIFxYkjO5/Co5X22Djsl/RU8gTu34XqQvU8nEBjiXrmmqgSg3RLiPV3GAVvcRG2815AgZ0hSeMlXvD2qSwQSdjtUbRIi1OFzhfIGqtogMVACpR3Q9rCeTs/uvx1osSYv5vZWagmvAQyl2oR2jOCvXdvPl3jwh2pem5oJRbDweO19jxcBtVJo5490FqK654EdUT0/hdjl+NC32XwNn95N2KLUV/bd75RwF+HgLPxkNyZbcD4oq8ASnYrT0xdE3cc4b7ZST5TPpPyYzScniOzFqlQr32CGOCBd/+xnOY2KRIX2BtxbI1rpGGeOfrQvcTpuNO37rT/Hik/XySE3mSUB/0eCm56DFO9dz6k0WqeBZJgI79n7d6G2tL/Gl/0uvhXWYuBrZSPzLHqbmPxn1tm5WxVDfl0yRqFIqFfdZ9k1zDXUFuiq0AUFdAUb/ZWWrTegc2TJdCrVZ/zbXjk1+HSp5teRg+xaEl25+6BhUUpQM60+U6wuPe0TzCTFBSUjGesvDCuQQv6tyl9TVda4SIW+cB4qx2NxL8oOVu5z94+YmrYIUE6KmyMPH85LL5kB/02Y+lLEj2AxhgxDGgMFCu0C/ggPbFIfZRwNJQ6QESCXpc84T3BvVwQeh8P2Cob4H8hm2rYj6m+CLjRbts2a7YDwtSCcmLF7fG9R/oPonIMYb6FJRmqOxE3xyZAJdPstT6LmqaxLHSa8/2P6w+8JnDtkSFVOs3VJ5JjyObCrb9EsEZdoPsGt833hJd5frvovnBb4hwOYo3ujRVyXZJUhItvHg1yFgoRaki1xM7tlZj/mReV8U3uZqK9jZDxsFujFT8ktSGqd9CsB0+DqDdIcAIqgNGYMtYX5q4U8CdaarifrH8OUIOoSfsGfR3zbwbVNRKPJBvxONGNMpmO4w8AyKdHmtsIrisy7J36So4qWhkEz34tnKjllelDj4YjCyloybMdQlp5nUJIPWUjh0IF4/oWY9QnVmqx9OzCSHrfHwTpt6cwuYu97XBOJl3kar1SIwZgxk5WGEaU+e+PPpciAxst6U3VnEv6M1PfdmE4GxTg0jttGevZNrp3z55kJhJBnFItN26egH6yB4PbHTB1fbOffou51Vx0wKTZkx2r/a6TkiEOx7FgodsSilVzfPghQDBDy4uGmPs66m1OxH/bwLumTDuKRIRilDEcQW+MP4oltgoFP86rLojX+Y/4pIWG5RE4g3LgQbn2znDa7cw95uHMRlxaIxr3h2MhP8YXOHooYCL/DS99UlDq5mONnV1TVjmygL2DH95pt3ewgav/YyfUYharoqmO/KhrFYwYJmfdVsYEckoWCZTuwfeO8lbemGTV5yaQTPZhm20U0zFCox4jUQvFVDYJXx313XnAswgQ3I7fStaY6wB+1v66sgF6bEEJ4Wl31d2O8g//Ph+2R1xS3F3zmdFmbS/LVEIiSpUQocCF4q1+7/70BJNuDYQ+1SgJ0ioZODJE+FhdwfnPYEZHHZAsf5W9/tHW858LLpOwTDwy/WCuNOcK7b5a3uidw7F6/Q5UGO+dpGBBao3IP8uIUdqQjSekbWf4fT92D++QzXfPjzCo4KOWDJy+fiy/R0enuhj4m2LXBjsHJvH0mAQpjeqjwsCCqjdv0ouRNe/6MuABDiRwWJ5anKmhE9rFdnyYzndpkSvOEMeAfxYbsVivgfdc3mulmoQKaE+ZCUTg1UmPDVVXsHfxkxAw2vAdErvQi1usvojvBELRmAN3Ngpovkh4eVvpwJJswEzNvECFgiH0JjUl0h4X3KHmVVY5PY3qXFQ25HATFHr42f2XfEcON+H64KsSgIDOeBRvc2CyfawNqvM5dTigWitt/VmiCeLrSuuUHBKlis/xofAHfep9zNtamBm/u9W/gGK8v10bd8FcYCcKyf6CGiheOYbvX2hQ1hpItVbUy3FdslEMtrCD4auXC9oVJDpLn9RbNUP4JmRcrHy0O3NVse8MpHcuK8nxPdwfPey9V0S9Cwn5q6WtQxEnybntRtrjHwudF/eUXJEVwVV46Lufli/7Hz2QuQ6w5H908oxpSTMIJdjfwazFBRUVd5zFirXjqNjg/YDIMTC/8wWjKcpPDlAOBmKHdmI+PAVZw1gj8bq20su4Xr65VsBvfkMcBjOprnz5WmNvF2S7RV3zrW9NwPpD3LnBpNKIprKr14mu/MSBHm2SrcqsgLA2hFUTkwSeYreoSe19mYbsqLLYhYK9JuSNyOhrtc/dupzcG49XxPQo47J0vzVel/6pbd0lGxlLayE2gRs0za1V91XXjeii3VeqVmMb2nQQgH9+Pjw/XIVm8MkRBHrgubalzC23DbKNJQK+ewHtWzX9w2GwWJGnhtRJb+OOTU+j5RfiE7vlu4dMlwGKzb1AWXE7EyrPJVVuWosSAi+EGhje+Wa554F58/9eMzPMP/xhzpePVEqNBYetVS8nBUYI29mMIWhRVlLcC9rAXrDtFrS8gvc48MKsJZ2uuFXuD+uq2k9q5+3yyfB3oISjFU+z7BG3+Oq1PxQ9DuQXFDG1d4TVXEIGG5o9i89E8Eb9OhVPDeIcz7dfxVm1VJfUc4rVZlm9rAOjaK/RfDIe5RPa/ERFO6xTHvPcSKCrMURz7F3dQy4SCpcBwFqIQ+ugi35eAoGB5dAYq9h7UoBJy6qy0X+NpCkHXvnXim1FZi3UuluSXJyekzfNgM4s+cJfYT+Ck7vSTcrvFItu/cxf73uRAmwpCYaRC52gvGmKKt8EtDQ2/NQXchcQVsoTwXpwSPXIASRSF5Io5HHxxctxVFCmUPUfnwrk9B5/tkdGo//OGw8PEzDCDnQNFow6oKcf82tREACmupGrNdpXkS/hY6NR4SIEh+AAA5g2YbzueVpZ9oiCLJ2k6WUew0L0F+s61r1xxy5nFyNb3CX0RjbuW3bLDXTp6CVeycQ3zR5WmqAdvXtr/Ke0MVAj00zjJkKpSMY6oN/7Xi8RMENJOE9M+8qdTwCOhl16/olAehQQUCAtl1wYGdZRnkbIhpzC+XRn1APqYws5imAJ3nwAOtqG/sz+nPmoZG5yCvVYdFsq4NeJzOuZbBOA5yOat8elGCuiolSwOIYaNT0QzeH8cj1tLnkeJtUX1pUz/Q3jWlnr5D9ziurD367wKOSA/lJRYtNx36vEj5KkkBnU2/erdZ0dnIL42XDoI9tDr1c3nq/Amz2Nk3feZm/yVujqH31Km+HNTN/06xwW4G4s9wLrchBosnVqyt/7ohEFwjSURtcg+xgAasjizWFqPdyFyp2XWOq3fBmbX9lXxySPRIYjz9LxiZJteFNXqNhuk12nCw2FlHxo+iRd5V1UfSr+hLjf4kGb0mYtpVrA8o6dIfpdVxuFXR+JZw+oAkm1jeZFV/blTCgByBQV5e7tuCx9x6++81iwIFSs52V5WzZi1TkG+L9wSJx9E1sv6+d607tdZ1TIa6T0d/09Q+VBbDysMXbtwh116J7kWqETHD7ltJPHRHNlWGBh/RXYVgaraUNpYneFYidMXacvm0SH7fA+H/kG9cnhnB6rTfpfugnRlFUha6CBoha45JaYU/6IaeEB1NiybCz2dy0Mdj2+QWbGAA5cq3SW4ikGtH7dmF5xqRPnkr4wrGIoTKsa9iOl7+ePEihr6iB/lJjNunkJicAUv/2ZM4H2fZHnSCW0wT176b+RZeFQLqnFb5Y1j2U9ma8QSuT1pXubtHb2pTuH9JTkAExNCHtkZOdbEMsz333QMw3C4sHbZ4VqMXp3LXT5Mze5orsDfr3cQ/2YW3EVF14xGYDpwUkmynd5naKlSnsP8CMsXl9mQvVLRpH6/PAenJGrgEzOrFDYv7s5Zf8esWLAB5d50aNzfNOnSdnAQ5FLdHE6lVlxgUT0wMcGIb7oAJv41srngkIsHpZu/Akr2uPPIfl8Tpygob9tinM963rOYwdG0ksJs6FwMR2G7XzOKSH0xVvilNlS6HYcokRQ4Bq8JHXMw+KAUxvOE7tTTJLx3iJfN8APPgGgV4i8i4cpX2IUuF/Fb8x7GFaonROsomfbNDH0zRJGnBVI2uRJV4aCZZRw3OI3GyTvWYL6SoXxnYrhQbfE89RlUPQqg+JVKSEIwwyf9tOwgHKktKXEm0jPJGel/x7Uhq6GTiU8tdzFsupJ9k/0qZ1PbVCzZdd6X3l1jm8qS8wO5uVKVar4SBLgWyMm9bWzYVkHu92AasYaQkZUlQchCytqFUrAnq+axo/WM9n4Lxc7tO84ksY/LUwdgnO3I+YIYkBXvrqP20FhA6uxXcb0j82lkM1LJ587pIEeH7Of7/z2sJyaz/Usxs7Hze830meFr2xhS2nK5MSib4AkyGJcxKlK1eXupGM3cnQRmGf8pE0KSkxZzgyMthC7k8tGfVDnyYY4foieXYJ4Rl0XDLI6C/oaWb2/3gvfuHZ0Lfp7rSQvIMlsQSmFtCRFN0GcD8N2EDQw5lp32G+CnrfuIXhMPoOVkorwaH7DqUT7ncg+fJqi7MZUxuJxAsEH2CWIkVzE4xStKVZFMrlfwCxpmWKlh1yXF9bJTwui34XL3T03RgyAsHojs0gScT4RkppZLOI/HBEokWv5hAfg4FPaGB65jUJckKBIrFsrwlGxkJP3TcECY16gSrMqjveK/Le585bvpsvo07nYe3slptysxDmJrOxPIkKmcUaMwrQtyCBU5XQlngtld04InMrxasqPx4BKkAaI59NIatlnZj2+GD7TDrI6URkMbO7Fb10fe9HulBeF3uhVm6BcBrBqhYBEFRepTM4pRNMbLNq3MflUNsC4OnX31sb7XytGozfokogqlhdjjvQbWp1/a5lVvMTgTBQErcmUL7CNPy899ZI454yGUtX/qVW3rqj7VsbiVjKSYszvTecxKZNaIJaTzKOZzbFBV8XM+4vSgL+dh2j9VVs9OEsfu0/+L2hhUlnPgdunILVc+mykdz1ele7Wqby4ClMttEIdQpMht2pB3NxNbvqy0xZG9i3JLGkZzUxcmN2YJdTwoLpexXTwyGvP/FXv89R4hIRS5xIsUtTs5lU5ZsE/jb+yzQ+8zy1io0oqmbAogaNi/Vqx7gakUXzbfHkR3lgBUv+nECfAhu8dP3caZbUJlMgjSvOmytCiA72YSq7IRVeTjQWdzAFTSR8Sj441fbnZKd3BIys/x0TpSg7Bwb7xNk85t26lAzC7YYBpKC3ZdhkGd99cTYQbONzhKwrV99bSm9ba3j+aSvRX8dGWupGpMKwgUo7E9ir8jGyPW7WuBdXUfX7pJSV8goh6Bbgbf5f5dhrNYa1+dFj/sFEGLeSZvn/o73xop0uS4QjjrK39d+qn43qq2pVP0ma8eaHYEk7fK/K41xfxpcuA9lhW4wKPIljT6L8UiQtSTqMqnejoqy3faf2Qwfsn8vdauteOzYlfPo9UDgsPRfEOd8zIzzb802a9UVIdgjh/TGnbnkDnslI0oAX4xK4/ndU1B3955SH2BmTBpYa0phquZbBWAOFkGx28FdJ30lb3/SZRLTa9gstyT0iDXv4OcHUnOAkBoaEAZgXz6PTyftnr0xynAaqSH0T0+Go32nW/FgJ54z/iedI7d8SUNwuK74FgdaF/2V/A8M56n8WU6F7JpAy5Op+apodnxLLHCyG7NJShv/Hjx6rrYJ1GB4pL0KUhyvtdL9gs7/KCKr3EERk8XqMZJyV9qdCfZiS3NPFsohwEbFmk/HCp0tFFiCc1xXlFggfN1UK2O8aq0gv0DdFXnfwlcI65UbpxVWNThwVC+FJkBKFfTG/DEeCmJueTXxfCZczaX4vcfmz2CBYgLz9h4cy7Y/z2krcY5CB0obh2mvul9D9cF4v+sN6BumALxM4Ikks6MFtf7tZmx+gB68zPimoXMv6GPOSyedEJJNAMeVOsZBE/Rz2Uawu6oHHlQkH4s8CbVw2BUFgxYkIGVnFWMpjS+BgQ/XxZQEYERBdQiJPc92CXsz3VgsdYOkBV0BRrFG8KkzVUoquMeAxKAoqGzC+JEW1auAXTVXVXQPhilwmA0xBDou1JD966yfmQcZplKIeLYgDz5gL6lcSSEjneFMcino6NcBKubJwpii5CNCWozr/nF7+DUI9AXJ4J2izxsLiBv269Sj/Cp3+3pVNUaFRWbNCRgAmW8SEdLJNYr+P+BwvqB6tXRMLScXRWeNcXjmk5Jb7qpv324wDcjXn6wx8Ax2bgn2YtaPCI1jTvXLKr8h81KOXuwsTLN28xFz4OxaK1C4k/GQI4DdZXUr53vKNOUdyVezXHFMMv/xKUpiJhCAGQRO+qg3CRBaVHIFq+FQaigM7oX3ejXQpyDVqvi4pN7wmrMWK5wD8JBUrPyEyxR+pV3owaezripHGB8D48T3S8q+Rc1otuZFFVo7YKqpbB97ZVTEnVfupMQWeIvgd3QPAyADcswzI4UcVVN8Qtn+c2ksf2YJzSne4vVLc9ed6DNqIhLVGEEQHoqdwXn1gLqP4glMxyB0EhJBB7qCXXUa42U78tHRomcCGGCaNk/hBEgMdy1oG1lsPVVvzUxIl3r2Zbfh1uJ9kBtmfLL/FDLblfMRQgb2SzdRNdqQLj3n8jYY1Cpg0Nebr0JsrTRwBiKVIEzyWzLxRhmb2A0/6hrBQ0dyxq8Fg+maCOG4wYmB2BqVOwBPbblRB6wBYnwMF88tGCBd6AwVL7zbp3ku2wJuaJ+AtwhnTpz9zc8qojfhCiLidZVC003zKq9/gQOZRnb770x2kVnMCeh3sG5xaKmk1LzWQv162FPKLSrL+OKnNtze3b35W/WLkPuxGXnpevGSf4XmI8SRFTP8QRluQlyrlq4Gri/MJTD9vf2A30FhwNQboblwwIH5t33gVpw1+yZ1Pq5mxohhP/0SShOcsNkILtQUTWQNnRYm+JBHEbDswQWlIoJQxbtEwcJdIwL7qx2YdF3r4rLYy+vbSZIZxS4cZD6/9rBCu9PjtAaS/aFjOxruf+UzGFXLgYsmjhAMcx1TQlYuO+lR/foePPYlzcnmfYVb16O6a0tIGuNeQED1tRCNd9C+AxQLD9G1R4L2z0but8iyWGVixhT8dy2BYGOdx9F6SJhnrkWqNFLDyX9q6vEOgLQIvvtUPt/+8GdNRbY7xyUiGaG+M/5l727V62W4NRfHFDGn0ZGOa8MQGzoszAozMHKghIPSb+CTS7WnMjNXWl9M6TzJLtayVNG4Wgp/nCsH9wu6fLNRfZh79eUarwOaWHNzUftz1qv51BFJiszab1v3mOUdheLsYzQNYqAAlPiZnyn1tn0f8UeVZKijfZ5GWB4vxe8OpJo37n2CuzLWB+vR8SCXwMDdXp7IH5EB6Nf+MvjDBMOx+80Ar6vOYhrlfcMHnkG2QDFXDKHPvWMY93K4CyP0EgGj4UjZpT7enQbCIlNcgQPzs+aBtpUezyxCYRdWN+gPcCFT/GvaqNRIknTKvF5Xlx6/3AEESn1CNrO4vmqfbNCShj+XCChlJ+FeJ5QmWeaXBN3b1GW1pR1j0vZxV8RIduoOENqsJh81y1H9d+Cubns/kzVMbocVxaCEQnmZLlmNi2VEOZDPjdPQmNvMSwteHgDUCpDHoO1TZHUc9aGwNC/AVKi5uI4j9gJFk0lbM0gLnkdkaA0IVCtKwiYTn6OqNMnCSdfZCdIbg4Fv6lFokWN0FZ9EsHKOIrA2fT3FdrMnUV0Nbj64pZpRzaQZJ/uTAYkS+mXzzjYg+BvjwVBJ+WkrTqzeroo37dBIiJ7vB00LQZC23dArI/YVYto3l8mKKi3gqV6nRCLJbxSR1wv3QYxo7TZsiA3jJluIUM2wLSTSgwjXv7sULS29x9m4ncQi6FIRAqSSKyID4DVSzGIkh4nOF8nr43SRrS76Revrk+D0gEyHkT6gvfhe+0AEBWGoIRCI6NNUF2UoJMQu5Z91qQKJ5/AQ9DnqIOjbqpS6ooqEuvE6Th+PKd08bW9P5bO3s8D+1d6Tj4lqEXN0hM21+qAhwGI2pfutzFI+jElzTkhDmvDPxMDX40G6qEXOgd64zTOTDiw6b2UEVBVGv4jHvs8udDYoXrQqpTcE9R/GgXH53oHFy5plggCLzsUR0DOXH8kYkWPo6B43g3C3yu36DRWTQanLk27DBgiqMNjfN8XJWCCcHqgcYQ+ZaEEO7Shw5oyD/XSgJuosXqq0wpXzrAp41VDGYVsjT3mNcrOAjcupeYM93t1iBws2rUT5KrVellBbNpPhwau+1GLfOyFGhWemRDHq1K4UwK4O7r4bkwaU8yIWlh7snmQotPacDiLjixeDWNKab84etF3zpz2e/Hx1rKMCJHslEAXzO0Oba/IOat2Xv46LfoGf0wq81obP753cdHpZL/yq1TsKGernYiV1zcrU8FwKbMYvYQC9qtKvAP4ixUikGDV/6R48CUo1p74ZxkyvzhHyJoewRwOAV737XTsxLI9KfHtCARsBSMIvDMiTLSOhOws09JTh+Wsl/4o0YZu8D2bbPmd2ZSt8rGACMwt7qLIm0o9TRNBmSlKVfoz6621Mz3bU0oASRzy/8WvS6E0guHqDufrLXroT7IyrzZ/4T52PvrMWF9mpHAl4luNCZvFdc4Ws90blXzztL0lH3CCuUOja/kXNo4XOpGarwY0BkKeZfW2biJu2mmmpMt8FIfU6n+Ky24ZabGhgXzq/OJa2fCObnbimi+j9NYf8q+jJYyqWPj3XRHIs2ZBS52c3NJMNhr2IuA8x67cqqe0Wi3PAB6INQvkjMIMvdLsWOQno+f3AVWpxHiKPAFztmYXB9DDwgZBpprVcifT9VAsTFtDFG+Bx/fYGMCRqPlt0OBEBWeX1saQSERyWhmTa0SNQR5HHFWyFuENBdzfAtyj8X2k6IosXBpT6KaAouN3uAJnHkozyCoHEPIgSfzZLc62Im75TLXhljTVM4MD/08XoDtRC9Z1lpo4c0kNRlMgTOn+bidgRirG3qhqZKPpjaIdkTpryTPdAzMFUanS+QI1wm6vUeQFoVA/dWNXqMj+diNqnaOAQQjvD7+zCpw/Yn7DGpLDx7ONyknHS1SmL1miSqcUist/JcKohqemKyHWznvtgvcqXQgEfVPcgYYlQ6vyNPVLp3VQ5Y6mfgOK7nFbmVxle+B4DpWAE+08N6jpXeS85AnZDJoIbaKJNlo5H7eQ31ak8YHhlGyVjrU6+1XOSayQtKty9SSriDqJkiWJBu7zf3zxI9EvAShhY3isiNEloh/Xm6gu6ggU34cP25xZnjkKhxR6TbbStZSXsyW/kZ1/hAVwzWnXl7ASVlTwzqzTun8yvFXCZF1XGobUvrCx7FuwrvKFb4xg9OxSLontZMlegAtpEe4kUcZQBARpzaGnZ1XJpKQ/RB8BRLnDAd34oz9PUpAQNLwbHtNOQMobcqpJ/MiFmHGmoMX8BqCCYpkBTXZGH4bnvnKwz4cCgB5Z4HwdiV9hNGhZrvaT1szASDvzNQeqSewXZM6F6XfVSekNKNiu0utxAjSyA18zfJW5Szep1EKSPggu6iB/lF7TNcHZQbwErB0jXyuXwHcXZb0lRkImhuvfs45V1UojOKO5jO9qpiQHiOIQVtzohGiRLQWLpkhUqBfq/unlosQGGcOnMdgXlK2KDH7dxTBLANIZPxwIuFHp/6SmScJhANSNhMPlJgEhUSnJHJjQdUeHv5qT07h2lDx7WQsVjG/cw3hPN1g2kQlgURNG0IRBC5sqBuAt7UVhblhcOcPct7DdSFzoHmJ1v4Ab0jjdkA88/EYquIOqQAMD20mhnsrO8qnCYOcDRTZTHYt2AuCAOZf0bZeJ3XQHyFiv/CrkiEag2YmRiSpjrDg2V7UPdlNFk6t8YfXrBxUSauuB6lcBLOJsva3AOfXsznIQya6kGG3KY/GuEU4EAmvme2Ya6U0Ur9pJQRJXFvcj6MXKXe9oLl4P0cNbZNEpwR/FuSM/ow6I9Dn19TIQ62a1E+jKW0y6Lr7oudepMLMXJzX+fr6+1t8W0+9itrMPpntjcfPRZ2NCxosaHv85U4wkRnqN+gujaf7ssbW04Mq3tMqA6hLpF9wE3Yjb8CXzrPC2HX/ni4VIzra3ukbn5M4VkG63Iu/CwGs/34XPF/tx1aR5VEp158LEbF/64YomAB1XJ7G7jAHkQwGwoR18IP9KVf+FpkUue6lUdopDYA/Znv0V6CwQihZE+lCeDmp5AgqpciP+zivlSpiLLMesaD/oTCWPaAyHqK55aq/r892Z0LG5YRpLyTswPC0bLNB01KpvZhMxWyn7C2RlUiafoX8EdxFy5DdB1f7hIvqQ3rnje/rQOuhiDMC/k1vQeQzCk/i8PXihiRp0zHFTARXhloiAtEUOFPT08axZUX24zKQ+fiDDZIxpn5QS0UqkBDR4IHAUzCh7k8MY5GXMhjHr8Vad5IcKN6kF++xUuQ+Y3PdfB41FU97jT4k4C633p/RSo0pGqh2DBbuGtmEqnpRrJoY4fvDCKr28qtuOWO+MxrbDHulmgY6ismZnwYnIow+Ch9yN5g0X+dbeucH5JPuwOqIAdrJ7qpaDJObid2HntqGcOKNgEw42dDNjPUfIQK0wm0hnbmSSte6dNZRQaat7MkNYJmzyXDMUH5Z6h4A2S9FmUflzRmqNEOzzCPXsF4sjZ3fSAxGeESDlGnfS+DaA8hGLxBYxF27Ayagxika3GwrBkQEq57XHMzKUsxCrS1HY/u7fKJNT4qvNGPzZIjqQJmYXG9G6o8ckeP1C2RNDWVWLbDQkt/RQGnZnu9Uh3Fh3kgnY7OXBMqImiko3cDsR9VOz/O3Eu+3+84JwrMZs3EaGaFVz0ARWXufFjKQXjOfR6JhzEngmLbac8SeEpSflUhBQFK+dCR6vX0V+a9WF63Jp1wGkjXFjxEgEmWbCm19MoQyJO8E2/4ymry+njywB8Zgp2GjxPqP5ABEWESAKoe2mlh3Sj7BZVyw2BXzhK9CM+Nmjf3YKlJpsBVPhZgtO5ShJxZXdveFyRYNwp87ESZo3xbXzHjjcwzMr6rDYR1Hnteejd5Surjf9bZXZTjy3PM5nKMIQS4MC3o0tiHKKS6z+ALLTp0zSDNEG9SayhLqtIbvWigqtIoJRgF1p08UMT7QV48HL0Z34AnRfQlMvDAwog2jL9zOKKqk7pD3F0tOUfY4nBa3Ui2UgHr98O+QSe+P8Tc46guO8+X6QCqKlipXO4fgKspYife/Hs1N3fRLso9ZFE8HzwFAp5Q+iG/I54b8BNF8xoko3jpK9gCyBm4V6wFVJLBpqaeZzcdx5TkjYFpQNN1HuCVC737gnb7BoE2JnuRZz4GuXZJg6KV5mo31wq1W3h2J2aVK3b9bzQ0FNWgKWW/ETdZ9IauLeV4Wwo21gNsY8xB+LtzjmiFRRDyuuRkpvQYLnxOImwkeK51m2DnGyYCbFthuGQttq16N9xgHHdhzP/dIoOas1u3sHvqVndJkMMbRhKXNiFDgUkUno75SDDjFlDDHdgY7rzK/JjB0XO2CAhE0nxaakbPJQGnOKISUkO64djjVRn+voeoyW3122kpBdO0ImyeBfNtT4iJxXlzmlTCmn+WQtqSYH2LDJaaejnbVSrU9F5eBC/UM6ZXeX6GaaiHel2Ir7N1TUHu+RBRoSfHC8ogCzDTIgr0b61tYaPbXPLy1+zkuN23cCNFxR6aNt3N9y9ryQk8KMqKk6UcOvQCjvDoWi8hm3CzWtqzcM4wfI6qDrz+boYbJ4k2S5cHZ53FVORmjX2VEF/E6jsZaZNEBGM4tCARqOzvAh5RiYarF0RhPCHgeq2iMJ6NXLuR5xXtZpnIcJ4rs5T+HSzvFoCYkG8pwg1MHxCF5gOV8vNKHyj7H068yDf6HsqjzSb7WRqtFtFbZxZeMllmuMWFECOw92n97fJSkmw/uXCfzME/FRKiOZUsb5P9OSjH+FDQ9Uvw1U+KYuPKsxHWO+pyZUz7Fy60ByWTfM/0X/5Nz7tUfT1F3EfVD/ctxHWIaE/O39EDOfhbmml0pC3+GH7PaDwhUgGzY1WpkpuOKwtTRXYunC1NcqWwZhjYyHRdNzYwZFeSeCR2uvoMU+4QMDmOuiZpwguWUltyRi0q+xz3R3fEhegDZ5LkkBguhfg5z9CIILYz1LzDUYqNeBWnlLawNHUoNiNq8ehxlH9Jgc8NYDoyA+h8BD/1cLXt6TQkfHvQzVrI64GQHqlDzgOmiKwxG6QzKw8ALFx39GNwRgT/kHUXVGhKgJ56u4k7/kE4P3KADt6C2I+kS8GqCPDjSJnpcMU8UMaO7wGH/iL4/rhuvlDT4x92ix1BCBP1d69OlzEsW/FHoFwEA8qdgNtQXZEL5auP4f+Xr+BPDdVtRgBedwxE4p+cgr47SFdJ6pUhw2fWKXWG376W/AIjqCpqevWFsxixXiWboCFxQy4Au5N/MYClTucZQiNrcHcImIVRckcX6Nz1+Z1BDQ6LK+4zERHXWVWaCjAI0wxFF78NQHPi9+rg0jva8T7njSKb4bPHh30wH0gJ3qYxZSmJNn3S9je2cBX7NA8NnCd/mMEES9aIGwhDunXYhN2WKFRQYSE/hIotofGvK4dFAcqhPGiiloz6hFjhf9j4fhWFEx+o8hlsy4EuIQLA6QbJtcItpMS9d7Bn2osPozLXgzeMvLx5VFpeQFNcqYefFvrjIHLf5zANF5yM1vlCPrLaUS8IpiMW1/k86QerDbLcpSQpTB4UWjgDDE6XoqyI4Zg7LuIH60pf2nczTmcFjIuZjJ8a+Go0gRTNPxxBrfP+43yKnPzCFb9gBRgGQuOiEeCJzxprKH+vEjd/PPessQaT2YKEwsVC4i/UGsps/O713pSGBrkv2F7XntzzFUJnAcSdNeYLVuwdrn3Fyw7UDHCgvGnpWajKPjlYTNVWyYiqKeCvcuthvypuNpx0+/1SxT6rO4N0piqERGtzwMO+Kdxv4UcOz4/G4gUjCtiIMhwgrrgW4XHf+mysO/DjGNazsc+/DIXQ8rEfCmNmQnqinxGjz+z4s7b6WYmriCZMGNZkwMTsn/u1hh3k+we3+cr9oPdYl4q7eCLqof6e5Icyi4eq78t1X8hfQDQbN/5ZGHw9LK5m5V/jytWSvgsaG0EnTHAzChbsUbQgVDM0ICgP58DuV55c5rkrAQuXcSDe5SwzFrDjYlRnl1h+OoUJDMS3kheqFgoEVGlKah/+zJKUQWW0AJ49kCaM+3LwzJ51L8NmSpuhpEXCzb49/QwZOUGMVm6NftNf/2tyBE7CcmM7Vtxv7lUhhMYQBNtRluC3b8ipAudnEtJ7t6BYclHqoOdvPa+nf63CWppNtG0K1TUpwsNhmLBu7tp11zHFm5iTYEJrZZHHtj8N99X3B2rOLPqpqCa2RoZiKfALrpysZtkYnSpyV8GqQSWRfQvA8XXMbnxoKhnRjvD3GM/hwTNG6yAIh/rBn0aaGrLnX695iNCnouLpqAY+CDSLdlkdT9oi0QE5BxUsgLw/FCgImrf7wHTlEKXY80Dkhb4PSiz7oZgK8uxvXf+lRyZY6fleV2oFbECFAEKFZKQ5VxKFIsgEjsCKAwpW3+levXMB0poPMDsSnF1nu62ZUjiAgWoo9swS+ETDXzMd01a2CT9W2Iq5n3nJ35ju+1VHHP02vhkzSl9SlkHZ0E234tOg8hqb/bRUzIol/wDcO1Jg511v/ceODSRtnZfudk7lZz8fbRPxn0Cjfp7Z2nGF/wngPp6bcXL9V9KNmv0kjYsOoLn+/GAw2U6YRjbWM8KpDmRa3/ERf/sFLpyVKR/EkYEMCrcrRCzOcWDGPIgzxTKO9DIsoCaBINXUUg74wpfYWHh55cnat6hJ6AfONOZW7vom+IhFcH8FDpXlG8ttKd+E9T190QfiW4PIv8TnYRM5nfJU6qLsGgfETiVgoAyCQZzTYuwTJLezgxdB1FZwQwPuWjgeanknHfliPnN5AI43ShD4U1EDdwasvdT+NcOQoXdHVHgRqIjheBHU8WeiX8tsUmovTUv7Ijl2CVzp/Ns2MWGIHfLjgKPXKaYVnnmZpTKjaWYJFkHQhH0bsL4jmu3P7SuxB7wqCGxHiqalooZpbFlNjlPTaMXx6E2JsGKV8I1OrkKQdTMLeBtDvfbsxhmBz6aJMEgDimNqgcel4vaducXSDcO4LN+KducxcZoIynqx4t03kzhQph+KzFBz5fNG9Kurjr1SoG9zGl4edRZN1HFdrpIxH0OVfk3i0nG1nwSCYs1Nv751PgAsGlv3ytGMS0A80jLF/D/AGzaLBsZGL0Y99sfFY/i+LZT3s6tBNRwjlieQd888Kl6HpOpR1BK5lDRudclkEGQPTdQQSyggtP/KxFPB5ldIPud6yphXEDf+Mvejjbdk6Tnrzktqu8Wx7CByP0iP54Ai/JZUBuNOwLYrWb7O7WkUObolTbxhiYhbteDd0ibkyfhuA7JNEIhkF2vIQLLQCkqxHq/5E+RSBHDhLJa6oxEyfZO7kzlWszkNB+QeYPppH3hByq96dCYhE1lg0MMgRlAMKzjpNhfA3LF40yun8W7Ehnd35uQ048K7kldH5aYRIuTcCjNjgNJsEKqhJgIbcRNNNAdSZ5natfAzax7zc2OJeXNIROG9MTGntZMlNhmj16A09h6EmrCsVYf2ipHYed9H+9iIDpcWk0c51BYooH3CTvKavQ8NEet6eSow5visyFldKP+k0dbQg0MhlrIJBc7kGhf/xmCjUQyYpnGZTvWfXSVxlPk2UejuaPlM1BBc5uKZvqmaQqrbcNNUeLcg56fEz+XOm0i0UuuLpwD3PZVxdbeK4ZPxs6gVnIlAa0wzGfvcTe7ReqC+OR0vC1+K2/B/hS8SLqdYVdC/gjOsJXIt0eKIXpWvAN42lNADtmPsuMabSKAADMCEFQB2HOnVOtUiORJqHpyjbEhX4lCiiS8+cQjkqozhZhubmJFI+Oxy0fSwBCL8Zgqo3KnK0G7bht2vn+dXfhacdOXdAb99utYSRyv04ABHubQFY7jkqte7o8iadbyzFSJqW10PrlbK/o5rjY89M4zUNlXLRUKtZH6mykyKJPnr5uqVAs9LptXyxgWTPg9U9jh5RUeqdOTMcQCXGzQTaHmbVkhPpKKPNxFRf2AVD6u/wRcJzjzkyC+4IbZFQbdD2VZ6xQtSXPVyIC+NK0Jg7ehQbFf3PCddULbM4SzihzoBxwEfYxSGMvVI47ofVS2PNkFAoN0f0Fzvoq44+U+BcwafyTv+SYN2BpDWdPoDF++/CDxzpoB4mBypOH6JD+O/QHmiYWkf3VtcpoWOsjy4xP4uP3t+4hQULgDBW7MQQEj+Co7NBNpZpGrRxwfBRsBxr4bLiH//I40XQKLDosiwZY4NYnJM6srcBJKSYlI09DJ5McQrYaw1xqMy0pdvBApDWVDD1VCfLL7jv30xNN0psWfSK0JpyzZCPXvPDpcmeHNHtajXrAnVsioI8hsEOQMgVWimlLzrAWrQd6Ip9Ni5le2/lKLqzrjg9/Nl++mWEXhu6p3tLhMmQ5EdSYsGOky8sEqmHN8L1H1EbbUMjifwCxuNEG2genwTmsSLQFbV6yMAEq7CdxrCnUERGSn6TxBS4Dtw6d0ow59lWF22iKB94p4RUHcpcFqIIKxgbfcDfBkSegres5lhZ0FfCQ3lSMBPxjXLqlNGLlDNaIaZ2DpABDmfbeaCfbm5EHUnlvRNRVyj3LrL8aFv+OArUwwegQqQn30CPD+DtcrvWYLAEs6SulgAhjYaI7l59lz/oK93ah/L/zQlhWWxUXzIRoeFoxzfi99bPn8Xwm/2+gjgBSPvOi//7oe/GNOWfC5iRxyfMHnaqGLWv9piGibLs7PruqLQbxe3nKC4/WFJNN1qD0ALtr6/m8IdE2VVmuy9LTUDmCFonPNoPCX148lke2YCW/Y6n3Cw/n89oAcyKe6VSOcKpgbAJZeeq7AcTMkapKIMfzzllwR3H8MFPIFMPQvefFT2HS82xBXfr5lJwoKM5UAHDlWk30aVfeJVKekUxpkVF5fh5tfji37zVHJ9QaLeZvU6I7ucKi5jOYcDOhdabP1rBXrni87zsKXeveZbkPlinP42LDfM381FsNtWXXLeKo5FkggZOJ8EenA53Dkc20GipQQa4CX7zW/hOIYKViSMH7QV5nDJE9OpirNnKTykymEAA47YD2+OLv7nLjzs7Iz+k9qT10e+xsYaCSVVVEYUVzEZMmF/dJnSWq4ldtA86UAHE4x2JHX0Zxa/fyBa5fXrjnmkmcukRp4gnuUj45LsfrR1uJdMvtRvpw7MJcZez701TiKd8DRfDzEiOYvVVaGa5/QEzk1aiVWoZpxQh6CqFcJdASOTyQoweo0ZXwhpbZYLgSwlTl5Y1EPqV1cJTzAifqQYTV1uIax42pHfJVWGKSaCnbHbDU55p2Wc0HTDSXpeewbkAa1APZqPXyggB3XV0EK22W7c61GvwxJjkPHhoOMz+kNnGsdJXi2hG8K2u+ECGoNgn+ppzsrjrYwzdm5ABkgP4fjpjQqFGMHkkXSBTQtV5/4DBCN8/W/CHhqAfxANIBtyULLrC/4SADwjOGrG2w+WFBtSy0E4UgGIwfC0mkfsgvsAxCuf9/qpbECyRTRnnYr0o1/MHBaL0sj2VDF0dkkgtHgo4fIUiMfDbOFLRXG6RjkPLi5MZqEVipKinpQs4IiGM39xJMTI9I1l7rcYTvL0JR9t7tJuVAHVOEHviCdzmpSdYBoJHRd0QIOvC2sf67hds2qM6uBN7IQBOTYphMfJAc46yJedZ+IAE6IT87W5emWpHQc3Ij8adFI5pByAFTfJLhxVYfPVUT/U5pxbdh24xrTmSYH0HnDG0xeM5/k1lwzvUs5KDyT549RUULDCw+rGbVY3GaytNC73ZXsl6NmyNI4e3V6Z9RGrdHoqokRxJ6XSCLEvFrjkBPzHaRhughtrx/B8crOgXj6tiWTRIjoQaDdTehpPgpBX3CXR7C+1+8oNkHt+a4KEhDAVr1KlPJtHwbfPeoaSD5hL04ry8dHFFZvLDPAdq9PtD16DSR1KhrXAPMSWvr9wdXT+R9LCYbR0EP294zrJXS1iNLYNZ2Pn+AQU4lPznG+WS7nt0W9UZsfgsglCU/zvwk2LAB0Zlf0ba8/n/I6c/ChkmuZi3hcRoum5HMOzbOHisig+fwlYpBUcpzT8m+MrxGyYxs3npexxyWwOR/2VpPrASLUFkUp8GuaUzUy/ApipHkSjY9zHAEVno3ba8s1uxojqY/4Xz1GBQgxj0f4uS85gYYb9cevJk8UikPMd1cc/HxfV462tNfv3JsJSz0g77kpPGjS/AcpDZjDyb7ZMHs1JibnXGnt7FkYXo1kNykYhvJYHkme5YTl5dokPECTQv8XGg7qE1TQ4xcgYUPIFcTJy2M5mvA1sgpo2k1XsoOfp4Qie3icytbLzD60q6RXN9SC56RIf3bpMH61nMmsbV8H6D/aP52EYd7W9YBW8q7mfXNQZvxLPxI7uGWbyAsttNg1rLCAjtQSwmbPO/kToa93kwvoVgM2V6n3SCaHfJ0rJ95ST+/kjcDBV1pCkRShi6MsF6oj87VBD9BtK//g6s/zj+768Kb3NFsOol27VEbUHbVOHrA/JyXap3T0R0TXUsAYtNF8K/Du4ViS/TcPAAME1kebBrU0/Td3eA9WWh/05AzzBmKM3mWd0pMS2Wwh0ovtpLTEmOwzTqK7h2BHOS+BP0LpRiMHLlzPwfwHB/0bGjxPfzaTKRmlTmI9neU672BdTg2c6CrF/Q25f+Y1XiL+7xWzb8Lj7A7/RHicQxVw5nOt1+7DCkBgT/lzg7KjjsvpdmjZPP6duXEI5a4uAxqjtRbRRzo6QWnI2DZiGJTSPynWF+t7AVkQa+9nQX0UxgT5vDouy47FZ0Zt8S7Zz7J/j/zQM3d+z6h2sA/GXQClOOidSZn+x/Ohcha/BDk5w7x9pdN1O5Dbp45aDTmRGAdYsPsmoN3Tq+S2jLmaJjoinrjx9KZhKYt9tgIlVrudxjWlKzM5W/fR3q/T8DoIip20LnRnMz9roO/5yGC1ezIee5YOsHFRfAkcPa4lByyvHj2smZMCNSETx8z/kEFNgiYsaF4YzeJTSrD/EHonl7SDTBKK3j+TGZEqSTNoLsktC2N7FnEwHsw7LNkPscdi8Y1me3Je8s0GJmPtqgLrMCM9T/7wNXX04mc/dUDfOfimIgQQigLhRtHqBrQCnmd+DpFJBtMD8NSgAIWJjHOm8tBMOUfldQQhxsfiaZWiuGg5OW7hYS6LKSxP/7dWFdqBX6n+u/py3V2QLZTwERrkivMciQPslGln9xEJ+Uj4qygXvmOj7g90eFBpfwpJ56ZZ+XNbWt78v8NsPeB38S50DJjrhPGQ3SEjssozeGltDWq0tLpj97kktRYBh06DWBBOWfLGrUVfbg6zhwtbabYmbnq68HQhO/e2+/a490niwW6+5f+dbOOxNxMWxgCe7iPms1sF80TSmYuQ6hnEZx1yaNbVGT44OhrZD1s1ZPxGt7xILc0S9aAjr3skEo1bN0aGXAbrtoyvVf74cCAclOBhq8NTO8RoOqx5mAe1T/Ne5mh62OEf9rES4HaM6K51yd907BDS+KGrEQBFUKnOQ2rfohBEQkNrD1Z/0JJEnk7yznOcAjAfMotDlmaCSsBsg9utn3jelnFlSLdH8xJXXH/iJG6ba5CmEuk9lLp+xOVocY1ZU6INPl1FFFFiE79iEL5CabA+MxrdBIoy2x9f4N7ZjMnW3crha7fBEDn2GWc7pibNIhKOk7qJifl1zoXTxM+xOl6tRr+1qSCE0bd0O+ioOseb/r9zWmurEx3n4hs5zphEAmwGD7EaEXR/bmzc2YaSWPiQcRlxf5zEN+WLktpian12H7gNolX2lgoQDuTr4QVV+l0Zfz1lww6xNz2noBD5Cs2+JPE3vmL6tgSAO/LCFZ96pqy8PGV/wND+AgF+3TxL/35IXKu902Tc3IFPcq/9x8xqbR6appsHj89pn0yoClnQKfCxsQ7c+TSBA0l+nV8qeJXF0LTDXEfANF0Iks0f3m3duIB7pi3Sv5+hwPwtxzvfwSWyA2gxvrJ9SFMY/eKfJ7LqMngujYWC86nrioZw+O23ATtaemgXYAZ4y6LA48RBk9imNYkhvYIi904e+g04lYTGHkI6dgicHJiS8JBE22bDfykfmpaMNg37q3GPOs0RgenQxGxThs+qcZbAHSqSL8+x7bvvt1r0S5tEPt7pb6wUY7EsIwvbjJVClc8DHs33LLKH9jHMMmd9JiTC5ZqrXL4tH+5/1zwuOn05TzW4sV6GFZC+mGNVyQBbLgf4uf6g6AdHchWGLJIAj3h/jTjsg0hVEkbujOwFQUSqQUYaY2EsmN2fAsrHGcO8WG42mar0lskdsBCrYSskJpo6mWbjjeL/UXmwQ1yG+IngTgv96xmsrilBG5DpBQ1XVI0buzky6xT3fI1mJwoRyk+OQvZwl1ZTiQiKXl8k3Luv8WklLPuK8vdqyshTyYgtLW4qVORYaltD8g4Kgu+6T3JWqP+4sMFz1pGvYScxC89+qTzbIss2dTwCE0RHiPdgcWuBcxVx6tXOeRexuLd830WdTYbQsondfBqGgOJKyLMRLvEaxDllq/RI1J1wUoGwpyPNXN3pEz4aiYoqtMYZWrKWbqK49qpMHrad12Gyw/FbY7oe1XsiqTCEOKLjrme1zaDA2RMac1gH4GK1FtEMJq/Tggy56iS4SNemswdEAw8c0Kmc9tJLUvTdlsHYT9aopO11W+b8G+j5+EOtY/afWxhUAylhrxvt38/xVKx6QqZTn0hAU/PYy0fJOfFUbpm4cqTVArxoAp9H/ONqLVBtbvjFUcSjgHKVgNzWFDUjOsiUvvpumg0MWTYEHUetgVdvdusk8ctAR4xPliomgxbHwHCfzjWxIXjAJrjPVwTZZ3E2hYvYYv02i2k4XbnuTsGX2RWapIsmlotkR1GYd1kteoV5vTk+8rdQZC+Fpl7vhIJQ+LogYIBWGV6S1KhvAHrmpWkzwa+oToC7AwofcFd/jvj/4pnzcMex1wfzLSDOuzB6zZDiMJq8hkDtxsXykkGYwqWzVYIGZ0klI9C8OsdOCl/usVCdDUHeAEZkwXlSH8wyMa8iz+nIZ+XqzhOZeVNjd6Lp8ws4W+078oaAEVPCQ56ayMNFkBeyKgf0/fts1YItttV9++8rTWbN+HOD8Si454K1eDtgfPUqzqC3L7c4cXSIaptXCC/ybcGKNXqFbENRP6elnbGtSasCPMUMznlhkwlduZEiRV3eu6eN6qdSbICWf7KxyQXuKbi31LJiJjBEkFuJjAHGzc/Idh+iiIUjgEMxAo59nPV+fYxMAauptVPm5xE8z7KOHP8z+0l6mGnzBwWUK25KI2azJw313xP4VGcqily7bEFnpnroPsvgVKG0KAZBXI56xKv3b/RcpkSXeWjEOf/1mGCaofWziBsqFRkz4RgyqZ++Ocds5BGsvkdHNQAm8cRiAjtuliRZ1DsE/KNQ9hTsKX2z0qSnspNaj75FIcb8w7lVOOTElGoh2k54TZUiW+vKqdW/JKvgQUJrWBp1qyniWUFkFu/9ga1HqRuGtZkNb8LZhZj6ioVnKY8Gua3AEFCTgYGPhjQ7dkfwEq/4cIPgj88fPJioh/1R74xexHaCTYQpbX6dx7M2lyQEXOE2nK4p63Fy6ZK/RLkZF2uQ46X032z3d123KXk8wo/NSX64xbbh7ty5YZwm8/L4jaDEJ1cmp9sJK4sap1EzR5G9BXz5RRBt22BGtTKnoX9lxXo9FzfpW5h+FTqujZZD/mYN/AlV1ipMAlw69cCJxoUieVr8u2kfp7h0lIOS+1FJaNSpDTAr/u5gjLj71kPTtVxFuDXB/f+lFXx0l1vfVfK0RRvg542yEo08NdvONPoPlcrWajsoFwfqj3vBjouIjscgR9UyyYDq9QoMK9zDBeNzIzkNP3TuPyxZKWw6z/xAl6A3mCc1mqbUuEmnof5DVQjxnm4qJJ2NcJXAOaqMRgeRGvHlj8/LYVUgo+PLymG8boQ5PAssFgaNQ5WgROqaum4GnGZ+VVtxREt7MCO0j+KhcCyOzzvEgMs2MoD7ZPMVVOo5FawZxRvTemKSg4XpgaWzlBjrjL/b4/4ZKeIpM6y03BceU8I099j80vlMN+P2AqgecJrboJ5f6G3QqHq9DNez/AW96md9FDrFmKeKnqbdfINEnp9sXjSmeIScBK5/N7CfAGzfOUdj3z++dETP7j1oQ8ACRiWkDCMz+Q3+5KtiziwmS5nE0jA1z3fJoaxqWByZzy/fAizuDp1OTYhRV9h6DApVku7miyta8Ufzpk2Baz/VYlANKpm1L6fv2i4adetgj3poPrFQT+Im5MWDRyf17ajiaLvZH3hiZZltKnbHl+anG4fBSvqX9idj8xNDkNYTu/W9BIrNMeO1+nB5xZIrNaJOVuWjZEaaRolXNjiGt0Jk+gkfwPlSWGUcsl0VNQwJf+yrnYWYpzbmVRXL7IfH/t2B3Afy7W6SwicdyiimwXycfgY4C15vwh/U5R+RZrZTAdDH9HYz8VM3VUCvuLF5FFLkpo1zxwRnXICH8NA0dh/TdN3l70UVNegICVBiOWvbaSejd0TkjTscmtnV6pmGCFxyejy7x49ZwZKO9H5JdZ+pa7ZEPA1cxskwuzhGWcB2fUcRfojdgvDOtAvKo/azXzb4dfZ1ZFGjYAHirdyxuw6FZeJ6Vnqt0He3utFpmT9MNUgZlWgK+enY1pB5m5gCEyx7zyCx95uPGQEy0CGuaj+jVqgYGuEx166ltZd376UAm07PJKMmum6/kh0W4O9qwIsZAJBD3rqSMbmq4nmEyzU5oOH927dg6ti9Ul6pvs4OkgdsRxcBf1FG5OcM8rg44XT0uMOuIvs1S23fyfus4KfsH0opl1yP5gUOzyNcL/ulKB17kbp7DnAiPCzmelj8Jj79Sum33yVcIKMbM+4SMbOTibI4KbWiyRahBM8uB/F+nRfrRjB9ZKuGWlliRenKnY8SQSze3sTezH78+5u3yOW1api3qh6+zHIR0qusY5bM0n2xtYENvfbU/8SJlsM/aYY1rO8ch/1SAgwkiBlYRjoeteAZ1qpNR/mmKMP2EzxOCcSBTlWXO4wzNx+Tdz1KcnbPFCFu0wJpfz3hEuomME4RtQcdjKk7fbkgmieLAkSV0X7B/PEW6AvIozN85n9+FBQQ+KzWGdv/L3g/6zV0CP5Lblf+4kjEK1Iw7jtMMQwDTsmT98G3RNQEbprrJB1ukFzZzAx2EFaoFzQpOxTBlMLeiAIZfY9rk4q1ZzcYVI/NOqyWQqAQ6B8/TdQfLOHQn+RpRZ8y65qhLymU9kN2Ct/Q7C6rqb4gJ6d/0/tNpy5byNp05Al0pkBBhDp/XzCK9KikLNZ6ruxyL5k4FXL3P2d3Cu20GFdVEaOlX8MXwymyp9rlHZ4KXRrYoB0pRfa3CJRSDl15c1ZIUGGIwSantKnYJqyJFy0eZ+ath5UEZRmY5d7EXQMQs2VW6dPgBraqj9LvFs11Lk2p/drNDS4Axm+YzVE4ZNUXlKw5Wkhmhmj6wtWBWHqUxXfQJ6BP22TVfaatyt7SD2Z25lkA7z7X0PveSDeCZ5Gp1tbqJhuvt3O9jHE88lDf4Nz0/5MxE3HLK1RCJ629wi4H4iaN61dkHz76+iT3KW090hk6b7W3e5WyfcAU1h9xTLfyTJydQhHZ/40ASv2pNjh8z2uiI1awlAcQs+/mzx1cYA/cKfBaGyV3RXU4EnRR5KanaQDLOph9eNkcP9A9EJXdJ7DjhcSANBMpSUtA+A+bM3+gSJ6Ir8YPVETQ7xxNslzE+0lYEHPFAc2EiefRAQlg+j9dLpOC9vOPTTYuiyCf/txIqp3L4X7taN0WQqJB9Noa3ybpF2PL5JzretQA2r/hD26S7VDtdvGe/fT5ni4ZMPF7t2TwnT5n42v27pYM+2RRRh32L4Qn4SK7NNpF8+UMDIJVtFICnMwQAXttHBLZg3OM6/lzUsb+O5OUbYSEISNCAgGJhwmyhnNHVLCmudA+TlavFtor187xDUsiFMKYK3sKHrdxZbE3P6qJCHP73n2h7ULYt62y8HWPUJGfeJgKxm7f3r4NUemJyNRXeUWxbbJSspxei9GXKF7caYk8PopKkN5Tgf+oZBLyjKXDNCAohrryx4ifNYwJu0xJ6FdtxOX0DO6vE1gbVUcZpH+yy+I+Ndf5B919lo64dfq+9uW3fMQO4kUWW1IDeWUP3aTMjuLKlQ02GgCp8umdiG9Rg3NSRcFd0K3uVg2ovXSYWqmCZuFdqbwNbnVDzJvsDZlT1K1eAg8xV/3JQcA+pTFitqQd2TsabDUzpUXTPUIcKNmsFzmarE9sGiBLQMiSDebAGZ6enBAghLnRA80Xe+J29GhBoK9DooW1RCR1kIgTZfqLfGeko+6wKrqJyv+Os73Kyf3DSchepc0i9LfnqMzJ7kFOnXOOHBjtaP4NuZieubC8ciz5E9uIliQ5kgCsWW/dog6Z3XhYjtqD6Xis3aCc1+3Qbm7JZI7gOXUoVgMAO6GW0h7C3qHNfZCuGooc677EmCItuHPj5c6QzXKfaE/vppxk1zEZOpvtFVmjr6MU/XFinN3czU+QObprb3jYLxA0rhtdIfRfWW07sgS1p1xj6kK4I+5ze7BES0jHdHItyxGPlVgmiRyEEo42MJbA/UK8fK9M8rVEcMYUduSwLICG1BIkFwwHgZCDNwn5m0CuC/35LSpSUZS+Pk/qJ+tv+t5fjD9OJvh9h5EZEjeImN4VT8zn5xmzORWuY6d65Si6BaLmTr+ZknFD5cQSl7tTytbfY5sr1T9SXgxFzZ0imW9RC9Nx636GgfTQatsUC2PVFnp4idY/fGaJYwZPb4vJr+dx3/iOVF18XZC1FQCdQCnfwh65rfgUBYEhBdGTYlNUTcgYGyTKYw2sYT2HsISkp65nYMKQ7nYjqYxMm4Xv4YjDZXh1neG5+mEUgh+i+TC1SbHX4dLxf36GdHgCMlrAu3fmA2S7HR8X7jv7dS+KiSd1wG9kMvYjTNep+dgNOGismtyBkRlgo1Ue/NyMGnoCcrm2VzH9My+0YMbvot+IMAGdfUHB4cg3j9kdC3oC70Qs3o8VYJqUhN9yYrFMlkSAbEiU5Q+fy062axrg8mc4tJmbBWJJppeSY6/xZzRLfeZtEX1aSTLJgTOBk9lbN0htHY4koy7/I9fSj4BAhKzAm7I75ugPNFRRUd982VJyvZSKo4tzhVkfvx+gsjC/dJcG8w4pFtdg9AZt3TcudbWxGkgaNw9hdo1PHbPJRM4/kDEj+IU7Rl3Wg/J0/DWUfwnBucWpisidz2BMNiyGdVwdT8kteDibv1KNH8Ekq9g1DQE9CHAYK7ZsrmTKeD4HI8LMwhTZB1tcZoZQtJL2oW8eB3QBds/W7ZwVCt4Q6YNIIe7tWx/+gbTBdBqKEU/CZvEvbXB+QoQpLqr2YOKpmz5absfrc0fTV+AWxjXQVdI8cVFB+2nzV7wbEfeTG8ri3U2Kml8JAQzHRNM2KAs/Odx2dKxY+MPtmnL0vTYtkw6j+p/SV/HNGubbSoZljuGQ0IiTcuaWh/zn7M34DFYkGrKf6/mi0+lTQ+QbKiFB4DtAqaYJlysa9G7R2vQbuqTCuc5WakdoSd/Q8uEHFJ2UAwvB+AQjPshkYdRQFW9I5FrX7csLjK2xTqS570c/Uz3jkkhf248hHwKIbAU2n7qb0g5k/51SGCyZ1jUg69XTLACHpdj0clGaSguO1Npe1Gf+8PrSxuK+I+HjKibudhVFJYxpORm+j+fg5XiiJwhy0evfWCl2huqHaHh6KBi7aDrXecLjjQIpWpkrTUDZ8fKCzXfK/2EcxsAy8tkfgNSnIKjMS92xDPQNH8IdY8/Is6D3UCBrs5MQE3kiPmXw+zlygpG8xYNUy3S9eM5v56E2UIrZungaBGRDwpDPWhCSebY9Jh2tNrfS3sBPQOXuXcaMlFgs5KUVhH6ny/wQpySTzftrMf4D18nMb6f3ObIWO+yWBk1YzmLMP6X1H/2396gnnWiYPluehtDD+zN5lEbKHE0Qc4RIOlGTZ2bBJgk2dX3AMCHXR9gxYgWgj0XNA2p5Hpa8UA24gknnCdDQlxPhl+oErmyOZKgHg8tgLSHDcxb2xCib6dgHP6lS1rbgxS2fn2zA8u9gOvwmbuS6BO7im6KWEtFNVnAZkrO+7NSOgg+Qi6aSDmDrC7XUtkZgeqhKWCpYm56gPEtwhVKUaS5QQ/HXkVoab7TSJkkj4nPto3D1vrBheD198bI+DbpGG9SZnyXcegRWXpJQwKj8lk6YF0+Gix6l4cdJ+sq5ja2i6IvtPAYoTbG8JAcOSRHjPz7J+hBTHNUOB99a6yhWDb5UcBXMjuclemMX6rO0++JnLYL+vXdART9MoKo8MgQH3ien+Co6f++JHmAj4qTIc25L+Dt+VjXsqHr8IuRxcCvKCNGBTAxLx4KDN6lHTEgwWNzNBUgWhPIhKFSYf17lzVLrMmH6sTCempyYffO/m5wZ+HGSM6RiBdCMaewtdTyVHRM8m8PHczP6JzmFHimrr4n5/8Lr4ObDKa/mqFzjdbjthrLJlOCiarBwG3NhgPBL7EMNYUFKgHOHPBQAx7WEJsHTfNEKIDKUyRXOLFcDRz7BFqpMJJvbGuimttW8QSP2uMId3QVw574L88j8iiikoCrNcsr55PoPWP4enBf5rcX9BhiajTic9GbU+zjOITGCFHA54xSHJXVSyJkYYdRtSgWSYTSlphQntSN39a9zBuYloNlYbYoDlt5AwFhSIuh3JQqyVZrLR8ZEYhdIyEEGGHZuyAdpJa3HPuYtaFVCwz+U8ewvpxa7jZ6yXMPZyBbjeNA+06woebE02K8jlZs84eWa7rPoAbv+oDPcwhP99v8crSXRcwSt0imweSVH7kwZJB7bB7o8UF+gkjQz0GRgFyhboP5b7SGoOjf+pf6TRpgT6ZiH5d21Qyj9yzoRaeJwF3e1yra+cBUhDQwKt//KfKpgfNesVYtU8+r5wv1bJCWBB5CFSFtacx8vO5xFuUVP+AUVE2k9xj2+GsagutIwa8RRNomaCJGAgqKAsneyUv08jqO8yzgrsK6FRi4hj9sIWDZV0FYNfh6/nEYlifVR7prgl8KmKzzlyVFh+UywSPYDkkxHsQVDFtGPDnNZ6b7iVQX2UUMOOgM5YIrWrgsrpxfcqUOjCtIKoEPDjY4juU11m9YLJtUN2dv9hjQbYG/qomB1V9cHm2dYTT4tJ19VFPDYur1i5iyTP1QcU3lF+JMCQ5M6uAOgNST2JL4xZYhB0xvlKrmdNmdLN+QJL9QBhlMlpwLrWjGoow60271umxFUWckLcMJ6l3QHq009q3ICq03pYJI3RrTODgF3CXq66l6VGj/HWNdn2BuT3BNDSHerRr0r0NO94WElIwuvA3H9GfC1lio1X0ZOlU1AVpSNNUBhwpJHqlAhxRlwUEu++pKPWf/MxZo/sCyS7n4nMAMKNk7xpXLhcdGTB4Wtka+MLZe4d17ws4E1sIHm+AcUgp9VfynbJjnxxaoy7b5e9HpyJNmEMVESORqEvIuQKpWQrt6oo2+4MZAKAw+0azrF8Ysa06rUQNyLLThX65EuHdQ5ZtrbFM10toGtwWjKHcyAceTlHeg5EQQj1gcjiXvgqle+HGCER1jP1L+mMNJk3nWVlV9RZir9KRG0S+S5M1fSobhffSuQ9ma74EetnWufXhzagRRUKcPD9Fk0w5oz1j4imN6+cxrsApG0DUaWVSX8kL8E5ddTCuZfsLgm2n5g70CjxC2nlKFUWJH5dnrVNiG/BEccaWZ37+Syt3QbL58pAdrny0i8ts2D/sylsTJvnqInK7hd+AEB/9OwYVUrJjnA7zbrn2OoZYsKmXvA3eOVkoZ0ZVt9rrk9EWUda6dsiJXruLrt+gCtMopLV+MgWOEPOhGvF2hvCSte5MT/CebFMCAw9HmPSUXcC7RFvbafhGg031Nck/NfLmXLPnK56wB95fOCuUE9AbzEtOHwtNhXGlh2HjywbAv8gFalj5td4dj/cLdBdvoZC5uiQv1kn0UnVglwCAw5fmuHnnPArLcMak1HnDKKDMfmko6fFCEJj0uOyZR8hWsAAISRNbuemlQuLaqh9L7R2t69bHu/oqmE/1hTkUb5CiUO7Ufq/dVBYAXEyHXndCiPHqEbnKBP21y4Tx//DImCFY0XeK/GiergASIL/PGoNoeqHWyHHjDLbsI/TU6exVB/XrZXJIf5C0yWVdvJkZ3Cl6MtKFut7vFyTHgHOAcnyXV64ScEidMDB65vgbMLYpKPbB/wLNawRG9qcRmbqjZp78UdFs8GHyWjAA9l8sFFYTA2luQG0lJMmOdmDT+1w14mL5BxpaI0Gvlg3dWcewdys4xsahvJiX/nGtd0C/a+NGVG+pf4vUbxozOe+vOD2pn5JN+urrafcLkvGMIAV50UL4cW3GbOOIUpzi/aBHUeYBcarEiJTYaKPHm2vECP55aqlQ837lc0SfH1Uf4VPSetspPevMXdb0V5y0JDE3Cxkzm7yLKdHQTl8FyANvK6k8cX/Nq8u6eozAzRI9AfAKFTjrRIKedP8xHzqqDUjozMHN3LYQNhPRxvGqnjskQWUd2X32mhNXfd+U3KwktrrP720WgiQr9GAE9VIrF6rukRs0tpGcF10Si8VabenMyVOaQvA7Htt0CDAzl9qp04bG87mZ5ab9Utou+Z7v8EXjSzCu4M/Sxv/CfFmi2fy+Q/NzhGbEenA3wh2lPPp3EkG1jGIavMJ19Scup9A1Z8bg4eAxEJManc/0CaFmvohvBaO5STxbSt+WnbkSN+KodV6hEK4hex0DFN7y3xkZGVssNLtRgOtF+JSNnWP08PX7/FVi51nDqMhgm8nu1nyxd6NSS8Mj92fmxJOpdNroQ2khSD3B9sB31N3aVI9fy6xqDEsAgeyhfOjvW9U8NXkv385tIwp/SBwAI957wl7814GL43cvUwu2N2cLuXJzXECKX7mP9nXmuKg6OqJMz1H/fdmZ4lsfW6z4oqX2sFTioRgtZRQ8ZEKR9M5dzkhgMbAAFBvhcMSZ5IIK4g4ROe8NvDWAoLwLCM8U27aSX+oKU7VabchLIdAlU7GpUJTBNjBg8+j5ZTgWaEpfibsITeAy2y8BiWfK8OOjH5oPezzDcufInJs6HmilCHu4dMdxmjXIe/PuIAdkoBI6rrn7gEdH/AUdPYbfJB3414L/K54si3zVX4mBMN0tgDebZwf6S+/csW2MDcsQSMHXmAS9KBgY0jHEWRJYV2GPTg/FgO6rih7IHZY8F/PlxxmedFQPtNh020Bb0bzUw8Qo+SYK6wOCJsvDDYKZhLxPDY2PhsAgPwFXd94dp9hDa0jgEW1mKNXyuZlvD9vgOxKs0OoUsy7pkeIQxVVoiH/WDcr8JODnwWX5rv87KoRjIH9C7oMhWgV9NNxrTz5qsi1j2tVYr0DyMEoYyVHwhtTL8qxqylvfRV/edzmzsjkoVs04Z1U6nXJpjbdNJr7iObBAVR0XBjEdbZMaW3hO0V5iCl8Kw1RSusChtUv7qntV5q24n1hvg3AjfxGpAQhmnCHDopHIe3zpHcscdDdCFBjAHhE9XIUJxKbvyUqGg1thMgFqQ31U950lLtvLyW/Ros6UzT+5E4dCaA2e+/2CZFknIn0Z23DicxFjhSYbMjsjgpjOeEHLqfywGcMRcNtcKryDMUtbiDFMUUSMch2MwYfYCoN/RdHE4uqCIlgZD1UTntYuQGsuzIBxZ82g0rWWmIMG86fRtkZLntQAphmPM8koJoHClX9gkBt8P9FJuCiSAkYOX8YfJuUuBnT5XBZDSMYB+VgBllHM0dnkF2w3HAc9aP8QkI60E3Ntxmpf047YzyBFZpwBNkeJbITCSNz0xHrx9WRFRpxFgXsfw4zBLFRAda3eFmz5UplntSRdeJ39amnL0PLCcNCTdghukVQbHR/94BZUbMmm7lkUmySAoIA/NyZVqqrJpJsLr2fc7GVNzQkWmhKJd0gxOyJU5g7oBJ0v4/5/caRynrkUb8YIT3DCDsHL8EeGMnoJPvyy2V7cn9OFga9VNZzI5Oij9qYki3RZKguAZTpm8g1mYWvjKVn69ZLIEGowER0hcpU082ClUGzT/44c+6mITLmm3VYZsMpQ33lRwteQOLg7ObJDA2WN0gx+NORx5svo9/jb5SfgxWa7IkjC3MrkGVxq18a2SdD/JJ4g1dcngTrfjjG07jCZ5yL1defZg0COz7RlRGvNUnGeWwxNoXfQmXj7XUSxoT7HLwDfWx6YeVduPM54CEqFQq3auh1rzHVp9n1Vs4w/tPZhtU5EABdGKzP8QXeXI1o7ycnG2JhqucsHE7tU0qwYOzmuccFWsV54VmcOHF+yyGW/QfEyn05KLmn23RznsYBifSkhg98Ngx6M1TIT1cUorK6Ymn5eG41iGijecXvsSURlKP+ivPbWQ8DpWPrE5TFS2gLiNtj6A9IShEsKrcxq4e4d26i+3EFZ1cCBuGoiWOT5UujQe3NbaG+oJxPwXqHZciX1jzGCGv+Ihlz550b3CChmPHXHaxPjr4P1uDYbsnSRM8CUc2EtGKk66PfBTD/2mN3Jzhy70W6A/cMVuwcmovSaa0CfDJ5VQBTtF0tPIIXBFhnCY7ZWrDvJ1krN2JfNFaiwMtsXIQt6olrRNB1u5dT417QcmQFzLQpc8a0YIrZgnJLyVZ86Xj/yy9SRzT0x7oJ46vhZqr71t2QZIa6s0zPcHI148AnWstj3fVCvau+Ki+caUOiFDGEFQfEacp2OWm6v3wunRTPxHq/1bKVS5fjt0KkOwBip+rSj8Dy1U/6vZu6zMY21YXJyR5kdJOWqLZH+IA+hL/7tE2Y/IOmEHlBbNbLREfOSx1eOtxDTfPAxkAJtFDA8mp14qnQFphwbkLLtrnapFaFrddEzHP14w/+B3zkuvbYmgnlgB4j+wsz5TpcezCjQ33z4FbKd1cLhSyw7cHzyieEg+rwehwbiiS1UOzmkzLhGMLQ24FH6Gsuu8eAyZLydW1eP1Z5k62u6DRDOl6sdBFcVWnRa9w43eSSl9VSxy4ABwVpryzsJ4Vxlo3xDktKJZb2WfRM4rnMTHBaweA+JAdjnqsWICcTi1fT4SdVygn9g2JtQ/SWCmm/yvw9rX151eHWIfj+G8kK33MOFhGj9pjfbx9zwCzx2EH6DKBvGD/CRSngtYqJvtiFUW8FA0hyvBcKz8x1SrOV1gO/bbXbFAAfoSQoTl040ufO6fPzbZrTx9yH6J64YvAd2E1+dwF1IT6rcD/XAaJnPMpddTZHvR3QhNl5cC2VAhRv0h3ROtC7V7qT3PYjuSEBdJywP72mgq8BoriUtcsfMqN3fyF1qi5JgRrrpyW6O9QXOnDWCTdK/hzXL9pOuvhUg97ymgVibiXu/OxvkX6UALvQxDtAMwxS+I09XYTT77yWIMGvqa8H1wORm1C8+/lcb7V3n6LQsdT2SzzK6ocjmQR4jzpnksaadKxRL2Bx6CjbCn9OoykEH+qsKnuzF4j/xGdWoo5WwCHYfKQMvn1W41dk21u2jWSnvwzc8jvCOoVekZ5VsIBEnOjpIgzsf3HQJCN9+qJCwiRBYWdU3zAajA2nTMU0HbfH7agp5aKzeDeMuFDDW+7twaFgilrQNqdSzeAnhHMmSmIPcuEqLLHAWzqIpkovSmCXs6HJPRlr9OK0ZvKPOZ1np9tBVztBBoslS+cLAy93Yl6FtqMZ0Kh1+RHHV5uCNcH+84/NzTps+ooiRknCUcLmmMjhp8CQVPSbvrq7XbD4ecToEfRQcdJV6VNGtfY05rAFo2bpeYCWxvbwHJ5Gj6n6CKMmBrQ2dukcW3Jf6ZU7xuqEs0Eq9TIOpKjRkSelXdA8B/HIPNWcYG3D0HZxGQDdZPQ6Wi8CiihV0RKyqM4cokgRtmBruF8CYtkbJhvagiZZs/Fyd1fambiUWS6XKDdz9RQGYMlhzRoUnBP7XOTr1cX7gJJH8OEazozisaV66K0cRwVWqzM30jN3oWOAFEHB75eCbMZP/3NoSNTpcxgccDSPnEIdm8tvbKp106ZOBMJuqBYGNmt4hGL1lesFqB40LgEPvO7ORL4DTOvJE9nr1EGuTmwYSfbtrajsjaIYxIdICAM/snIUEvWHe9FiI9Fv8dLMRE7YgfmE68tKiQl52yUs4ba2KEGk6bkT5Rr3bCaSWBxhnUHCjNgwRkPYhs0xNgEMQlBwme0hTXLPglCz0Ojuvn23L+6fGgV5OPZHb32ti2gjvZ3IseOjbP6t3/VFqCDMjSr+fBIcWAUmbIVHUYxLh/wXxRqVEXDa1rP+EhU31d+g4pvmVzWBxuI0ZZkZK4pSRB9ZmIieupATDhLBYdCmNkk2BK6pXI4uPmDfdf9bDdhQK8NhDdFPC1fjdE58T1yO6HNVW2BXaVP5vu2CHRXstCn4mXVepqr9whedLxc9oLYEdWk7C4HuCS4ZusxGZau/I4ULJ7H/UGDmnDZrRIF4dM6lb/+VAFNbeEbpzlEuv72apxZL7sGtO6Ca0tzElRqIQiKPG+8zx6ppq5GCIHRc0M/E+ft6wZ2m1Ivf8pROHUXQ+9u395nB562BE3aRRxfrI2TGOI0uA7XrNRL9Q/sTmsyUsWCXrBLGkDqDiXL6SYDs4NyNPRBLt5lbEbByJdlvv1G2RMs+gNQkfH0OeMsobZLep4rSi0SP4VWEwQd246n2OBGGPfV+LaFWchA5mi7sNufOU6neg3BxVf2sRaM/dUhbK7uPV0I0tefrStpLqNx0ERvlGm4j63lf676YD1y5Wojkkh2WsnfU9YtG22BL+EFyCdqi48jisJPVxh3hTVyC2LjQA/AMSfbtFiSQQ4B7UZYaucvol56jZp9Ql3bErcF0sKRJbZ81bgE4UwkJonKB2PmgUeLiTZ0wTwm5/gda8U3kAo8vayKR0GqUhGW2+InTNbau2rLzn5hJmPP+pQ56KHfUB9fdT6pGICpkyVaeHD36c16neTEv+8sk4DHvFCiUjPaTSk4SVGKMorrUdEQIj+Y4ZuKRwWYc0AOxGscOLsNdLEehUWiU1SlSCixnnVe0BQxeRgJsSESTqZkstIhuwkxlYjgdYzjdBIdDVKH3E5lTWaRZgbWHdKGY/hHal8yvsmVpyKYGm54K2oH68PBpXNDPYTUWXKkPo1ZWIo0eLiqP2QdMgz2o3XZbvaKvjs0DXGL/gCh2RVvIOe2hjKEcUqlbt+EZtyUA0JLdbrr0qDEAvoBNL0cKkhzX0fa2GtG50hSRA2UcoTiNrmU2tZXMyIUTV4ncVbk4BDrodaMzNyhEM/CJOapW3mktYrl88RAmzMuaL0CG7Ag/3i6Irw6Fdev2cxnSSgis1P1g9inEYKiEhU49A6Ox9LZhKkiV39bk2ThQDq7A5AWl/HDV5s2f6KO+SAbKmQ9CE3xjoh2ptpPazCqj/l5MgYzWhG317iGSCyl4b1qaCGtbFAn4MLv5uEADK3H4zmUhhxQQxFBxdv3jt5YMJhrcNN+73wHgP7/H5c0oBY7JomJYJHN+oGD1fpXtujVE+DeMHc1skhEAAqgtvwnAG7n5qMOHsnsp30fVHpcbIYBbB10H8EIgYXB7IrhRg72jkw8ZBYKcIEYR5/s0yoIaFcqOONwaZ6gx3UU96cqyHkIDB4/r9tKmX7qZd2Wn2vAas37m5mFvpm+F6p9K4+fQ4yvi5ZeKNthrn4O8nr1h7m44X+F2KGJV1mNT8mOaFr6SPrPlpZ9W+TJsVpoMADPOT+aqkJ/m9NOnzl9gGE0Utuh8Mb8vp6dkvk2utIvBie/12ANlGFMRGZ/QOFNRrSi53Zw8MLzWeTy7VVQggZSbjdBNHJ+z1jvRQrDXeAgetOxAL+e3alcH2lTAkrlVX+X82oERwG8HSTq9f5NrwR4iaqtrUJjOSIqzVXY6yzS8ViVYdbgidCIcZljDPewRTsjF08B3ux+F+WhaH2s54Y2Y1tINYVqXxqNr7b7FOaKqeSWQ1dPRRy7AEIE7htSVKoK1dzLWNTElKlvc6Gl6kcSLucITzny3Ddn1Y8u/7wGsIE6RcsIvM2Q7Pc+WQLf1lXqhLY5chaGWC1z8yVF8oddThkz0dwoR/Mp2dpJPZ/bBddyXnfpQYW32Tvuf3AJqUbjoDEBbzJrGViyLkwjjv1Zdbmv7vg6QtG9CMVhxfnEQZdObVT+T3t+IBi+h4jdLcFC6ir264s+OC4IaOgl3ZgrLL/Ef47d/7P/Mue/O1w95/bLfi+PAHYlfMzOdr4ufuVPNyEH47yy5tSUltQDYtBEoHVu/9tS/Cju/tvIJl56lap4OFsv5TzCVQPiDS61HnGrEJM0HbvAolKcuR4YOQjgjn0ZBKP7OelE910F7C3qhEIqziMiCV+1qtoW7+9GsAio973+nvBx1okkghNDNq00lBnSIauJU8zjGSE4dDyvAZ/pBjNS6DoM3iMk1YG9ouomvKfJwPimUxqZ6bRhLex8H5qpMEhrhxOD6xQh2tN+pJw2Ng1hW7k9EKZnvVlI7633eiHBujv94RQYuSDcWsz94cMjE7qz2zKqO/Pvo4Hqi7ziq5rOkFAtmrZAW9YisEPZauRKUcOIHe+XlYDQX8I3mp2jq0giRxrq2DO2I4gv2/oJK4C9WccTKZAdejA6gtCAeNNeBs2rKdWR4TeQkx4HrdeuJXCzZ6R5ksv6M51l+F5eDDhZYehKuH9zkdm3xG7zxeScJj7KIyG9DPr6Qwddrm4VD8/CYVTNgKW5T1mRH5tWqT+mugUZx8WsSR8MplJ8+fzGZv7r60LayIel1rUlkO/CXWachGJLLYuMCEDxPWXmN/GRy6m695EAKs3N5fG9CAgr65R1ysbOe/mGbNZqKlaLmGVpzk0471pvEZ8XeMcbbjPuLFO0o5//bEuj6ebfAHGjPYNC4wwdKqvSQXq+VHOs7z3HUiba7VdU+xhLabWv+4/5pf6SGGAKRfn271tya+fu1NNfeRxl1JvY8F4/k3ETyr6CKR3asgejkaZZ2IiadomfUzOAHnDCu77+mdseDb5eAEtfw9FI52NYkBprQ4lxn2/y9VkiafWKiWG0se66VM64s6HCImwrcP3I2SyaKEHgmo5xGyLhQ/mDufGIJxtOVe6+YqzudE5jGBqpNkXEAMTzHASZMIk83DePo7MuyseOeGxb6v8vZF35aViDK8oWRGn++HNYfWFyy+v0+OTlt6pN6ZI6kWVHQ46+vVzGhKVccObNE4IodY7lKDZ2ccFRzLoNpugKOkcm1YEggOMCSpn+IjAKXcMS8C/cvHUsWIm3SrA38qUxD3IG9SH5J4B1CdT5va78rHyx0hfhhUqo/40ZZu1C0W9beu425+2VTupD1RV3bORllRW8tZ13gO5woTwEf1fkmJROmjHxhQ6+/cUd9EwsNjE2L9W0YvgdUExqW1aPeezY5GPd6VzLqdBfHBaan1H7xYZwe2e76PDO0ToZcu7vv9pnaYvhCIzQHIpbMkXa0QumkRhE+ouGylTY4ZR8BhUC3Ig8yhsS7037JPCwgOIKFqRL226yNkvNVBfaO2FUX91ByMDAc1Kjj8Oeyke3MSbg+3zH5Hpsv3tJVzBeaCMKss97kaEgK925RpRYLTPxOHjYxpsqrGRNzRk3Qv056u90GTK+aZYzN3FcHl9cT2c/WkpX4H+D6aQIh/JVK88GmX7KOnH0Mhp45O9vfK8XCETfDAybMjPI6ocuFfeM0Q5LZHLypJ9NObE9GVAwyvbslOYDoL1+YxPIA8+2lAK3Ts0MyVohbp89CT9aAmy6ufu6yjchK6yVGgrhmrLYldteGRqjxn0XMHZEPm92piuSZzJVC6wNS1tMF0kN/fRBlhBp3GB5/iM3FvbvVVANu+PR2vrpxif6CQxIu7MJKpEi1rUImXhZX0DTZtGfH0/lm+5B65AK+C0kcW/DY+U71r45we+mHF6FVA+LDpA8OHhjZptdzdfNSL2Usmt+IzX+elRjm5eaIiSsmgpS+1T9dzDzkxBvjmwBibMjHqDQJ3XgXPz49gN9Y1SoGaHdtEKpIvjLexMnC7Hy/dPDCeAsz8IQF6dJjKChbGS5x5IWnfxgIChNcqC/P2ftraOwianBlqGKBxAgkpXlEIgk8B71hnz6jI8+9loOWFJOX23UpzJksL4zGjkGQysqathlMCAuz3htw2426Dz8HPgf7++tcqlY0nnZl0XhZI0vMCMmPEFu/ogFOS5NF1Er7xUdm/+JFVw5gDZSmWfD6+284Q2Io8S5rDEcfZ7/NW0dFR8XMlozuTLFbQlyaJhwXAClSHzrF+uLGSpmUY0DUxDmON8wjaXJvIttuWP/9NvUEo3UhmO8vf3X7QdGdEwS3Hf5gIRgs4phOBfB1rhcSG7HtxEKP2yhGVdi+WhtC518DXCbCGZd0cTWKup8qp+gdFhsH3WGwk0wHvesbSCeQCoPIXDhGyJtstxv8S8MugDmMnYk/wrnmrfIn+fK0tJGzMZ6l+N0UZqBCItKCWsEhIyv3S5Q5E7c8HbeR65CpmjCuqRQZ+aSUtjM9Jc7lL74jo5lHTsnQ1hPJBXzPTXaBwUlmDEVvvinD0JEpjoJOYQsUA56fkq+1U3AJQoDxubIIqcOb7WGYLUcMhfDAAxMx+VDJNOyr2kVCAQyO0I8Tsc9mKA14RaevX2d2qqrc1ehzFNsYs93UJmiOTzSp//P5RJDmNxTE/XGVy94NbC3nWqgzoNgebqTKUZpJqolLYFA6bfrCzp0CxVkw8rZ3YtX0rPwAn4w6C/H1MAHL9HWcrDH4D1mcXdNM6Q/zulCxQAqF2b8VxS09HXMSEWSF5UpBMTiQkNDo5HQOURanXOR7La2wB94RVdM6BxBtFWttLS6yWYcegPTApw2O6QblOseBC9Rh6k2p9Zxy7V4nR/xYI8uWMa2bs38/Eom4btSXxbNJJWEUAR8IPq4UYL9W5tUajsyTOcizTEw+41cHBPJohF0qbpcIQCX56rnfhxJr94ZYApJoF53uEaHAzh8898nfjUOKdgqTwi8hwYPVeQWaZ14keoaUNgK49DHahule6CyEhIImNuTSqvCJ5yI/ZkXNAcQIm4vjW5u4kmrFOqot32aqvkCjS41EkSQ8HbQCJE+eDkFZDSSIqopZ9k3ObXZ+VXbqBNysxB4Uq4NXIB6fcKBtEaNqbDM+CCsFsLhnixxU5FZ+Kt2gH3PEQu4n7wmRWfli9G2GPkKjO31+EKUKQyH9hCop4v0DPKR7ej3WrRvDc6cj0GAksv2I0XBpmD8YUtY7s87s1CO3t8cf+col7vgpUELF+cDsZ2nY1W/cQiUykF9/0bIKH5nnPmleJBeyPJoFKCPMxMOy4UU0KwBCjzkh0NryWjALcuBnpSmdDCGb4ov8B8ccsLMwhO/wIztlSZH1K00uuhZ2RG6psAtRypykJq4BnZKHFOHEKl3iOFkGtTubRRJb0D7fRX7NpWwWwU/gJ/AmxuVGHo2eRV8Unjwt/polrLTXM465MgV0RuFKR9b7um+sY7FqqbPPtE3wUnBcsHJ8PWr6HfyX1VOU43lrEAkcE2NFsaDTwGkDIav2BtvWu9QOF+IbMF+mKauoj1fpxy1XFAA6NVeY9ogHyq9fTNnNS2OIlI7Rl/v+2Dt2GFQhhTH3pUr7U0kfyGj1dDPrgh/KAb9q563QmIJtSqRed8dV3wk2tPQdrBCkn3zIcdRPbkuQN5hO+PYkMegabDbDBMPINSWkWJPAQc7MJMS/srSJY/YhiBxQZ/l71pp39E59tTGgu7CehI5L3paqLTgkCZslAQj9kUgiIaPRKNOQQrLZjSsQdVFakzY0Baf9FymrHnc6i5MIc/OVsFhYLp7yuie5msE0o48wcY4Z7cmNn/CtTFug9VcQ6xMwHYr4O0JaRsjGwU+Y0cIkhmn+sUXIkFS/RB8mxh1Uo/plw9xflWWCmkwI4Lh1cF0OxcYtMU9aHZrwY/gwBPa19P7okSfaHyPsUYNdqebi4oUtJE1s+u/4YZ7z9crokiRn5KTNNlHaaRSiTNm35JXSJevmwkR1N6TYv3th3eR/pLyN3SFjzg2Qf/vBNGoXaRPz/7Fyab5Max3GnI3UX+CVwunBCbmwWVRfWqfKLSNPTD7eHMrCwCBX73qZ31IMdLmGkpA+Rx6wZ5bSxrjsgEiqwObS9jvJwD6StZwePQyfjviD+SX4foRtmCfzTJ3KmuXlYDW/RysXIeZIFie7PCx/uGHVrzUG45Wz5fsDHfl+YEyjywMrO4B9fz2hAYPY4ZrB9GlgIxbK4dqbDSyWh5sPDEklK+pnINSyBSXRBbEvM0G2RMeMydDn4+M8C/a4j2cIRIvHT4Ca5stMgJUu+rft0tSYKbCnIPzVDGIKF9fyf6wBvburUpmjnwcrpgOqoLZAMNwKvYuKgTF77yugpo7u7E0akrgUTGtlCP/su/bRraI6MrKuvzMPD5cu9uFhqlXzeU1TJzPfS7EoZ4Hg1D49RfPeTQ8m6mK9VDqN1eqnW5YxfvIaG5sTs+KFSdOCkoM3aj4jHPdmnobFnKz88OczbNglTYFBFPcEEulINoqq4ysSQAw3YbNOjQ/a35nr94/nKjhE62VGwHQpQ02XpJLQ+sGe7J9w9OuM7lby2k36sNqwqJTp+1nIfYVVo+uTW+kt7VMn8GKTIlENRVFRM+YhM4cqOBrmLQZaxKytg2Rg6QeAkFSINp759MWJA3sa+Rwy/BnPuvKjAT35UVGQaPvyVHvCQxRDrVodMknEUIuqoYM/d/sXheK6tP0l2e2Kcics+tvYwO7bNrsYiKcP88qmk4WN/QD85CZVDMi98pqj9JLAymMj4YoIqicxURnwx7af4Vstm1Ic/wPRZtaedkXDXf5GFO2ZK5u8c7J0a6f0BIGzszhyburdKsNydvj9GbAJN6CWjSRlNlTwYHlDVf67cJDytUHX2w0zWrmlzO8yV9RtFXnYi2o9xgY1gZDVC5SdfzgCvhnBaleAlirV84RsnzxyaOnYB4qORsFKe4mgMa/TaSQQqNuv0BpaLAtxmH0y3mxrobi/8Ufvf/3t+T8y08QdzzjWNaLumdfRJf2w9w/i+L8aNNHj9PpARqw9u7n/qiFZxnUt33uj5nFKAlRDi/oKVhiUqCbmF8l1klMJmZU71X1MsM3s/AR20ogobm1E25pSmLviETt4ZEwp8D3Hds3+Vsmeq4L+D0EVKZskNRnR8j9tQKV1hLAbs9KB7+i8f4bwIBi85V/0+TG77f4EIcBagLPJL6+riPp0PsrZuvdSfvhLMHVEH0BVyiYr1seSSB0VwiNY6E8IpvhBcdc3PCtsG6QwC5NPnfLNG90XxWWoJIJCR4mlQ3jR8bqWkrJ/2UW0Z+JhHnEI3LKShmA5Qp9kTZyi1EdLoMVZP1o84V57YClAUt4qHxKVvTMsyQAH6lC8bwwawkUzTbo1TgW9MprmFHqPFKxDg67tiD327gY2E8cy0IW1zxzkUQUIdXYkDuG9VP8Z79rTOTbQbaaj/pSLrNgULXFssaEr26DS1MyP18SrIw2T+J7tlWxUqYnrU1NqHswoGaloWNcXFYCgCR2FME3MY0pY4IJaUaghWvj0evAj+21UE4RNR8MPOpSYBIHk4N62y/u39TK/DznGb1WYRyZLyIfINs4ZiQANHZhnTpCkRxZFaG16NRv9tJcXq9qR6xz/Bnga/hP1I7GoDoD87PZCfK40jA8f3gU1B9W3eR3UW0m6kXGJ1sCVPWbdSFsTSLYgX/Nj51n2y65pUvIiA0L5+HKiAu30pAOknr5xbJ0NH1QAg+0zKVnjA39Mda3xtas8cCAclsbnyZM81sLHGwPaPWiA27m68P1TqslMkdt7i4Dt/Z9X1zRECfHzhDMVUZIUzNGE2Sf4YNjJwt0PFV3LeQGQs1COycHYi683u5/toYMwxsb0vTG341SIzmTC4jCCLwmD9gfSXKxg/1S37cbCuI1iWWvDYav8MQM2RnuFzadLsj8VuRMbj9aIiyToz2yT8IUx+Y7Kr+/WqZLr8Cc8PfUuH4iPz9f7Ncxa7w/eclsVKumF7dpaKNoL2anFfl8Ou1pjDMWOpw6Egpdmm/PW6qe3zE6e0Hrn9O9CX1+Ri7YWIBXG7OVjMcgi0smYwSlQeQWXw8/KwxWi0Nw16e+4jHXjtUXcKK4pQwvREu5FxE4g0+2HMg7o9BGgWspFIWvWxoZo4tkkKZRSS84aTH930zw+jZENJ1LEttJxYIhZlXQQj5cGeVk20BF8zHEL5s8iOOZJyjzzwmF/IiHRN/P1uhMcAMNSlRDrgBFjvP/SuzuXQ1knyVVhrRZ0KwzhNeu8vDcR/f20bXNpiiUMpvld890DL6SrpgNKcWfsyz5dBPe/0dDSndTWpFG03RqRflxC3f9IT1bhSNXRWMDbMb8ur8FBEKLChXpXrxrfK1FMQgr1BdD/Cf5KHG5vpCe8eypRuvxjfRomxjwOEBWzYKYCEq7rKveFv5AoaIJAs3YhWQy8BiB/l63lbCMYG7rRkgoBRuof++gMvXjKRwQ09nDldy9RA2cxm45MO6kETOO1v6A8wB0HqARPx1L/FFUpkZELOPBxyTRuhAbQJaqbNviKKt9LTBQULXi5sSjrtUbFEFCIq45M05XSbikKwtV2003erpvHlWuR/XxDg+LRpgK/Zj86MRgMnUOwZwsOnFTvbsnSv6Skunb6rRhI8eCzJsdTu6eA0RFdJmghSsdB4zOrQoL8SpbdvYjdJ7YHuMAiQlHmJiXSz+eP29Dok0lBOnTaGsz31dzoRopEBlt91XRPD6yzXTJ4CFd9q0+PkQtZZJ777KHXFwnmckpm1H2mnSv9xSfh4mXIcR0OfwW87Sgotjw2TEeFj8ku5bGp7RFIevDtpfzaJskS1pUxm7FsfEpreDqmTHMSxOq5VeFVi4MCD5J5guCg9d2ZrgmLVRPAEfMnC55Z63btYhh9HYPiMn9LrcVSf6k7dWRG9KwSUNSJ8qAUSVv83rBi8DvJsLVlr31qUhSKith+YYHUIW4/3NBgfkEtR4UzCbdkA5rovC7JoHfWRi+7vvtdgu0iZDsHgm8rYkGFYKPq9kbNFeoszapvMBl+T2Dxdy10i4Rni2YaGGiFjXCENlFCZR8TQQeiWE2KE4uPOA7ycF8OjgnUXeQYnMmQVaMdBU23RqKbPHTLmaJN84GFQokTFB85Z7N9XY9uuZUWmjj7LT4/KYgmYZF7c8QtBvfTVJ+muSrVTdUTysZhMLZnYebYJ6pMYUMrE4MpFjnxBeNhp5zkwj/4qurLeokWQFmDb2rjYi7HErSXmJE6uZdm3JA4DDGOAg0Wu7CZG9C2qGBbZs5DniO8PB3z1su6AVMMKdvgwa0ZlzSvh41QAS6h/wuypwe1HvJhz8+sQdrJmUHTtkF8enxWhoSMhDVspnLQb9rrbwWEHJ4JStpNahxAV6xJcP+UBXtziI5luXW8OqQ2z2H9ScUXJN63+pbDSSDqAwf1BwDJi3RHel/+4/cOeXjQkQVPcYeJU24Qt+1bCiNwzwomZh1mtzDeOzyyq1ZyLXDLVhDR4g4Ikifz9P6prlmvbwxB7311OQ/+8SmJITCiRrX19d0DcqrcHbALDaQPjxC0suG/613CBwyszgguTIQWM7V1qLsWxinhstSuHm9WsdWlEIbTpRoQ8lZxLZVMaLd8mP/zhOq6TRAThojYQl4hcRtYJSR/Wn1oEMgoFsLUL04l2vdRMGWYDsR0lBQT9fkx/FaDHvy+ANy6aAwUnjV8JAbcwF/nsbV2IGMZN425iBIXV3APJfiuhSxRgTWtV3sRZiLjA44o4ObQBxTtUwJqW+rbVo4mZeTOUBuwzkZSvxepEgVvnJiI5rZbEvdG7gvBT/P6FS86UOfKk1T8fIbnePUP1RyAvgK6tSJSsNRDfLnyYeFffdo+RZS20m/s0YdGckaZuHQDCkS94ZWdbMMlWzDEYYdDt6iPUl2RhK13CxR/S5aIRA/FR7BPN/Wp4xfxHftKTFu57hIauQ8KnaTYbtQBIckkulaXuVYBtwIf7yJaLhxoTCUT0iWUmSwEfk3B4HCesAckjjEojtOG947if6YV5SrnJzCnTdIL39Ri2KujbrztcgK5gTLGXEB1k20Hu2bGDAjkTNgzbqWwXm0G4u7p6ThVCToN/JWKU1Zs9uGU7ogxiiZeFMSY/ebolAqJNZ3ks6Nkvm0KDiWWUo27zBPbvusJprmRbciYRKbGUIjIUEd5LTB//3r0yCuc93QW0NZn7prvwTkI5cqQerl+mwXR/ny5Hxf2Ugj2Mohm15RoRsmTVFK2QasXuNqalXJeTl9KJmcXCYMAbhGtwHv2Sel07+joVZ/MKv3OqW7AcvoDxOTPQJ2LjKtYRv7de2SwqLin8PquFQoGdzOmHxjy5mCIlNGtQUvNUuIEB2aAwrqn8Qeup3M+oaA58FXlVWO75U+42fDpw7ZUv2CH2eMf4cVTri6Z2BpwGNprogOPYCj3t7BjT49aHX70rl++U9hJL4iqBSXY3Bcu6NlfIoTUpl62HMoT8N4doFYSEpm+WM2zDsN+8DTLlHFLwjHAPej4b20t+AudiT41wzR9/1+1msAKVS1dMuqIZkcJ4sxnTpnOTJa+ZvfYpvS16s1MeSEy12dP6J2fdCrmpN4oHOGRxqrtsU7ftTTSz9EblpT921IxhV/DXcwLaQW/HpgZopZjA460/ig4LWc9F4htgmA9TKn9saA+JcUfS5Asw62E/xszUl41uJSeDmkLDjVi6r0ygCYLXlbwR0AWZ7ZnR1YPGaSaFIuUWcdtSLOPuC/iT2EzoKURukKtwKxid4p4DGcjSwf+pGIdz9bsucOAf5e5CIEYlSNEq9FxXpiN13z8hY2DSumkgOZ2ArcYIM++6QrO+rouDMprHuxfttSBqrmwj16YlYEDMuyoHHPLdyFwei9LgBnv8SKo6bcUTKFGnEBqKAuQ9YOX2UsfNZII7sSYenyWkOemEjNWc1zgdo0CiEnqPsBSIyAbaapmU+zhJ+U7p5K4CFPpIs8nk67uEdh3jgv+9YNano/cpuiPJisGJNv5BZw/yPYMG1+pxIpPH0KN0pIHtutC7/Vor6ZSkiLBble/10ykFngVsyGz6MINKJ6kcx3CBjpxfJcU5R38jaT45bxx6imhEnygvH68WbOAveiuTix/VRBsuSSFu/0qGEmc/0lPPHBKJCVnlo2r6yfi9krPyROyGYrVgsU1wqQWtMIr6Pq9mAA51xqBWofgWv3LHq8MlW3pKPoO8qi0x/OvNxuIzP5fyUKuji/vcPrck0L9L67fD6vT0d5OMSVNZlZdxGiUnegAhmUN6wBQ8NOQE+3rYP8b87b9VZZkGtD2KV+ufou10EXDq6iOFvaUZLib4iU6gHPyTOp486UE8qSc7NADOrWK/tSRmI9GWuHJS+QP4sgISk3zR8HIxFS4OOs0GZKhmjiYxlNRBtl3liaOvzhfYPbPBXmY75T8A0Sps+RmtHMrguc2K+oBmVw4Q1QcUGsA6IvpI9wE5TjVa2x163d6USzeZq2O/tcVVNmshMvsoKcmwz+ycocTv758Xk7PEpEjhZagvfIlrxukkINnCBQSbWr4jnxd2TngP3AaK5nWZcLQyF1/1SaLrgD5Ax2LzgPbEJFkGNM71KtYA4LYZRPz3bJ0lm0g2BRijjBLe7pboxwGjZkG5UT1fsYOCje7ypdMlxbJEOSmA5vwjBNyRnrE83Mhb54nfF/GAjdQ7DF8i+z9cQkb4w1tUFJ3QAnn3YNdfezIL9T23DbbbfPcta/x1dxXKue/ntU7lUYewO2MM4+J1Ded6a8z9CZpCSL/a3RlheYyBvtCezZ6KHvTXzNTraWwOp5tLwTK2ClUV3HQkK4xm1C0XAEp0lMH9JKV0TvEDblUYDiBPzwCF2POk09FIBjd5PzWCV0BLUah3AwN0EsWiTl8PTmIf3DdpyPFWJmmCyfdicSixh9J42s2T99fpHPS6vAfjaooILvLH/gFgPJCaG81sDpUuhrC7B8t2xsXc14ixokVIMjsVRhtqI4vCueaeCf9I+wZPzZCruLDm531gZ8Xxj55Jw0Nw/Q1P1P6hbl2ygyV9ifEvS+N0dRElXlEAvf21xy4II6hZZdqe19Czj/dkiwYc5lqvUTblh4BUIpaS+S5C7o5YhQ3YXTH13APUTM3qofHJ07WM9lzhoDBIx+2qv2myD7AeDcwXpjWOF6mEw+y6qNUEAQU2fKWFPKQzkSJSNHgQyYxMCmKra5XHmntIEFvLv/+XzYGxadZpb/3uXvcKXD85M8706Rg0CCLcofzhhPKgzG+sqiaGR2I7WuARmgz+xmyBLzK+WGTtYROqrsBLQBfwPoApxxKl/gLjjZ3NDtUHne56lahZug5irbjGvhrnrme1enKap4ICPJxyUtduYDLggPXL47HmdzZNkorsTlwlUX76+gXWUpdp2jBHsN+K+8kDLIJJDcnbADhw37Wg/eGH67xqwHwnJHPyBph4cWV3tjD5MnJX+QZGthwOjdNsY1hcGhOy8eqx1W/bioorNxDDx+0xog3YpCE/x8KMx2Dn6L2AiIdZFo0erz8V/F3m8lt9YIe6xlhFcGWw1XbEDtYgtshhf3xHlYxHf3729MF9AVUVNDRTIhVY5sxoucToVKynKUsJAHJRFkULXuHLE0mjXikPCHwSe702EKjK/06KboGdK1c7Zf0PpubibpSg5H74n7c99whxwVszWO2GR98V3EQ1f6DW55NMva+J6JZSlHvn92EyqbbClxWYO6wQ33VpmvShFral7xE4/O1fWL5zq1Llbnx2PtngYfix4MGDSVytAXoKf0FqhX+BHtmVX/SO6jI+1rK78EoZbjJYoxBE2Oy8984WVMm20iy0wBCfuPHcqu8pTxw2ss8lGxY3VMkwSRPO3KpJ6GmJHmGb/4oYPmcF4f4L4ZWqZnpH8tI3zyLv1PYsb43mCHJBfZm91yyZGm0t+fcM7tBPABKjjlDbVMlgdRxPZnR0RLhgz70NR5hYoHts0P3pxvUfyIWLoMSVRjE+k1s8K7omDLKnRgiDk1cPzwERzuN9RaNtO+9t6JUZzCGrWv7vcVWSdcICUQRbu4HDiRojf5xf5ZALwPwt9x/HzI84pMTgYkWGkyGUkdYlWDsboURlP+JLcHOghwhrcgFXs/75RezYT5BU7D3noCnLh/Yj7yC/C/eCv2Td/qNqP9pSiHitkUtQa4SKISphV2nuIS2OURUR6VPiW+R/0Qo92xpsZnqZ7UlQ0rU8aZzhRupSzPQNIqTjD8R5WGZPaWfwugfHlg73o67zXD8LUo13oBacH4/h8zPXrUyb1AgRJONKJ1pG/KhJEFVdrta8DiyVUnumKHgQGpfW0HEjr6Q7lYwx2yrK+y3rwJvn/imrt4zkmiWsqXSLJElaKC974tW/PLxW+nGAszJgQkZ2lBfTXe2timRa1thZU9e0MBc+lbnqRD+jGxlsR6a0qGtjIvEpste7doosUQy8wNvuC8n/dIW8eanCkyMrrM3Et1wI2wIWtWNeJC3AGL5FD2HWwjixMOXtN856ysi2e8h3ZEMuSedRqzbgzNrPlEfxaA9lPX3l89Mp4TS9bK6aHsyPG1lnVdbvIvxsZIzUwkknWta7hCFZXt+YG4duOqVtObAqm6BkkKKuWQpvWtKfFtgoSWmDRN1Xr3cm7o3nWg/FCvk9/ZkfylAlhJkRYMPlPh8YZ+mXD5wl8paSdDTEpGECiKATvByoCqK+uT5jz/ywSFFsNUbh3ilfXkecE609ucGFRkpnb9z9dRow7V7e6tdeicth8kVFbLK4cJEwz3veSFoFVuZO07BfC+1/WjqXUEGtkTFh5hacrw8Re25GN+nOYWPvvn67CbSKkxOmfJvzqOPkkq6H0E9dqjlBWgPnwZ1Mjcw+rdGpmyqDjH/MVIAs/I1gly9sD/tqNHcrMnhGHeUnixdCzSBDctigTDvUO7tLzD6AS2v85SUNWuHt0mk8zCD4/BTpsLOzhkuZ+PZI8WBcx1YLpXeb1qsnbFurL2h28qz7v2C5TK0qGDDfacD5IozreZE+S9kpA+SdcqxcZ/v4nQ555wxlkaBH0lFXx1TyGnPYNlG31hSKZKpiMwISBDR+goohbsIr63vmvah+5RoxK3WjgFXYvl9Mw+ssLGu1vMXoGAnl9kjkhZSYnV40oSQGIc7WaQuL4yWeMqLiU/PP4VG40KoSm4mBqar2MuvOmzhGpduuFnDoH3y3KFckpPSQYXxkXnAI8SIuwlAt8UBWVTBzK6Zh5ARl+uaizbYqqpmslKXdMri1JInsjh4GBIH/4TWBw7tVZt7oojIXBqeBc/EMFZs7TAAIAEf0Ebk8w9pB8cRXIG6oOWn5JCi8itjg0C2fQEmK/vBzqEIFQ0sI529Ns9hoE7hLcwHrfYvvBK3XTLhtKot9YwUk0ZMuhOpe1Eiiv25gOa5K9l6iAP7etPetl7gvMBvMZwOWbd1hIw0/E6NatC1yrUzsuStpj3+2MXHL+sDAq1CWFMTi8T99i36JxjsMOH/b5tHcupwsExeuVQVQC4RsyLK3PmPpURW57bc5mVoWqEalP7MC1LbN0/FQ06SV8H7jgclI2a0sreSwejD7bmPTXQ/TGT3fHXxa4Dlv8K05vN7+dsCA/qWmYXLAq9oANkewsygLVy+C4FuJh85SUAQRk4VYMd8bSOTSOiY25G3u9BWF1HTgX9rP1kdeLfUzhJ03xVSkeY5ciPgxZ0HXV2uSMENZKo3X4ZdnlXpdYtjEGe/DLkXvLpLoDSA2HlG6YxCmtndQy7blS68xqMrl0uysdOetKmQj30hEOYAakMjqgUbEDaksN8KgDpfRdgY6vABkszfeYuodnccq04Z6OYJBC86HxTrMaiguzaZD0ielWAyqNHvBUBiuAqzTnv6uN/qWMUZyP7268CX0Gn+cy2U8VAF2IAgDCWprgQQ3NMmj9B7RUv0BBHGu3gQqYdhoWHyz+CRETXcFx6p3W4hIYbjbLqOJiVh2QCeSVbGvtN2+bkwpvWyXYfAFR3pLUUed18nDRs2uv8mN4cwlH+Snh+p4Xbbpb1h/7ayXhLo+8G7vgjgXFNQvrliIHClgGe/Oi/epxSmjhAa8WSjmpKju/j7E3tZ/sjCnOt8eF+A4k3xR6lO0ct0eKGzA1tkOqLjASkVjUyrqHkb6k2YOWMezHqEDZI0kxGHE7mh8E5Tu3UizdGuSBrL2roS49lKNs4y8UqgzAOofCf4+4RsQ06+NsQW+UxbEhi49Qk44vCTbiEPpY2f6RBEqs135GsdeCowz5mViz/BI5TAGkpUTT0/wtBPsb6Izx56Mxv6m0TXuGRWWM8pCTHX6CTmAzOOkBzplL4x2tZ+Rzvr1dKemDew9q6aIqrFzl0zEOSLUFSTElDfwLANs6J+xUxnLuFwOfa+uPNFCUiEaymK6EsDeaaRrOHPFL/GTTSwr/mKLcR0b071V1QnWPszeGPtpVo2i0pHQ6LrDD5SRyAvK3LLZxAp88LchIjskqs3keKEvO3hmWYC1yNnN6ddokqa37WZclD3OI1tjAuY8BV2xZD2rIeeepN/iN7s2ni39fw599/bagy4tD4GDqfv4iANmTabhGOSmSIpfSivbhwDUn+2q7C/MZV31eBEt75BCJ3UiEQ9M++URAsuALHXpQOnvXA/6tattoDmLXaQcENrXU4XW22fpH6XePcQyIN1W22F62KL2gk6THNri+MieSU/biMyie+b8IsoSD+6o/jQHi9OY2wJQnC6FFEs+cDMppleyWDVZS1j8my+63QqmU/8SA7MbGvLhs/1DU3R55FAGqT59UQDNKV3msYHFT3usvI+XNl5pZttQcEkbwvge88Cnbqr8EHzDOiPxWMhU59+eadHSKyteMRagxYtI5jXDq1/Vtj5J9OqdWfua7v8Um4uG9NcOGqtZnfMeLptwU4/u5NhL2e90mdYJ9jWV3vgcSCeevUhXSqbgqHjI3MyecirqeQsC3e9ALpW5vw+7tT9S4Ltisdagdrp8UMZbvW9mYiN64rlnuGf3MVXsx5Wd5ySfFiy57n04taUhd61ow0DFhHd5bmHyqJCuOv5AzRVALOYahO1wu6p88EZeXjuvpiqBCE28u/f7HLb6xghrbJybAMNCezrvT8HJrcRCpDtBKA6ss22eWi7l0AB+xrPgXxZL5yqkOYy5PQck+Bn20Z61lp5vJlbHMtxoqGQNZR3+hl1IU6ZjAj1lBqMmlrHFHNy+8rNJI9wmRLfQHk+bmIBoZxxoGbAai1/engRTssZcQ/SkNHDMKSS5JI2u8HGD+t0O0y4vmIUCAByk6gD+BBllw9g7oew3MakNKKf2QOpKd64p7S4QeLnm1Xx/1NXDc7izm73pGj8cmPb51PEIhC0qORXfRdogAFQKEKNsLhj35/JXi1WINxPtkAp+/2Prar85Mw7VGrqGcQFUH/XhIMd5JRyfZKijQp7ndNuROSd9yorlJtB0ZtQTpSHDi0v232lWShBpQRh6QJryxmzrr0iHhXPNyuGdnktwJ8WZGbA/D/qNwLTzBhmI8JoIXNaqFBYTcyB7KzyNhafKoI5w84MhYu8e8EVYjiCbdjEuXvVN3Zn+tM6udaAtcfSMp019u1oTbSLjVZlmTIxw83c1yjgGGq4fRGKZLALFqTCkMXmXdhOUTxHK1MdWYlYaXg74iSRZjRTJBzjghpU50GIpVCNpVgHxOpHhSasgerWKD+XGgKYl3zgSfBilLJpW8WWLVFtZ65CJIuzKG8uHaz9en+lF0epwvkRX3dTTfo7uFt2fKNlpLaXIPM33R3KtAiDdxNXm5jDtX6rMjXwOrzm34BOLuuJiT0rSEkoIgpRMGmMJLCi0UXo71YbJZe5mBfaFd8GtqEcAYbI4SoKyG0B9a41uXL1mzUxZFRt043ifImcoouS2gSiMzOOgHqxuRzyEddjZ1FKllKa9BtLs96hEM22ZUSIvo4ELRIDzsREdBb4A+m5cxStihUI2Wb0o1wmSYvfI6r03YxQ3piHBelOslcNOoJH72RT8ItznRdPi5sxwEO4W91JYcLQ7kNK/sqgjL3rfakXKIIXLe6mjIqapw8uli/Xc7Xc8YDi73BEg+fJS4OBUmcewn+Gj2nIsY387to4zqkoEOfkBOgDyQkMJkDqwHNowgn//X8+kDX+Jl4tO4OFQG3Jpbcvd4e4NgcJUqCz77uojkEFRBH4OhkkLrMpqtV0q01uH/ID3c8jDFODjnAocAKUa6eVLyvYfs8eOmZPpk1b823Mat/axiMAsRB4QtPy8ARvFZ0AfOj1zm/0LoXDaxqRb+9UWMpJBv0CKfJwY1Fte5wOW20gCKjC4x1pWQd3GDjJa4Aqz/33F9n++WivhdY3YyPimCKdXjfsSFTc1bR/TMsHpU3CuEZEvuiyd8kIh7NJXTJsHg4z4OJDnjN+nFoeWS7bOcIZDoQhMOxNbCjLgqUIcpuypGS1RAOjMV/H0TyUNR5EBUya2yNyn+6tpwiHRKex3InHLiWnsZGibUoV9rgy8uPH/DOBOp57EcUNoausXI09syBM3oFX5cVlIP9gbLtZ5v966gQ95W43LcHbjzL2yvSdQwZjI/Y3TsBiREEvxhQSEbeU00ImjUzKSGc5r+BxPpapG7mPGOWZN05lAp1/7zILfFCW9+BXiisyww/RFp3ewGefqq2I28ZOQzCyyMJAlJTsDDVVGK9SnPwRMHDl8IAax0Wj7FuCDNneKdcsvjBL++loVIxsEm4Y/MsmXjN9YdIF3xn9u3lu2S17fqTZVsVDHFMq5lHv1LlXvagljb1W3jmO8XutjlkOWBt+f18aJJpWzi1IjLnxOctodBaC7Bsf14j28qaXiVHFBSdHkIBgOLmuen0EEDSguF5RJIJ6mbYyVQZQKyXfxNZF+Yikr6CkqcUcPM1pJE2df+hOTOJaEuKJ3qBkkugJdKZ8S/pGENch/Ym1FW8t80+bE/omBuROHWx2Oh/rvq+MMEBzMTc9euTT3aHE4BxZiIR3EZejr6BFgmXHMud5p6l2u/JNO0rQHtoWO04cV3Yo9zrT9TH7Y/r3KGYm4G0SjqIA1BOXmdBB8iaeI7hxQyXz3KOI7p0wJ79ukdzuznVgb/udodTVG8F0vY0zUTe8AuJPrA/SFJC4XNC4/r/nlRNFqheDLg9mdavtyc89nyH58dnZjJjMftmw3gOf04Sv6Eeu4Ms0p0cZMVhCS0N1GoqKxImsOu6hy8tUxzv7SFtYpuudobHP6nzSV/yokLArpdkScAKMPwvM1flOZFPU5zKdxtX+AOr/eDSIM9c1zaDVdpjFbTYFbTMpoRMskiT7asVAgVcKTCXWNyuk8re9c2Tj+ujS78mD3c9eKg4hrWWe9WT6oPaMd49PYzJLu4hB2Ro9V3PlHMWLh7xqpgI7u6gCjketTsCIKTr0oPRWz1XmFdWj3utgX/kmAIwV9qHQUyFE9r5n165ICHwUPMcmYQE7SlBKBiEHFG1CQKrSk29q/kPWXou1hn1A3inQ7HJg15ShqgbUctWaDd0dJuPG0400EIQaXdpzu5TgbGb+VuQARW2p+69KIc4es2L0NZ6qfNcZoUxnIMQBcYD6xsH4qz2+HY8tMX2tNyIrey1c5VJWrnvW8jC1hwyAF+vzikE+2qvBpPd6uSyHiEW1hOZNnFDQXgrlD7x3ZYf5F4BxP5UZFFWuP2Z8qQUh6yb3bNSo7QNYChvjfsM2c+YyjbUqswgJzwgpVhOyfC7CGfo/zoLEescLMXLJxR8JfL7adYimAuPLPzzTdqQ4DD8+70X9YErFSm72U9FBD3bwtY44K6a7WZSxwZxsVI4/IND+4YSxzPFKqYNP6wNPrz5OB8YWFVpa4C5/mGYSAjfycYBTx9ziVC/y9Hu2Wp2EC5+O8YUKzm050wKM+nUf9hl4xUsZCM9FUSuBFloT+idWVcd2HrTj6Dnf8tzjv8SzIm4OvTmcNfLUNL41mUDS2T4w/9CWflbjvF7xo/B545LFjqGn2hfC6AssMw2EVvwOWiQzJJtnEFrjh9SLeydo2sxhxAIueo7cRE8BD7jSSA5VLurzwf8xt90hqP+phIUG2emnDa+GVYzm8xCQ1d2DF6MiSXrCYbejivhqKc8dBsbBfUSlTflqlSNKjKtHQORsHR+3knRwHr6phAwC0M/L5Zkmt5ZUy1da9NARrVw3BrT+ISjqbo1sqVXmyA3T9J6UdPPmekaBjRoKF8yPncqngcxsUJ+cPzG8Ijm/RHeco85FuamN/Rn1iGhmSHdI4PbKy8iRPeneGuj5U8A9KznXtuFiwkim23HA11hUmvg/wncufgjnZX8iuzX0VTJo1LIG7vZ1cV0C9k2HmOuLyrY2VThYmcJcEblOFT1ZFtDF/6ijCW8BDimC03cz4NKsQ4R7sMJLhR8bmlXSymT6prJTHOl4LIHhG5pMZcQinlYr9BXZxFBsE4oGHzC+oVh3le1XOzd9OMb1ZDwlwNf7zGuIwhQc/W/wse7+tVRfnuMO5NeAew09pO34UEPkwBmLy3rPhWd8gf5SpJ1n5eRaCDyNJUXMufcgdT6FkPOPVElpwvThl5y83x160pkbO7HueOVtkgUHulyJw0FnJCb/qPDSgD4ylyKyx/kYRpz+x5iGgzCM6L0Zm6m/UtBSkidfERnRjZn5JSZxiiHk6QXmeiZFtCJsyvdIr6a4I4hmYCCYysYwmnVQ+Ga77L8396eq/12Rb0riiuUIJ7BNq6hvre+bGORHIYo4J6SHiKiBYNMcA54IsJrE4BbHJLpoGTh+gt91IjbubkYR0UF0K3yszkbB8GMQfXY/ZQycKRKRSk05Q8uxCmEdtIDGLobxagIKZJRtL3H/le99AN4nmRJYCT91KS3ueBmXU9Y/AYiSSu2dVJK7xznnHuBH+zhGym+Sm8aX3YHmNOlwuziKx0gWnHPsfbnWk4n5n2n20hfJlU48/PHCL2uMQmaJiJoSGxdL27D0KR6LZwvlpmVCKBSBf5NGO5pK1TX4CxqivDgieIKHoRZbCyoDlWi2bJ/qORoCk6zeSqsrWSiKxO5PpLkHb0mKfMOFkqHemL/OlPcbGmlIiehjkH18rL2m0X4ibUgxUi1hsPX6x9bGH7gG66evzlUDtqvUcwps6HfO4Y/vucBdM9AAJUHCLnnPeXRi9ETADBCD2+YgrkhAokyHJHisZhTXt8dPyIuZpqWFYGNT7dAnw1iXYhvNbdb6v9u4L2iw6ImUGxiNv4WvFcE7ytymNUK0mVGoZs4Je6SG1Thd8SQ5aLZW/7oT3LBXMwJzUa1SqUojps9/ETizqVyKk9mdtfDAFL7YnTqbECAUbHc+skFaM2rw45C5RkTPLV5dbehpWN0yo8JQzz677tbuzNkWnb/o7VrcuUKU23K81hqL5fwQSNXgMyJh4sDAi1Q3AZDDt3IGJucfUisFTqU46SO8lkZTb7wtPgjpWdoEFGC6nKBfaftYITSehJQc4fjXSBq6uDDbF41kk2+gV9T8mS+DQ+bgRECnSvJLhvT/D+RmQXj6rQ/1vsX19zF3uur1GLW17Xub9pzou8rsVOrcaLrxHxVBffFfncuvJSUh1Oprr7KtjbF4IXRMY/JoHG9nvhbl+tg00cdb1oYn0aRHKb4YRwNZyb0W1Q0OUa3AVkgDMonViL6kmF3QTc21209fB5+11tz14Sx+5P0ARC0CVf1M6gyHBvUoaKS3Gg1/2yRl7uS+5dbjehoEmGkWyrJmz1YdhN4MI/B2l94HRFazggbWk8gJN8YgvVmO1jDESrdjRaF5dLhfU47nZKsrS77BOimrhp0pI+M6G5FNG/2p2Q9ofDN1H0bWNsh4QYRfHVGgLuRVE0REEtvsSJxe+fYRAs6QoUQheo7EeDHarXsFe2UESDrltWxC0MG3BXlSSO1ds7efsTzWAPhAbp3teiqjdfmruv7RNAycNNDbJUAAQMfYbjFnHse6mv39BVo96xORy4qK+neVWVRRgOCqjPw8Dl46z8KF5WHsSmiDwVqt6LSsr3fqteTuE8iiL6LMtFIC8qLaV4im8BS/W+lC6xGycTzrSwWc75j/D/5Mcgd/0CdVreySyNvxnODLBpJY1pK9tm9vOxdaR1fV2R9WXoA3Tjp5OVCH+QQ2mfbt/FMusHGmmX9yX8fv5GgQwPJGo6FHHQDNcrHyyMAwzf5sDX9EFJlJTpxIx1qYo9bExc+5+juTeh+B3qeqWlFuc0LY3DWWkimHdM7BmKcF4AJRDw89Ovk96XeWfqCu2KurtY+IceLqFd+8kBUcoPQgBglvnSQyXUXmWuQ0aSuSQx20A7y+9vNXfkuIEFhLzuoKf8oQvMDLDqrvWxmTenXQwOv+B2iR71HACQ2y6aQY+TqNirLYd9uYK2AHkymaerGS9Ss/ycdYz4nOvXM6fXPlfbw9795exeVu3UD/uoYB5/BQUZ9OKfZ44Id2qP9Ipf8jnLVZD3Tn0Mczg9PopiNFyWq/XvA8dAJav1vlVTr/tUwCvK28u8cjj+e9nORKTAkH1Vro+Er067PAaOO3/CkE5Kl2pAeyUIcQ3P0BO4+UMkuOzGiPSkmCazRtO+1RA4p62dy/FqNbfxM7A5qKg+NbKYSdeKfZWmZk57KOEvZ8baQaTz0NxTehu1Wn8LGEa+BpWnFyogntAvrM0mQoLLj2px7PVSYKlhhAL362KGNWWLc27yigYC3CZXdkcsSJimMsZLMZuGF5z7l1PuBXGTaIX80IlaQn1GEW7ZTQMyIusZdGFxLxU2CtA+Ddc9xvnV8Uwrvs5pDNOVbrfee5ngS77kkGGYCaks2x3f47MYM/49uevVxq6b7VYC384/agsa6axKeGiGgL/dBURtSUHxyBiVDor5aYtBb0Ayku6BrIRMyR9GgUPa1HEHqfBaV9sqdNsBy/XBAL3vPN9UNi0qP9SEq2Pncve1yWkiX7Cky60QIdId8nZRMMrnfcqNF+ZC/klcnlTMLal86l4ybnxNWIV7PqZYFdw0gd9CEQep8xQDxguy4WW6AjGi3nsd5GfTUk0sP8iVi4NCIKPJa5zKyjiS0KP+92YRSh5jX2B1ZfilTxzWiS7Oeq7ULy2u1FgXS9IzqyfbrlrIxpOd/sMfbopweDUjSgTjgYOxw8SkeOjuG9NtNIpRTSx89Ra+7/TKZ+SdocOw0eKpHpLt1OT4rN8xMqaXofR52jf4gmbfjq/HReedAa3didjHpVLx1iXbU3NZhJlCaZyDSrLSH1PfqYZHWrQA/JVAsAmaffuTPxGmfaH9x5SgLZwkm0+NOeiU7mGSXDTStAWKECaiELg8Zca1J8fms8k2RHxtsyLuVrCzaUDVhguIPVfQYp1t4z8+fLh+dy2xUlzqCGLBdBBcBWYyOz/+4bflmCmmtKC4wjrTxOJO5AH7wnA6ezE7UQvteepntauV58d5oA2gwKy3QxdqT2DYLA2xSeiyu914hniDT08YhRQkocn6xgQgPnlaQZnBTC8V/D/+htPFQYsfTJS8J0G2tu3QcccDE5/WcFgvrxaVuTkq9i/4XqViyNN76tHtckpp6fV/BjTH2V32R+gXH+tcx+qLjImARJeJBR0VhlMe7M4/lgkmhSI7iykekqFhRoS62fVm55V1pj1UWQ5p70JvihGXzQS7PPeavM88H/W64IeDSPuQl0JDocsF7qyejb6mCAWb1fjeuWx/k8r8ShXgUzysf8DpU2p7g3oTKVvT2IGASnJ6j9BCAWu8mjihlGEFmDCRa9jkB5K1wNvXx8KEuTBI5xvijLzdym9ucuLLn5kpRmvetGCSh6u6iJL+Il0URlm3GAcTVrHO9nu9ao4FKmY3A+Dd/OaPHeVZUf1Ce/yRa+EJkLaoghYI8dpWYbqV0yZl/Shn25CSc4VI41Bzd1uS2UKApTXSfX8VFtwxHF2uAVMUu/M4TtVdvMajmKhY7lSbhU6H3UqS49P9cSnLOCX73FkwhrbVikZ16m1gGlA7uVPr/bcUpaxBdrSJb9QdJWuLauPKsiZkMBN3UhezOZTIOsufTVs0G6Zgxd2vQOU3GhvhMRTjq6gaU/cGjcHHibftvdU1PsP5EOZeSih5C06zT+NnLcUnHUBw0R0WD6hELXBflYBzKPpPttK9uVFQ3tEvlvSoPWfW3oWT9onh+eRcZgsdSkPecqXzg9w8DCvfq+vBAOyN0VbEbX11xnYDvAsLfUsuoicK4mlTAhQxNnPkdyJvcOsyyCjuCCs/JSbgIeSgyjJBDhBiLxXvZDJD/ue07mC87NGp+ooiCyiP1E5ae8uhpoPAZTHDXOHjMAHK7l26d0v2KEbJ2UMWNLaVaTa7pcUXnrPs3a8ckKAwvsBw1GY/tCISTINKbSLFlD5Rh9sz6wptdkoJAlvW1CNfzdZew8oOH9Cfv9sUjdcmFT+GoSXMw/6N2giI3L02nz6iP52EwDBejkfVTN8lNKodbyRWpf0qx/soyrjy02C1XmvFiAw60xP+duUGm95P8w7JyZpShbLeSeS+CsoHrcu6tidf2XBqpjH24G+WhgHsuOtV7SCTMGMSuJ+7l4g8bvY6n4r0MM77gpB0teaqE0h4NfaI4LCgY5xSiyKcz/EnSOcDjCDBuAo6QgWsTvIsjgmNnWfFpYSGguoYPdYTEiX/nJXcPyxDr24uQMvFuigoNiS2M/4UoMKT5x9ZuO6WcCwzKWqC4hGJE6sF/LLx+6wqLmw0PttI5QeMiOjkPPI9ogU+rhLIYBqKeuOR2E5GX7Y7o+jdgCNR5T2Oj1sEKa01uL+aEsOrRn/EvLN7IhhxtZMiE3uBY0vS3YRJ7WXqrt6/IGW+PkOZ6TAFtIhf/tPNc1fzJ0+1uf9uHJs/LxZF673Rzn+BPxB5rsbfjazsoOFH4r/mrH9QGOrhHfR00kSWi7P15Sv2uK6T3QEIeEnQLYsna5U5uSrMN/M8S798AozWJsGUuwTnSwkPea4TcSsCtHn4zTeY1IaQxwGCpE/TvBVoU7mK79YKY9SJS2Czvz6CskuSrqQCOP9/9nERfMb6ah4B6tObQD5Fp7UF2Z70G7LO5Cg4zwmDrHitHa/NGl8P69HSGF1b9rum6ZLO3VjtqnljWu4GqBIzMn1szpUdtHNrZ9lIOI7IcI/XulICYSYdcNK9tIRRkugkRZGBikABksg6nBTY1a+FD5UnLb8dkNI2BnRd8PJ7WJhoswqG2ww8IOAKMNvRCG3bs1eZe5VDhlkMtGzOjchaOyLcEhLJr2pRhyEeCzLOufG+ml/mx1dFZ63i3R8XVoejHl1SEhMYE0EO4afHfNFtf6JBOM9ZCbwP+RS7osSQt7T9yPw8GFlrWnhyLj9u2vvE1ILG9xzlAOz85UH0TqxPajzEzhhpO+yHl5GPLl1cWY2hrIMYsEG6vcwJBZN7uAcZrqB4DBLaljy1YF2JeZt9Q8kUFchEPKQaE1b74bihKBQu1k8RHm850J/8MZaGuU3JB3lDNFjRsUW0b2Kp4am5tExegU2WLA4LWh3sJ6E6phFINmcw/DVlY+ZYml3kLzojobblTWqe+DU4OFG48dDLhk4QPyszeCpC8jkOAlhPUCrvq+e68I3NunGvHZIKwmIDGeze/dsZdgF/lwqTJx+WxnA4LGd6M/qtIsZfvJZk4AAuUKuZyT249/3bi6DZQS8XimYGW4slsw8oZwqSJjNxPXVk6zA1O8X3E7kS/N0DjAITx1wCGpCR4yoNkeu5NG3PBAyG/D9v3utFDBESBGfFXbNrgbFKXbuViqcVZMQYzmivNQQdy52VkFItvdR5BfCwsyZqWwBHYvGYBbUERF91L4KGBLnPsRKfcfQ4CEWGSMML6xWqFrHM8zT20mbMK7fVrbwG1nP+SjGxpDAkneeGnHspo9QWJ4C1c9R1onslzhGqXaCf3qQGgM+js1E6amOwSMUDFdr/buH7EltiXWNas59aoEgN9F0rauYCkgEfbTwjk3SEmIKmaHl2SXWW4OcKpPU1XUoX2CqK/9x9T4JpCnIVNix4wGDtriGjhULx+ZDaKVCtEC6BcEJ0twNAEkjeQIdcUq6k/ya5kIxfL25BZIpW99wXGRlFyzpaUUwl1uyJElghN3ORvRLx4VCKt7hIcHR+Gm1HtgbHmBFtQRD9a8NGQsQZzr1JOm/fXBSmJsJry0Y3BPQ90Vos1Xdds9AWcnFGxcssY3yqVFOZxtw68GwYhJK0Eklg8Jl1qyLoOjjP2+RdrHmM86UjAmv8qFkhyduQxJk4BmjZ7/LYzcnSJ5rMgnqecT3EEDawqoiy1Rf+Mz43VTBqcpCDh7ZdVbVU8cI2hGdlHjmEjfUNsV2/eBFBQzi3g1RxoFcpvcEjpWYvhCOiaVpsgc5BL0tuyjIGBj5UhejkMjoYImB1lnmi0nRB5xI76MnHnrTxjDfBvRrojS5gCAaBvj6VQSJWfDxS+twoiS7JLVrBlVirhOVANoE4nfKqLFJDYmd6b4JVEVZtKyY9TbnTR4kFZFzQevCVg95Oc9LjEbTfc/H4o7jtwvWLqLoIpF/2u4NdsiVW8jFvtDz/AGg8dbq3EeeSL9jJGQwholSmdRP4NnfkJUz5Mlmd5ktK3gs1aHfvuFRxDciUjKGE4bBjGiJE+1pnEfu88axH86tay0abz38yDwIVFtgy8gPEK8/AzoI99mT6jyE7O18llkCLK5lb4/yAPSXTEApk2pL5Hxf6eOsIUD1QB3NSef1YIVxM9XdMKyVvo40asrLhplcxcHuxRfoqRpXGsqaf6D2dqbVevCHKol9JhRUk50V1/2SGcqmiAKWoT1z6Z7P6vi0CGBczDJGjW4Ixq8fr58USYmimbpj++9KIz8nsq/3lhmEI5GWAPymyUpng8PEvVoTeFkMUixrcgyUBIjugedMjRo6ITvTTk/ENZomIeBEzc104Yic9SW5jnOEYD27mVAtyd+YSpaNhT8zTj1R4RJbxoRkXeA3HaxgRC+Hjr4w8tMKgiq4zTZZ5/sncMxSTv28TuyhhJVlLmEuJN52kP4ZmUoPB4J1rhKIEQyObTYm2EMm6unuv1L5V26b+xDomJrvqRwcACVJgLZ+XQCn+Bbg92uWS6q6LiPlGV8J1XBlqitW1kalKuQHb2ttABwDC6RA6x7CS9zmhW83AP/Q0n1IqNPHObNAT5qA2Gxu3ufcmKlfHLH8Ftu3FHOpGYacXTJAK4vIroslWzB72XGq+4RetdOKeRL7kbpYGvZGX59E916fBFyrrIbR8N8k8iC64bf+3MqkEQSVvnHTs618nxmbRe4YPMUz9dKO32PIZc2qmPAexvHfeurrjlbPVl7i9JEC/KPCqboRlhvDVui61R/vgcxVypVJpb9QVGaeQvh6ftkH8vKBzJgGN80/Yi/NPM2IwQfrtWZjxEKsJaLCtnSiICTHtmNz50tR1WH+69PtOxJXiihfGkAgap80Dirty+WHw1NZGlWLhi9eKkVA0P26ljx3VqMcK9nNtO8BnSOVOXGgO18FelO+TnSmcW0kI2sNDDQr1fBgNLkdGHwgvbSyize5gI4dt2FHyDVu/MYepo2Hvjz+bCJWsxlTRK1XvFBNzPP73kFHZ/1Sn2Cl2cY292xPk0/yVEl01nDWJEz+2NM28M0P9zesEXXHu8I5G7Y2L1WTsDan2tbM8SuULflg1dm4S/ChPJVxBsCP5akELlz5dFVzEkxRrATinTddXFka0Vyj7H2mGBNL5RBJW+KajXehVB78hepgmeoP2RGpeYlKugn7KsfECz3hLcCjQSb/QRXbP/oss2RYc4rcOHUT2OcQSPi08XQyYrKkZL3+3Ph5RtCOZN4y7Vqf8LYC+LwfYRJ8fWfq1nuybvqXuwlkW6opMcxFk47BLpj5Iw9x1KICtIwR5bNOZdrNMpMxeFHusyegpwmIkNtTo2sL8dT2e3xe+tBdebikYn6Gx8FmxuR7FURNEwjkSOly+kiaMYj3KaPoA014REXFDbSXLSPDhpnwa4mhuJFcNUVXvkBNUDMIlN2aO/3VCYw+AqHWROj1aKe6JUy9CnBhkT/508sDMSEgwgMzC6Lh0ItP6TzGDiSLpWgIaQa6sVXC7HMdBVIznvcaSza+P8OGoJLKQ2vGKFplniv2tDI1qrtV760Rrmkep3GKTm+Lgbkn8JSK6TECvgXQmqHzGi2q+9k5heRWBqjuj46OCLpsQpefXfw4PPXyVZvwtdDnzvfQb3piVUjhJKQa9i4NrVVFjEqKekWZCkVi7kC748lqcT/Xf4CX3XHlewmlhMkvi2+BlDcLG46StGQ17kW80b53uvf7J0ptKyeSmunY+dYogqX19FSyA2a/Y+ylXbEU7QJ2zw54Fpua1JSjo4nX9k4x0qz+qfRxp2XE5q2bb9GAPp2dxSuzDwtriUMydBLxYusRTbA7YMnr4Ky77BlkNDEqlaSeSq0BCtzws7tDNt7rRRWPIoeb+zhhqtvjrZpkgbzLPeqHqJ0Ed9AY1YSIgR4kCDUUFHFwRqXTT/PNfAutRN839sS1DY0Avcx1O+6WZWjjKSV9KW6a48jFwSZbM0wfVp9PD2JEY6PkOs3RDZ9HbNBEKNISia+tDL29A0pXXhiixROipnp9TH30sJ0Hf42mf+g8II2rX/9kaYxbK7QnOHRmAVSVBal/79zq+t3qPGvDuJAfNv9Ta3vINgvvBJMl2/3CFIjRVY3OhIC/LeNJ838Sta4yuktrWzJ+QlQGCxdiBzvPEA++lzpB4pxiREJY0JFTrgBq46+Efy6ZhyIIS7JItxpFZZsCHi17bvRP5138CaG97SaYoA1g3AmWRBbKtlxPxtizQrKZjsOtFyrnuaVPtCyeALd7KRnTUJyJXMfO86kcFlfMw1FYcpCZkd49hPDR6qbks9aIF6UTQJAAtGNCAiD2aWZeze+Xxezvapc9TEr0VJ8whX+f+Z/5WlU9PTcCErmMhqr3XpwbVC5s7R5AuL/9dKM0IUqMIOJ1azYJyYesZ9rWi6u46vCq6cnc07RTRPhmS8R5fb+/TWJbvBlD7cK9aEim+D3N+ca39SENa6XqT/373jHR6w9a9t8uvbHh9xO8lGIJwrtkArw6HvgWH5Km7MV9TJ0CZQ11jquN/7FWKi4PYnnVHohnVsHc33UtilpCjO8UySIORroAGkaFHXWqaCHhAZkNryH/D2I52fWIyZDqR4d+o+nl26lkuA9JVEL4PA1TRXwPCYTnbAtsRWtQzu+v3SeDg6yv2MMgwDTEdqGE03rDLrkF1kt4GWZM+AWEDCjDkPTiF3Wr6KQGYz2vy/OgwUVsHZlGU4RsORYfRcf0zgVhytUsiJBtUau7NfaNmo1NATEki7vTT1ndFnDpzSnhPtLZvmrAwI0KKXkAoI227KL8C5WKAqXwNMZRa0NKOTwh2BZ6kwkfbfOTrfqDOQ9Z/IoM1oV1nK9/FtpYwdz7CjiI6nOR/OcNjwG5m+MyDVpozTwoQV99uXcstKHz2Lv1je86a53uUVs/SiVUR3Ab7PmNOTI7KkFDtjkFg4MIigiFzGKRgkbypckbaJHHyfwMTmVRT1C+JiUdcmrd2hQ55Pqz5W9ZpIwbq/3Ogyygxht1jK6DAgCDZ+/n2OaUsf6Yw3fHBsXiG7mf9lYhHNFIOAUmE3xgcKwdG1rOugL3XdOhkGFQnqoh9S3krL/l1GUhuwCgDqyLENy3FHoEgoA1Oqq57q6f1OWNLwSgyVqoTQdE+0vAgi5/XC/ysnnPsBUEvkx7w9p4bU8v+Z1G4d8U5e27yibnQWe9XjozaryXksM5PVhejTBMKaGmFDOHhsdDQQ7Kr5Fv31vCexOaiHMoTkRlVoCuog4lJu+3+6wDbAoPDjJ94TDG7ztcqikSvIusIImMz8grkZoKplFo6aKc4n2w7SfL0JL2UFGCQWu+VPleHW1kguITiEM78BBhfdTmJJrmg8x2463WJahMM8G5QCcdpCYHX5dTFsm1cfSTXCK/9j8ANe+2Gr/4WD+O/i3mEhaPOKzC947cPS8NkVKFXWaIshdoeE6CFxRD6XOKKaoucZizcNp2NfwLLb2UQ/6WLNxqXzd0XL+GgCiuXJc+cNK/lZ/cOq4tZuuwP043mSB+aFMMxfoqkapihPsnCJnoJeUh/CtEyoItualcYh4xpAaev/F/Cer32Bp/6ac0WATzKEGWkgE/PCZzLGKCa7RxRVz1VeJFWwS5dRKTCHLkMXIj52kgctEvrGbapRZeADeHZ63qqTa8AhLBX+L9YHBcqxF2k4sgwOwymuH8lcST4SqgEMekf8mf//mGmalUOXMc9EuIgBya998zxw81wG707XDhAJ4CD8NXLE3oR9mlesF8kEsw72lIOW8Os370N83amzXGSttdi3Rk5NxpfisB95FpAecWTodriiBeeTy4OAfjlIZwgX8fMOXbJGaww9hlpuxHzqsImJoFK/gtJYJPGFqHc6fNk66oSegJC/QX3DK8vpvGQh3TjoHKNPE/gLfnuOr0G8NkMX81cBBNw4lTkSTkHZfFu12rM2Exh1rtCSUtOuDZ/K4hDHLqrvkjNvK5Qxq7Pf044EtGOdk7pDXsSYdX0i9tvpu7/WzGy8Slkq1g1cyIsAzqootZM4NsS0TqVEObxz+QreVfYTUvECwl51t3tf7hswT3NedpuEzz4Zyi1IsGqV5fqaGtXtHJ0R0iSOEKfKQHT1vKocR/hx1SB3j1P6cet/osSnGyVUyOaaihDKlWyYrgdTx1pfZcOl4AxC2btkh+9IwZVJEaJ8hUFUqUhM3WSzbjpN1dlOa4wazTfjWPicl+g9CSuw4PIjebW1Jdg+l/XmHfC7+GLpbs7c/Gu83sWEPek8FOocmCQ1RdiQ/C12ZJEb5E1FSw+q4K/GnwMqoaovessndLuEpkExmJRHVpm1VzBmysmA3s0AlyhqAkd3oQn4miosIBpFBG5SLLm2VwH+9ZohM4YbL/e8YQVVZKDS7UBloP1NcdQS+abGdFj2bh7ET7yj52kHInnCA1dpoYPKirXZB4Dh/4WAY6AAJppBC3NJ34/pBzotLui/CkzJdrOURn1KftdqfjvY4EvcXW5injmk+ekzPzfdGTR51kVfGqX44uwGK4PcmU/T/z3wAaNFTaryDp3Ni7l7ClBZ2YBicX7DJFifo51TQvPvWI28Vn88+vCyh5l8lV7+slzUsAtI/nWD5jJdzZVJAo7aSIrp4OTFyyqW7mR51aac2cPedl1T8x0lORg0trzCsuFEerzt0DTXjDBzLNdFAHPlPGKsjr/L8NBUBeOeaWwGNnPCuyVVUZfzT6QJwYLVYlOWd/3aS8Mew/yvwjwq0Vt7yC40FYlIx49DVsDpYJebnKrUerVXzF9oJlQhO/2+ta2xb55r9oPPjFV085yK2wbLN6iDtrd9jovMu+K/O72b2qzyhNTauYS1r1FAhuybX+jlNE+Mrue2RUN3R8VdwRiGHVt20o/wV0k2n7Nf7KN/nVoSCenwXnb+Ekjo8FM/z/hRNfC6zZNS4oBoliX3WPKuGNLjPpC7Vpkdo1pwKU/B93IydthzphTMtxsfi4BasHr2nSYjxP6dmQya8rbxa4+Sfv5b+j50r02651lziAOsEZg2LMxW0rjJ68BXXdiWEd+y0TmtP1JoKrSSyYp8U21fNGIekF7Bqfn7jZai+Oaesm2JZ2Wn9F7xLAi1ztaoszeFv1Drbz55NyBa7nprRjCmh9QkBTrgXXPvzgWhwKd7KiiJyQFidKM63sPscDIjNRot6C0ln1AmoKMRGEQY5I6gIOL/5fbDMYdes/6RLljuk8z3UNXWQcdcugKdsTT7kNMMcrYFjGLiBwzVAZixfdovWz1GGmO6u7hW3diS/d2hIhkDva+uMu9yOvnHTSagby8FbFXVfnClq6RWQ6Ec6QVMy9VHiqI0Zz4bqMFdbRq/A1NSbrv2uBauBBhLFGvbXYBGzXvs30STz9y1KrVWgPvGJdTqAuq7NnYMcbo97lgqqQ0lkBIlWeeVkclJREIz47FamYDWn8yku6O3ofvj2/uMhdQiUfgkiA8UEQz7mTQwSyjOtVhVgdwVKlFoAdsvjtf0Zw/3cwKw7tT4xT0VzFhtfc/hePEHoYAq+6qAW0PvLhX0zvcrjyQ8zjEgq41MrXnsWoqldBEFsjo/bISFPO4G8VMBRKzpiIqKmY9D6McIpVbNrumoOP8Qlb9l3Gbwpesw5fGGNHO7Q1b5JS+TPwegtYtlrFfrvkIbdDlQL7wZY09taDWpPU/Rmu3dfaQC/0eXYAFcNGgFi3OlO0qiYhLJCtaY2SbRvBell/HL4B/oqOEkC9tUyrwNcVeWt3bBVWhj5KW3ekkO2yvi4PZMkpteyKJ1THkuqBlXV1/I3iESRLWzj0iYkaN1950+C8qPuHF/TEfp3cshHPu+cNrph2U83FK28Q9/llIogGXW1CvTU7MIk6BGtqRUruQ1wL19fGW7i2L4QSY3vbPGQBU8fPrD/0fmdCJhuKw1bFU9bMEVE9ZFMvn17CiL38VoXOB/pYqB71UAQvtI288qsHyP1XC1KzDFslChOAKL2dnv5LzWHqnA7yDwnYYINQozT6gipMJVRGccufLa0YV58zyB1WiCU7/nXarhcY9QaWvvEYV4nm9R6G09yp0Ps5w0WDYIk3e5elJzhMMgdk5b8SZJAoVw/9aVh5YuTe72oR4pmRoHt3Dx7K+OqRovmnfy+dacZMAN/RhDmjHpPDZVBl1xruN+hMEvzVk8nBk0pqozv4quGQ1Ldj2Vza48r0dcde6c5P815f7muRvw6TKODssdinROl5sVYJqR6yBXhTKiExFyqKQumAn6FKrsYCBtOCRDQj1BYqG7DuB/eml4xw/hZWePrjuPLFI6yHIS6YBOivI7tDPBkGFPV1OeuKhq+3CY40oUl6tFYLPEds0TRGgLqk9AqfVJSbZ9Wf2JCBc50gFyWZWxRTCxOXhHRoOMP3B8vBL6PmGpdaBUEiNy2Q4wP/+n2+uqTVTLOOwRjLo/DUTDviOrEMeQ2s8vw+/soV2uj1IVFgorWnfvxPSRxA/GCJfL+v0z/fpktQ/acEft3qbiGPf+TiFBhEgP7+pieA73Viqt1JO4hhvE4OUUAp/CTBlveA2R4gV0R0xyb9rXMXi+5GgIZMDq3nWt5BUkM1trAu//x0vqkgjQeUPvC0ccXYWJI0hqGjCr/nlaZK/eUWRSYgUwRkufzNpwTgjvwKgWnNqCHgiK7pa+/2ge+I8LLvahH9GPnikHG/mkhQyAxobrYfm3Q52F8g2IgX8j9y9U+0sldu1owhBWE5iSwTNw/G3AKE7wOUK3MVKTKEZ1KCig3lkhsg4ynKrZ/pZVRBB5DKhBXNu/cij5Hb4twEiz3cGln7t1NxmWc6LlB0lxnM31ZrU3AWHqkHKbE0oKttZTkow506J5vhriPd5w0Ckqg9fKX7F5TDPhikHOZx6qgiSTyYakjA4+huJ+PvRRm22sWaEaGXj5NYhr0aoHztUk0V1XcwvnMbU+y9VDhQvPSzyJfRfY4Nl2PCvwsi5lR14S9n8M193UrZvJb7SpvYCcOYwMQ/myth+RRD47JW16EfhMcK7vJ1TmVYS+X5GTYRaRYvEMCF6iZkZ9rCu7EAL5p/AlwKF6YnOqBg4mMx2PPE2b9kv7mPFGxZ69wIJblx5Y5d3tFVVag18Z8ll4MUFSV2oPw9dhfLjzR3uygoTcdy33PlM3YG9mBHOlOxeDwXdjlq/0YdY8j4DMUs2nOsa7JXAwawAACri30otp725j5IGpgC61TAWYjLalV4ivPx2YDLxT2C2aIZ4gaf2x3VJxRbuWZjCxS5aNKC3hqArDN5dGWAhx61eN7UsC0Rbkx3cUEHFt/v3+kp7HzOq4PZm2YyICvi6649ZWGQHe0j1cCzxqOvdCVxi1A/sKRtNtct0VPqym5Owfn6xyWj98BYyyIGBIA6ZHBsSWTXa+ucD73r7xZ1TGq9lnFqwqEX45DtPQX5KW69ffVsPBlyQYjydYFWDwXb/szEERTsU8PNnIOxOB5XdaHxtONNKZSi7+YNlROxgH9y3A8++6WaBYKJw+8eYnx1aXXcJTfI4qRDHlN3dDu0N700BEnGGpVKm95P58zOQCDVP/1kJIcMb741kXCFyIpphUQAgeI3fJPtl6ilbuKZGgzmT3SYYNdWerlzLII+b4IbO5mhtzXZEq8E7ZieuBf9/d8CKM6emizEONXb2FyKkr/iBFLqpWdKJYCAhOM+u4O6ozaqimzyaW7F38rk3/fu2rpdtOLjRQnLeAAc+VqSgWCq6DwMGzy//j8o7HPJZv8rDq6rBpQzhHeOxBatgTe+kIt3YRT1qx+XJ8T4bqx4JYUvBnCiIxQKYErxxgt6xGDaxV6IK3FgVIQaq2dbY3558CEKY2IFcIGNTdb1WxShsetLb4oI3XHpqMvU3YAyNe9VexMn4Opau1lvsjJQ88TP6Gv+LcE035598UxY4dik6XB68ReNZ1VE7bLBgmfoUYhLfyt2CUuGzI+7tgKiv1VsLdaiQsqVl3u96A0GmJuohPBfz1aPk/T5NsBm8oWr1r0yE3e2++wqwz6zjGFCUI7xnEBBFC3hzoLVhTCiRpXHc57VY7XM9TbyrgFSUxyEauB6ZROkw9Ktaw1504P2fLrbE4dEUttMMmLywlMhtyqXVsrQesuQN6EsGx2Jaz4oZdCnPs9KfPV6KEf730cfpVcE57L0E2ndueQI3jBwXPTufRfjhuoUsrS3enIVLROxZIGpoYFdq0XKlEhVbChfbrxJdMKCoKw0U/USVLY9OJYx1X0e/z35fRqqpz7KVeB2qfY5M8TYbNx1XEnVMChAZjcMqo6Fh/Mm1x4ZFkHrWtrGEY3fvCDLhqGtxuENu5Ddpmnxi5I8D5VOPCWL4VYYkVMS+x6MU0+D4dgv7QMARor36DurJEGOslIwsLkOsgcNgz7pGw9PHJhwjVgS04qN+vlcBHBxqVSi0vH/3NlRUfPG1uMXlkg87I5KUtvdjIdQVDTw3jQwwkck6vEQRn2SAnqCipLuh+65DgL7wmqC64aJZgOZP31FVROcgYpRvl07ptGEPfxlQukYe7QaAzZ4yoFLFP0XUSSHZwISSHOiBzrPr7eLg1pjhKIvyrNAWGn1pp6dzvh1EuEwl58AfcOFJsnozT+FvnTe8wGuz9V1SPa3ROSAQ8qJ9GHLyTjxzexxzb4QSDEXN9Yn8dyF6viaJVtqIuKpemXSe3zEv79SLqjb+kOXbBQGSulRFW3PWELiVNPnBh3y5tAOz+xYSQIIF7JdDPkWSNdNCC5JVe+GfwsHVRXecf5HLMmomiink9sluAB6I8A7NVJEqxU34D/k9rd6ZRC0MHI3hfvCzyeejo7cs8NAh9OQynOzbJavyp8L7EltwtEmuZCNXKoPJT3xttmwvI2myGTRDqdVHVSKDjHyxIP0JVzy/u7nSPsM5DtjiX1LcfTU2hJic0eslv8jQBs+XZWYtFYnEg0hpOIdzypPx34rKO8bWq9tDgDsqtLXM0fdeQ4CTNIYVffLsM5vqlX1/RzqfcyaUHNKQ8dPHbH60TVGuJxCZtDS3ND3zn2GZtgliuAxBUsZivAGX+pubMH2nSuvEH9jkR2BQjxDLXciPoY1Wgqm/587F+fyE6OlV3INt9qsrCtHLSRpo1jFdIGnu9MGPLjsBK/d/oL94FgUpC6MSzHGKoHg0oqEf4nOkdLIcN7ZeCz8XuRIiAN82OvH434Hza9Akf7g/rGPaoEwZ1iwqjI1EHCYg2DoOo3yxUVFVekb6v0DmDZjqyvGniMYDnBHb129VFTAL60jJNYX++B6s3+To+7iEHVrqfGxI/f5Zrs3lvGdX+CnWdpfvDTZRFjkZSdiR9tWBNWLU30bcmQYx7oN4F8L1+plZMl3NnQA7DVVaDoq62fHjTtvfV12nrkIwoJFmzb8CFRep07q8BSC4EloR0/881yLrfynaWqwZQoGXGFF99WlRSix8/Wsc73k2k0o6EUUV2jP6CgaphwdKAGxHl/9BrIaRAzlsKg9UGTtX+dNtedTMjHmWbVTHmD8inrFN8hiBsCuHkBNdTpXkJUqOxbXXe1Zt6fXZ43SVl5bxveyFXlTFIzBAC/SH+Pg/tgMzCInN8xl4QTDpTQvZYRIs51hI231iLsYbA8R+BlgNjISkiehHIi7jjWkpMnQY464izdB7CjYoNP0MkkbJF49yNJwWwe44Rc9g8xCthRPykd/xnsCNAUlkGNpwLcX9YLNjNzXxnCn64FFl/l6tAPTkdDs95npAX7j16aUAw8JdBduXqv6fzDlZ1OmFNBsg4ryWH+C6FHjXC9BDPS5uhFf5/RQQM5sKnCKWXcAJ36LRMubjB+ot6CHMecd2+XCssQPlqtmtM+iAS3SqQRE/aXRmT33Vk8qWjfmpqSgEqe818Gr6yIQzQJliW57Pbi/3+YimNXnLhnFATo+YMR4QqbDKqJnw0zViW+83eIWnC1T52CX/JQsFyvfJlxtA6PLn1EoQ4cjQRgEb4CwutQ0Y2VvcabQi07e0jlrerwh+jd2u/2ylxehSexRZJh2tGTSnZadMrFJ/g5HKs2ccDrDWgIzruKKyzndLIyv74e0kAT9aub6ZpYuBR/fs/p0GnsiU7noEnPmVZdmywPIVGac7MWUL7f6/Fpb63JzuVD8PhhRgwEJPNIAZ3g2/YpjYdVcfRAJICAs8V2Bt1ddl8cs0e2qvULZw/S+mi9wSWILR63aFCO+4Lps7WSeoV5c7p9ESdsWhNgq+tMYnO+0wJfv+RsJghTJM6nzqqIeVw5BCNAaZq9P0dbonCYmi6YuTtWiiiJJR8IuYra4ufz26P6S6eVv+wrH/7PUw1uq+HpZU/IKuGuIQrSWRx5I5+HX7tKKguxOAkIN3BT4YChIrWqRtwAMDIlpvEt5DAUgFQcFi3Lir0+itDwF1NM0YGfaR5cr7vNwEnjEFKtxFMfmIw1E3ATiBBtZLUF54Lj624oNWeGpy9U5s1jMO9J8Msoa+kp+6gQLP+Vtn0MSkdzVPJqWcnO2a7AbMir8PYe1ZAj6wPsyxBDukI/sYlYJ20dlVyPMhs3IqtLhRAJWJj/vfnC227d0s5c/CXKOhTJYVjTzwjOsL1kZrdUGlWWt+8c4GgYuB7USr7lq/2i+Rj55sk0auodvJILiVUdGDCPr/fFuWuKjK99pBC9JLsNCqB5ILev+e1G+uB73VQQ9DVj1Y/ok2aC0+3pCExmix40Zo8yip675C4GHKSCPjmyPj29bvzYzv2tBsyuX2X3n5GzZ0I2SsG9SntWoDHb1X36g0UlOmDEbfwaQ+SD+D989u+s2PkiIbf8/H7WH3AkqD+niELPKqZZTK3W9FqYvjL1ot3Z0synYUJN17OGs0lm2h9/nExtFOuEIwbGLMt0N/QnsOas4XJ0o3DPW4G/9QILQA4hbFW9ToT1zz4mefu72nImzqkBi8IlOPpE4++8YWgyKvo+1TNoQRmd0836ODbzEc5kYa4TNAjWV8meFK0EtbhNXj+Ov9oVPTMvj7+xkVyH0Je82cwG8BYkgUizeP0r6Zr8zisZa+1hrena/zKD8CfSmMFZsaQJqBqWK90+Zhnmh68jCUmEsgOEkauRHh+PdKN3l0kv4qmA7PjWwRwyoN/389e05BkZMw9e3Q6tAa3yuxSRXIbvfif6RiMHPMUEDROBTEXlaMqy7aD/lqQXOwIXmwPpLEgZC/A3/20flgi0mVQr0rYzWjApR9PLgINb6KM9duOQx3zUlmlthH3B9SKTDcTv7DL+jdejTYLf8LjMl/NiCXmzUyMF1fCc/yfi4rMqinAyJeOSljPLXkRUoWCa5Pk+ax91HhJGg7ljc0XseoFF2gYp2vSYUXUM4lwX9v5LKwoSYhw7YN40dSe68AnHCSCz+Iv0/7rjNBNoAfkD4MQiQw3SGbZnXJftryIBxAveBMYnYvtiTejG3J7Wkuqjmuu16eml6RU8H6ZJrQys/1OMgSgG+EzxCcJ7yWT3ZHJp9/jRqDoWuxqT1JhDe9TYyD78frHEugvLBn60MnW4dSVLLFdz9CzNE1nLWf97BqYBUYaAUoMjKNiI4jWrxOvw7AX0PtOO0uHkwIJwlM2Z+3nPSsBqf8vQtOKHrGOc3MEU/ZcYPZ5K5FJErd0spbWykaSjOpVmkArJ18AWVuMJfl4151nC0f01IrDA6Vq6OPrhB47fWiJ8YJ1zx8tOxwg7JMGqDyK8/hEuOnkHZTgpc30i2BriVbVUedjg3dbRkcigqssI7wUa8D+Msk6YiZa10lbyx8OPJuAQt14f01jXBaBfam8V6/E7Hiueh8mv24S7y5YxjlIXP10AQm+Ea9ZQmidIdmindNErAtV9PB+NkPJiiUCpI8a7TesIdQqgHObdivbAXKJrEB2r65R+JWjlKQe73pX/wDfgYXsE6qNoEhV+3g9mgN46ifElIK6Up2KhKyGlWZoUldHJHhvlyK/wiitWk18kQeM9qMrz/SqLefs8TxxDErt4fI/cnitgJAX199xAgveHG8PuMxrsHXlAaQreNX5wpW/dd9sOthiL7sUvm8BZPmwrLKtOg8w4F9vBHgjCFbo2KyPmLn17OFmfbRkCeJ9Es2qD4ComPzZhKiKjAxwdsFaWkW4mHwA5i4L+Loy3ycGCkGJJSpCYriFCVUW8pJsxseEYk090B4XgMvhuvGTRAqzE85jNomJ/vUqbioIwRVAMGxl+/LaXJc18jtJCwf8qfMgaPu1uP0EqhQSvXSj+MURmKkqmk7WdRUt5BBd5D4TgFvIqWEESYBkA60IQkdsr/+3S2k0zorverQLjJ62dDZUHX+Zp6iewKLJcGuc9Wm9H34CvJ8mprPBvRZNL8990saXrrDrwKzG2eTIybToVy1kOEf5qbuoILDKiHi8/v4bQPCt8j1Guyg4EoLidLcC2RIGLDJPiRgQopizUFig2Z+TGciw7nBdi//nWrkLvouxC3ulz8TgcsQpGsyD7zOZ5kExz1YYTUk6AjG8dXKACjSRIziI5BmGVYFQcBeRpECnGbnbxLgZLKDCxoI77fihe5Ia3fHUXTDl/XNkYC8tqGig2GbujfMwaLa+/eDDkG4RDvGVvYg3FEVBtoo00vm46Q2x/DVuDmEnbH+Ysfj/cQvbeym2D0FpKmaAXcQcdvpXpQYN4B7ruSgwLXVKQcASzOpinUSRSr6spAwrAD/UsvK38Rki68r7Jqww57taLXq/nCTO9rv52gVBWhje1mFfkICJsx4d/+eHMxsIrDxMIOwkvKzI7lRKJAgO3fgRlc0SvTvFyWTd5fcGeSfxRNDAaFbd07Bzu8PlvZ50+kmdKSXJ1NWWJ2Z208WKpMod65WT4OeZJWimLf3LEjRVSF44Ecqw0ZlDIUzGY5HmpHJNUdwK/GjzIbkDrBJo5Fr1clUwAXNFqCUHeDMGyLAoRSnD2dsO/AniN7mKe3Hu7vvIuHCxBGBzdLjTgdHzHncE/C5UYJFdkC09C+TCsJOgBK7k4sEVPh7JM18Lm8H8vEcXZuUnLDYNbTg3htWxEoG0n8IAqBSf15h36xwFDLMoCJw8COc8fvJNRNGDwTPYl9t77KKuOPIx656x8O5WEZju6MuUrVSDOH8wesTkWQHPFZZI/dJehnv161z76Qr5OwygGHu9PdaT3uwzeVNzj4Gc0Dk6zO4PhQBRIOHSnl6Sow9Q46X6X+61MJcI1XBtJtGbEYQx1dzm0fI1uveNcRFWHpnifjE0J0ncfxdV7t2kgW+1dXUVxfzAIfMJJg5zaG4zPRyIsCuSWDs67SRjApowYIrMq3T1qvdN4zngiMg2JDvy82oA4aOjbOtdUqoqQkjWskAhSK/9XdlXWJLpsmW8cNCsJfqE3cvBpAU/ImWjU7U4gyi4yyvSwKDXeNLOB8MkOEQ6BauqjtzkNATgax+RIZjwF1See7PnvM7QPBj38G4FWIqMxt80Ki2dmdm3qVMcVel7TaeoMISkRw6ZNcSkcl2ZW0ALgFA/b3u9zkAFRpOd7kUXvHWTitwgbKRfjwF36Sx1sBVAyUaNgfz07NO5w9ah+QU5a8/m/FjkG9MuQle/2jMxGmtuUI2BEr2x+c94w2U4ypNXoVxY+REd82YEL4yAP1s9M6etgzQuo64O6HBnK0qaMdPWiaI82oGVabHqopxPhur8sfi0UFxoBk2BqvMz7TEoEvTsgh18X4QDMWrWQSbJ3JwWq5/a5igm3LmYwMb5nbhDH3zD2u7QOmkl41mz+TmJhzOfUHGBwo9ZiMjZJPiuk20HIC93kGTeDLC0tHHY2Ssname74XjNFTaoueHDwXQQA4dBo5JiRPWowFEqI0IwG9uy6c+lMzr0kuIpkPa5SSiQVAvhRurnYcaAvnA/QEdDTEiLAJ0ElAxVq3/o/E3uIpJh3/w+N1YNs7iurGVF/z+fmwdojQ5/tXEIP7mk0cLAqpOI6zQ0rZ2OGos8Z8UXVn7XSQT9u8IpIm5YK+1SQYGxA1W9TiiktjvogtL+1MDxoNdd+Z0ExA3S6XiBYx6H/hrwDpcl7pfK6vNVJrPwxotm64DOqMoPnVShqvOtqQCdwMEZIA7An/7AUA1Qp484slTZmBPF3fT1smpL9pEZVdev3W5Va9E4mRBnDauE9XqJdMKNasWvLskYkNC1W/hoYSt74QGAc0ocJyzpVVjYaKOU++WPECkj8CMe0TU0nO6tGPWgk3mLlIgPJSnjfxo9TbcHBnbsbxzNwzDrdjTxwxBPf7Y0TWKyPOTGTbL7Xx1O9Ap8nN9yxb8PNJavgYB5eUILP8a6MiCXvmvR7zQwhvkdLQmpVVGjj//YZaH+nV/tz8m9X5b5sTVydlYIsg0D1a3vh1MHgtkTERGtcx+8PZ5XN/vDYKz2MgkDuWou5UXFPaJ9rywrEWHzc3LcW58QnGy2s4EP7mzDsjIF83hf0h+LknJDVSDqeHoWYlVLbPJVRC5x34snP/hSiEPg3Gksr8ef5RKst7jYw5yZqWe8VwU8xMp5753SaM0LgQqXUK3/2cmnjegV5K3NJr55nAW9QsQPF5CRJv2Z9+MdcrDKSHLn+qA6uYdTG4El/owbFAlJ1I6tBdzio5k65MRF2OZmcqqDmCLFnch/Ddr6TTvn8HKHHQ7/1Yko5+2E6Z6pWnpx4RJLnmR/E2oZNbuZAokLSJ1gGcCjGe5aAwmHUumK9izl9Z27F9EGjhxHNbKkf7lq0K+Ud77K1Kny9lMlk3csMHeOW6g3XA+/d29yvHq6Tgme6f4Bp79HYb9/lPy969ytYEPrQTYflx7ez8ph2TTG4SnzHi7B1L5nHBtvXENSK4/48lMJkdbZKGonQVrrccj28Cjabq//fkqnqhlrKDjxK81p2c/oxZhBRhIWDMfgz1HDDemM4upvC/mSk/35LOGpgsPYC6CbZnCsYz+ds7f7h2gG5E3+0SmzNQAE49ymENcd9kHTydVwYmNkGfiFtQsBwroxcjAI068WLjZvBVWAsKyE/I1Wd2DB4wT/msenTKS+O18oIuxqNY41gkdCsEp0zkfRUUry5g/3ATNa2OrlFMXZfw9HthAkU7dEGG0ocTXrCsyPtvEja2pDMeH51D7URC1kRZ+CplS1sxg56kJ49x4y6hsxK1wh2oEVr+7ARgo4BolCW7QBHPnvtZsaj94TnHYpmPIJHn6/ssQWMGvugU0Vb/2IHT3HLl6JANwOJFYnSG9bLPpqLKTc8pWjAwTR+Z2ASJndApEVISuF4wmVCE1V+KoUOkkNiISw8dpyvqNKIM3ujN/fFN5r+gdrRZTboIXqCkHhcCAZANtNNPsA0gu5oXYm+Q/1/Rp8O1mxsOWMg27GYvd449kGou31ux0kn3nPZ5BZO0ps1U72gDJ80rkWUjIiRBkSLopuCo2kX9L8bZBfVW3r7voRpU9+J9B4VmK5Pshnr9jd2/JHQDMT+du+wNVzsUrBE2925p+RUtSXw+LqY3CUjW6c27CP2EbBmPa2Uznba1papaQqburPgNSXuQuquyxefkVtWLsg7wIY4tzDB4CveaWVUTkDjiNbTuvBUP0fWCLi7XD+uFNBKqqTTjYQC4L5pI9b+DC4E4FRvIAmkOOY0NWMGYDwtt6eMpveOsA5bWx8t50W/iioMO+b0KoQKRvQTEXmO2xV9nTN3vrq3XCmS0O9MiR0mU0cbTp+m7OZaGj7HcADAFlDo0MVEYeHLMBRgfGj5dr5xU3vugkNE6BnFZ61W7c4zskTwvyLdEErV0RGiJ18jk2MlLGGKae2w33xfee3HSR0RIBIv+Y8/1HEcu05qK+8Gw+vRtLzqPukvlif0IDr3G05cvYHTtR4tpis5iF4u2CrZrBbejXA/Dkd4IP+orKPAySuvCmuCtZEa/cKExC2WZUH/UwV8VBbiIf3UQHmAcOwoeFsu988aw8xZZ3oWSGOqGsN1FlKavI8nvWcl5SQT9Ud3FsRHkuJSr3A+3dG7cZyA5mu8ZzIMf1PA79MqtZgakkfBUogksgukHoVzD6rlkXm+t7nT685AYc1uNntgPsLOwdNFrUyt63F/os3X6Lh+vsiDBFc6xHTv49LMiviGknUpzsxp39XDs72kv45z/fheMYrAdHEwcJXPrH6DfEJ6v1jwmpETkPxQXQOtnot8ZfLePVam/lqByOEp2fxAF+AIgLp9peWyyF+Zx0UfvMViNGS7zInfxJ3RxFdfcBcHl09wv3Vh4sFuwWlPWFIRW/IEpYkU61ZphexAO1+78wjz0DXOR2+pnm/wxsbDyNWv/6Pld0rK5uBwMJmY8sDOnzsivkMYB2k7Rhl5EH8Keir0eYDsfWtUJcbSxF8tw1281Vzi85ETmsEKtrwBfxMxXccjdedFClyetWqFB6NzBXrz978OY0AvpW+uZw0The9M59QobNCFZYVErgyT7C93AtlleydRwhmnizj5SJ+ZwynrCpMari5yLiqBf/ouEl6MyoxRNvsvtUVpeTttO+0fIW/BjvwwBl1KPnYZRKJURszwfTwonQ1dp7HWFrMwHB2DLe3iv+J2Shdu3WnjOUYBVAxu0H9cdxhmLCJwNVEZg0KdTqpHvK97swhFM8wcZ9XP3e4f436WQBWy+AWAKw65aU4G2S/GqBZgp7Hqlcojlmml2gvLR9fpE5CXfCffOXlkhnU68z2p5xc1WAcGlPW1sLd3goZl0yXDT2afrub3nlTjO9CO2bB00dnXJ5sKBIvVqcdhNZI2xeayyqzdFYO6g/Jdg9vPqGyJFHEqLeKwUN9kYDU4lbeQHthdXHSNC/aMNqElpSphjsJDyzTKo6RIfmPFImZpRmNW/YuwCNi0yZGxmO6UIcd/ujx5oAJhdoIRjvsHUkjcSzW8i1vsWkZ7OxOYEum6QzfBQq+go48YJN0NRDdfr/nxeosd2a4tqLNTByr39kK9Jx4cbXYiy0IQl9hylvHlIZM6FLp6kgfwZUSApWbBLf+NOjz0OK/uWmVWjgEfTUVyvNOsQNcHdxKBbiKpdCh28fRnjziUjryH4LQ06I7kxcDnL8M8Bzc/obOcJ0uPHmGU1w5QveXDbVn5NbVEPIdKJW6XAoImU6gcmOEd1mUtdzMbb000hOI1UH+ttBOjOYpmXhiWVyLas7OuigvC8fjBtcG2kvku7swPPcy+TgVwYgGW6/iuqdg24ArjFuZcb/P745sYVRxh2E+NYr9sh2MPPm93HzneTdD3O6N7Hyan3sAzRXSO2Dqhnw84venm93ApkX8HRpJicTE7a9xEcXoUwydGxvq49middQFs0o5JSmFkIRSeZoRWrihvhxIWgYMyIVU6fPTiFH9Fff5gleMPUORSA6hbfGTQGTbwMtcsvfDS08lXKcyQAuxug5FGFYjeCyLFRJ8Q+T0HJvpnsUhrYc2pHRuFiYngTRo1VuWVCNQw0WeXxAU8Z2mhjaDiq+Og7k9x7c8XomMG7L3GeaJzGzyJIeyN/tkmx8gIsY4qu0xznytCS/Z6rBrdTPuilC0wCO6IIq2v4DlmrvePBiPPNZeUTSldkTkSqKcmsSmxQ3SZi+CW4kLPzqZtAD2V9BT1rpz5DrORYBlIyJSHTmIsxx3xTAbaZYAibnvpHh6aPxF7fFJLSa8JeqaJ7TDxyoaugTfg7F4/p3J7llxWs6Kppspd5KH80WP+w6p93RREj0lXesaeD1E5/8vRyGvRHJQGInOYfk/K6rQBcMXD9tubumY7yGEUrKRsMxOwk3kE1TQ9M5hQJ3Oo9agPtnWUTODbktTy2q2dIHIRA6AWekqymXcYN0WmPM+Hx6k4jw0nE5uzgkDD4wtf8Ur4C3NB4EsKfCNTd+EPR0HDASaOTFwIsrNYom0+SUjYxcq9wqF5NtEs7bMtj+A+sDdQ0FfdgXR7kUMzwTXoC6KBz1A4MYCDqq5MOjz7Dg2ZZi71kms/RNfMB65UKvJLEIpZB1GfpZ359V1dVj4w89MRZesHU+VEh+4yv+C+p/PF23tvany6Tp3boULCUQ3QDPCCtl0EkBGpUgiubFERAf+YOXhL8uQtsfX5/Qhgwkulk6Vnd3Ay+b4DmKwkenpvPQ5n2RprX4lO1m8vL6ZqSpg9YpoASQOkz/a7/JBD+kBDE03E5wpyHVEjjO9zrVwRu/oKvL8lf3MMjDyDT/Y2e0R0gnECBpwvqPgk5XHTXTWcrDwZOut8I+pU+PBPM5R6SZJzAEMLRIOoQPKfJFexNeng/t4/Ct74b8LoA1tyYGZmrUzJSapQucan3fsew3hf4N3D5s/wJsLZmn0cDtkSfD1FKzQpV0C4s8mmBs+iI+hMWRfn+IuHvL5m9ng396/JayGrhnu2MPUBzkS13QVGl8V7DHnz9vFIi8Uz6v9T6YhUTr2OQNEvViyQC1zNROr38YjIebg65M/DMhJXPQMF8RWPvXSTYzdut5N0nYx5DEc/JJWWpl2h15J67yGsmgv0aWyOSkX/rIUnbYQm5DowUNIfttpGhyL3wXUFQzN/qVoie9bmfJ0FUS/FiF9LgPBYUg7xJ7dPnh9QpJti1lTEa/LWqvHUQPMS1lFdXUq0gvFEIPlESHt7H4BQ1v1HtYwBgBfNqEK/BpOWyEIDgqhbjmHsSXi25NUAdmQQZZ0RCEhbR2RuN/OznSTQumGZ3DMrVl+ZIlo/7KbVU2B4xbHnw60jqgPDL1KQ59T45SRihT8kutjt5iUhFoWL/3dDRmrsRl13OLxMwcxnyxETET/RQTCdroywVZG9AkhNGSDhIRgePTLX2sOPt1Z1X4VJqU1GnEAsku08Jeay74e6rkISfczepmjpYQ9P6BL6QRXdBeM7A03E55ori4S9+GtKr7XjGGD24N4rvSNKPGlEH0WNzrQYH8ur99ZhyTbwd5xXKoKQFO1q1jUnj0mt5FjHKkEAlVUcgH3k5yQvwJRfXwEMeEREavFWciKHB7hyhY8d/kZlHRN7wWOyr5KQ/ofjBwGkKTKMvGGJUq9tlSTRcQ9241CHOoGdgjM920iz0tC+8NIWUS23ohKK+pkON+bqrLkQfPcZZzHqsW9cdNbFvjlRRzK8IL6UYWbusfzILKU0rcfhu9RxK9Q1tL9MGk1QFtiA7YokxmYLJqB1NPRDVPs+T1+K4EQEi4VZydejbZpowpT1LkobXhvgj7ssYqROhNYobyh2p3Lhna9lvVBFqO4qmPYXWm+vyrmxVVjOSGvAGxy2XG2L+Vwrvem07qnJFQKkFDGPOMnDAG5m6rMCRIN4qQ5a2RIMTZLc8hYCCKrvjGZznCznjdfR9gntYIVphmET9p9YZ2WZPuP6R/Jys2zRYbvIQqc2Lsfj6ejcRxxRFPWGoSJXDovAV+ChnorfKLbmPTiALR125/sS0TrWkwg5LAYfD7pmekmi2XsMVpu8UjXlf19dctgH6Nf+f3HwzbvE3FbMZkVzGChbaTZfcNCIZTAtiRpBHLnhsoorDkqpE2Iv8sRgwvggtbJbdGNJBYmGE5m+f7rwuhKIN3bZrCH9mVDMDjNNbP3OR6rNtOkY2MFk2IqoOzTugGY3f6lH0R3ZJuTSvuhf0HGGwiakGfwMlpzIdbAZ2Oo+Vnl3ruD26yIvWBrDmgqZuzphjMe+AOm+DxMQbb7+n5TIkuIp/YAm/LWkhMTICQaholqjhR5m3OynZk8pk9nsNvNm/knMaKYW3XRCBfPCMyL7EqksQOR9DVP59iI0XEST27qv/q0FuHGFwO6xzEUt37I4a538vdQuKxMQ3Kc5qTWTpK28gTF8MKSGqL5Jf2rztPKwYpcqqjqD2hZVlu7FbvVmp9K9FYK7Vxg5alzxbyQZV/il4BZFOCT1PMuZbNTN1bl2zx6LCyVqwmm1EJkWvf6hV1pcrti8PMxUFU9jUaIwnHVOgOEBxgOOeqXZcOKQkdqiTvTNzh8U08L6lVBFTJoicFGkht0CXNbNVmNR1m5rAAGj2hO+8R4Ukt61o7iY2TOsZVZzd+rT++goTI8JFbMhbu1rVDulfgr+inI4DwgOHFCZwVm5BYmw3Rg3PAcLRRg77/TKezWhz8KhnNDNB7bWGeMGJ1vSYW3xBYS/GLk6U96hMLglikstnkI6ZxZMyyjcJkpmx4bwkRIA+Kvw505L81L6q8SBPWCZpnAFklKpunbHeCRwBml7G01FwcJxZ66bQA7E46GSIUdMgEOHWWJZiM3XSRjm9yBRuW0PkEV3q4h9Y/Sz2ZWjaij3Tve8ClcXkM6SEFZxdDuaU4R6hzhruM1dQg6wqLjd9WDLVdUf+U308B1LcP4ejSY2ozkQLYm4hG2pYkNT5sNm+YuS1l05iMFH8uARUHlaV6RpkRTm0rWk31XCCb3mJNjaRWFuxRXT32+0bS7G40SCr1nnMpQ1yY7useySVv63fw88mGQ/N1aAiYpGSeMmiPmOpx7+gIAovr0FdWvRbHAraZ4B0cvJGvgOJg2I7Dydee/+A5XHi50xzx2VAI2t4NXbI3qEVaiv+jH6PC+KlcAuYWEWyHhWggo0OhLu7wDsZT3Uxkgr+gUKqs9KXpk0huGVY/+g+U4suayKj4cvKLMZQX+Il6zIUQUQ4eih0Bdi2lOo1t+wxg75l/m46GlFe/wFs4KFlAFxQjJIRB77KRYD1PyxOFxZs5U2ZoJZrA/cABfNHX9RD0VtJSaXs1+e0Q48T5x0BVOCuZgNF15h8vFxTDuzr8Z8uaFV8lDlxBt5v/yfZ2gjIIgTjX8+LTrIAnKRgl59UaDoO/tP1MPhTiPg83ER5KoeZ9ryEcdgkDWcQVzCRASm2xlwC9N2MKR25EUpG1YyqouoxlsFXaJhtNJyMQgqs+Oj54At/SmRZtLAKXhnWSZW+lyEj2fYdzg3gMF7ZVW14idKaNspf+cPIfi72mPguDXv705OAPZKxuOzaXTwCX4roAM+Y1TpFg93cd864XCecnnks/rHxRjemq7zkBs/HhHIBMp3CqsCGS03CygRCdi4A4QzDoWmSDCN+opCvOhO5JlrTegW28uksNsT4LskxbrIvBegGtgtqDilBJ86wEn1r7mbS0gcPIgKUeybHC10zMRgEfy4G1nFYrBznG3qt5vaCfB09w0+flzv7SljswXENozvsIu+VETgth4LkbgO3mIccJcCGfFZQc3Vlujf/i88PIdQeVMZCe/S2U47LVQQgL/CUjk1snjPz9RSZ8E85d0eltRvJY8MOfN+qt94TrTr4ZhbjAzzAbR6LtWFncpFNYypitWd3B4k2k5pgQVJzkbFGSCkJ6VpRojJhdgnvyJS0ESemGjhysdiD6IR3Q64FZJTIW2U9RWNlHQUu0eg3XKfBDZai8atPCMsALq9xJh74CULCloTv4s+beT5dOYgTl2ZBfxjbyvDh93zda3fZAP/nct3M5kNHF4o5R0Z/rU8SgDC5MC2MW0UMyd9oXjlLc6pQmCPhFSoSgSazCyC8QSbThc7EzDfptT5yVzLAZyhsMzqUkRX2bRwanPqRULxpqlNQLiNO5yG0gLHrcUbyWgNW8/UZrn+nay8blNjr1s6xZ4bdE4qkRZgs76wlTv8ayCWpwKsORCdc/lIz9+wWgXPEapS3IhneQ97MopyiUyqJZrGVkEgJ+lE9m4/GS3NsMSaJHayEhjlHwsInJKVdAlum9FeMayQ1vqxo849jqMbrwiaHY/1omDAWzmZnWPBxA3KPuD7qg8JTkDyUd4GIaHaAuv5MINCQbjlyQPu600mLOcoBxndzuPd/nkBeJSYjpYqbVO0PXo6WwG02VAH2QQYJB9NIYIk29kQuSKuhzDjaSOa8+wEySQhQP88hy3T/wQeF7SkZR6QgZk0HfF9mKu9sKmpoYNcewWJbXAHcgFI7IqzigiglkCh1Pp1VG1uUreIAsydsVuxo8YW4rqDnGl0991pNrxQAOueERE9hj4RGdJqsSu++/txRmHu9VaepdEW0E9/heSOoUVhiQI2fCvg5ff7UIlfnwUmazv33+BeTPfTHwGIoARp1Dsm+kZoNJqqWUdjocBzD0PNg4HSWVHJtxTnMx5Go5xZa6uxevngddme/vxrQAvaUYRfXk+hbK1RIoNkBpfF4kZzJvvaoIqhGFvKvq5qf5M0OXv+A9l/VbyIM1jxYywdkdLNWXW9vi4LQ9cD7fGpwyU/RYVsA3LOg4WK4xnSaQgO3wdE54NEJtxaozd50lbAhce6V91gauT/1UOCVX62bYi80NmlQtecMKolGKrfjVTpMYo/YMXDBhMOMAq/EJmYg3Ay3a4ttO9LYhMU880NIuGJf5GqSyuJ4ftN2GP8j51zJNvCYeAOQpLIoCZx3/rYxCwEZy8Qkd2rZAOykDBdYyiMSRIhOXa6JbY4eafU+ovMg6Xob7Of8uvX3xCFCXCz0grb5Xi/HjZ+PPKaonln+m3yQ+OK2qkaOq2uHf/T+EHiTHteYHkyBnDNuJuBs8sAbuQiQvoomSdpoAJdYQuI7VntrEoZa53Re1AWvMCwWAQSsU3cgZE6WpKHcl9bCYt+oAkpiYdbpmNHffpmKyuqxfbT9GQmg94PbNhyls1Phyh8kGQurg5qcYrDKCeud0BlKLe6u8Owoj76ofwM6E5iyjvZzZecM92nWfR6t8tVZish9rek1mAzQMegw6+Y2PDOQAINcQ3djwgvKscQW5wYDvsV4WehHaDOU0C6vXYtGfzFLHG7/Bmwa4rFkutbIysncpz6IOnhiW82CJkxfRSotmoV/FQgHTE2iCagHAbBfWKiHfWAIovVswq3F6CacojtL1KUV/9dHUOqBgusPC5YANtJxnGyKMZW5FG9H56qWaBRZuHXr6th3iDyn3+O+eTeuI//Ok4qXQNNkBYBW1BoBllxRTW9XIciVfO9SdUJMT1jHvKbKnuczSSwizyUM02TnlswAQfCyAEGUFhtjoKNoySw7pLmhWaJHXkWdaaDlA/Lct9IY5PTffCC2Lg/AX+6utBnVGVTynTGCSjyKI5ZNJABrhdn8pmtGRDZ+HmNmGygUTmtbeGJHPXwknKFZSLbKDAGYw6IdsTvQbWbCbcjAWvjqzsweBtrHPo/g/bsAo0JpSAffF8dj01iWsqnriSqJqmuAGXx6Fvcc4aMOvUqXGQg1H9EFzWPnRWrd7rP62rdzXcQwvteylznT7NiWgQJTr/flxwhXxECkoLnISmmuXvoQJ34QDUvm/Ls99LUe90fso/41QK62aH1Qk4oLukPRzyADhgaNqFX9z4Z7mCRDUgAGkMXdKCt8Xi792/ijS/tMGSfoWNQLLz+6ZdKzbY4NLL5TjMrKWqsIowCy88VkB2lElmbMh+HSP5FfvwD0gOxKB5mPc/Lv/O0IpeXk5lqARgHAcMMhRvPi2wFro24sPedP4pHepV+tLHHLVXsAApfObQrzQ95uLiHkd8NqAfqco8kwhjR2Qi6uYB4QUA6nmElrTLLB7zKbHWzb69d3KZZzyc8Ynof9dPFNtjLCXkVE6esbPb6rhayyu2V1kMxJN4nGXH/9oJ1iJ0oaEYltM4qiKWgvkK4I7YFaFOLOTzfEcQQTBO7xJv7GpwrmcyXa56mYq05yBD0sRIYLoQ/MARnVdt3WsNo2b0w44xyi7cXkC7LeIA+KBrMB8t0vUXLkXOCLdzJvQYTTrgZM5mPS+97EvGPOPXzntkIXMzIUGdF0MSPqeTcbzP1lZOpJUPMuTcuZJtq5mKc4VjnFsLeUXWMty0aJaawRsXTJH0MU4aAZGYf5fhBhQJ/mdhVyYbM2RZsFzNRY6HZ43EDIvhOOqNMnC2qkMsD1gtcuKGAsQjzBAsthx0lZ0siHoPa20VC6Py/iWFKJ7fFLmC6OLIryVp5Z+QJexMi0kPRfkPJ+D4VSRAIO40pT1KxtYZNOSInYn3KtRa81Ei5jUZZjX/plTn/kMzPuU/W+rJTQr7lkr4NYlbKG0B6goG3gikKm73DwP7jmmdvRgikUP+7Fs5Rd76aEdCiI05ODnokU4J1VglnV0XB2uizmZmsht7Qsi7YOJe8dg5/WvWrryVWkqGFF3uEy24rdJNKrMvh2eOxJIJtWFn3/GzOu8mX4EW6oDenLykWM1wFbzvVZjK3y7hx16nDIfKjvEk7i9f3gRU2wT4CFw4XzwXnuk75MqRlKCDPFt+zak5w/2auJMppy8porsfQerf1sjFyocszQwW7cwQLe4uEALH5rcmEQyyVXObRwMGGfQIRAGYRrvqPd8AxMDOhPHtiqgySqw/0sDxviZlPEb2fYOKyoF7eKaIL0y0RyVg6cXNMmPu35q8CTyVUvf2iJpngax+FczDb5I29HcIR/0FnbW+V/qrDzljrIhM4mBGLlEGNyt1rpuVMLxpnOSB7OesEgKnE3WYlT0P6BXYKAe0mIOFDEjWkC+qyDWSiT/eO3f1KZ9qqO5M507kbB/T6xWbIP4mOL2xIhq0EWkp5SV2MQIUK2cvoJTcaD5KzB54LN6x2WE2bphG+y4WYiQynTGYTjTzrzaWT+DmsLQqjVyRt7RH3lWYMACMTp0xVHDqzK+VIYFTULKKkLESSVcEROzlYBq/PfJmKBHFS3owUJE/PW4psu9lNhVZgkQPRCukjK5HW8tIkFmuUy9ksesznIzCPh8uOMxLfwFcQiu2JLd2DCOa0bzn4GkA482S+4Q7Zk2xL8+jrGQhvPX/n4KYD6BuTkiTgelK/3F9Ez09zs+g4WoMeCfllVnesJEpQZS+i9f9wAUMTqoC+rUfAtioPTLl5wSUJ7knRdFiS4cT0l8jFSxomCA60oBJeIV4UMhHXHXY285+UCCXgqpmt/XuvyNzfZvF2yH2LDaiGNQXVflnjRxhCPR0Q6HUFXjPsxL+/Cox64nJy+YwC1ZWtdeh5PHmq1Cc1u/v5mp7Y4/pIjUV7GuBlGaQilwqBGK+MaH3+uHa7NHZU3yWyBdx9oQMVkgz7/0IzPNl2sJ93B2lcDng04LmfJXSQNTLqoDN09bWCZMrvsixJK0gPJVoV1DthrNKPOvXj5+CtMI4mgq2LjjX6108X26VvXTr7Ubv+FcQK7BjzYI4efdh42lmj2rHXn2MO4vrb5VJLR2iw4Cav3mgwSQEjtAE+68bj6jshHGS7fVykgJqZe6VEKAeQDDxbEQbIG9jU6DXQ4LmJIH6/etTfe/MB+uZ1lO/YFcM6ulD+qVuayq8QunbUbxRngu1FYGXg2wisvT6q1QisukLZyaahmy0XfqkzLGw15oLnlefqk/DIXxXfBUn0/LCswXPt619/YQGbP3N9/GR1T7c8eYiak4FyhqiYcybyjTT4TesJ+mzgrnrBMrGYRKeHkdYxj5JDC81NV9MCmKgh5syvpnXhpCSt9/obB3vUR8n+nCn+1nOWjw4hzL5zWPIcPMQtKPKtbAAXPULVh9IbyjcGYi+gOhRdptO63Q3DrDx1IGzN5XBu2rUkIzwnH21z7f/6ZeDof5KQPFIaxABMv8d1bDPibsuRteCxpmVtxgS0B72owIoCmRaKU7tWr5hxrjV6kiv/lPt6BYLfvi/orYcj++C0mTD1hmjB/hgKE/f2rj5Tt/iVaOmQmu1NFLTneS40wuBD+38h4qIGNEbJntdixgvS6d90TdpMnje35W15iKZihLyV5Of78YvIKDuXNaiDqLNw87Er61e7FmkL+GN+ZxwKGZrNFDSXD8iawU1SKhtGwy62hrr/wPiRye8EQrFTu1gqBakIXEDlWMWa5wB5lwXqL5GHdSemdEDBVvSEIx04PRb1XVDX2p6ucNiboN6E1pxwioPrzxOBmx7HZgllUxtBKxbCHv3gd5QyjWYbGynNC2DyhwnWQ6OgPzrMBR4zmvAlrD0atzjT9Z/70SWdChHfzahKBC2uKJ37Iqe7A3khB2hky547YUc/DMI9yXknXP0G+yEqvZb8JPYnMS8+4X2Xm0zn9zmUGl7aPtV7gCEQ8lxe//NHM7YC6ZaOo6xzSjo0qqzYdcPAAUi5kDny8lSA/EVfvKWalzbW+GUzuZwosQ+USo8uE9vOvoequPNUwpA/horsqT3feoMdXONAOe6kub6lHajT7WkfgPtSFKCr4BBLwJDnfZN9BwbQuzZHfQMG3Y99P7qOZFfnlDv43Cf6i5Yukvi7VeD6mgDD/ADBFJdtFds8VAAZe42efw+QbigCS18KgvYXNeSyhoHYYxcV7PudM3zy76/8TDTO2hABh/EBC7rFMzx4eMOzTuWakcDDYlj+aMG07/Teao2tG1zwvz5J76NtyC8TV2qYNVj7+54E6doqG3DhNyQTh+G6taBro3o7t6LeKo7nLyhvPRu/83vQM3MbulY9j28Hd//3KJ4UO/nar2ald/pV0WqnTg/3vyPpGd/wkLZFAYRSqxMbfK/DK/ZJLzMQk0Fnb3wT3T2+UrvDUlxyf9Th9kH0Kh8GwGi3ertbW/6Uw7LxbF6BRbylNRelG9A2uNAHJ5SyzxJriMhq+Qp/BI26ozkgEWn4IY/xmi1DQRnMGOaU7Wmmy3jrpC513qyxUG4ouHiyEZgFlfhLGjhKYDEG+Af2BonG7LrHIfaYH1O7lCXBQhE3wG/rl9H0PYMcoaBk/uOSsC76N/CmqSqJJ2hqhNT+sdaVvkDASN6Yo/ezNu1k62WeLI8e84oG2AcvVzlgO3NI+3FuQmPDqgUuHlgTwiH7Kur6uGNg6SpGRWmwrn42Txj5WB3wpECwD3OYQbhXH1gMdlgC1xLS7jLc9O95pK1CXcUYfivQcavYSP/84CTf/PrHGFk16TMc1bdHMNGqcvcE9XG0mRq38M5Uf0o3csM705Bk/AGpEQt9MxfUXpNmRDKrYaC/t5hgtFj9Lh8X1eTqpB1FKWPSKcXXs62+4hri7eLMsN9i1UdzGtPC8CTXWe3/qpNH3cMVaYfHdrXP6Pd++mplOJJ1tgzvXLuvyVl1JTixz/37F7BP4lcmn9MPvJC29Jlsk0puzb4Y6kuGYONd8KdrXCQqbZ9OEFA5MYw0bHvz1ZanfV4SgkSJWukT2fam4kyAFhg2u+UFLh4q30sKoVTSqp0lq2l44/zK6/hfVs96HWX7UOYC5q000mDHLQiGYGU2Um7d/424AFifIiX1dn2+ZS6E71pOadxbUADUijCaTQ0nWOk/kf2uDhmUbmrEDun9ye+31EnZEqLwjrs2xjiu2pq2k+kdj1tvi8r9Jd8/q9Hknx1YRbBwHTd8ONgk4wsoRt3dCldMjXZT2+7XUhVIfUAMjD667jhX5tdATezZoyAXqwuFY4WSv9rO1BlXS8+HItjbrEvRuE7S3lHzD2el5u0qvzm7ULTRtbjCTIVCn/GPGAedGOEz/dAvdzEYRfjTrAwg8/5aM/eSm7AVJmLJa02wTzn1QIu71twIW+K8ThTbaantL3Zx8VPdXVR1MvRZrbldVfHLy6a7tlcVsT6d1dxHdUMsykEehhghv5V3DxOVikpH/1bbAIKl2nYp0tXAuc7+MpJ8Ph5lDZd5WzMr51w5Ld7WxQj5qRd+0AX0Do2H2rS2Fk6hJgLcx5Pt13422UAv8YQqehsFVfw14Ps4MVtRDe3MwxnbAD+Wr8MKLqaboa3NRTW3qO/iwUCjMRWQycm0048CpPz4roE54/i8/vDSC0aH65bg6ZM1DbpvNh89wBG7xrGs/NEF8YaMwp252o0UBJmBwgzp2ITABhumZuwo2g+UQmLaFyoPcNhQ+DClt1WJDrugDRm/MXNyXlJAPGzl0+rtjjr/f5GI5FN/i3nQAlmWHi4pjsJN+PYoFAH3kWDW/0i1dvEgwqUMYJcEiPv9lkXF4n6sIP+boXL33Ti5Qxa7nzC/TRD+SUdcexxlEfvQiWS3LApU4fVd6THl5LwM290JuFrRGxl5c0uaYraqK1WvDzDRPTuhuJnVQvpRHrZBVdgcU3dxP89j1zEmLk4v53JMIh8UaMA9/2anpJ9ix+pivLYgI3ziEeiz/dStIlVl1Hkm5J2EUuYsPY6Ez7p+4u8x9i4HN9Ypa2J+XzBkpkeke/y4KoVXBAeiovD5o4GX5GJXmXOHZS7ASbS88EmBxtPpZaZ7p3vJmzFNak7TFIKjRhbAv6pGZJ2PUDRv2RFqkhDK+qaIPQPuRhxIb7AscZHkmZwAgF4QN32Dx26HZnvaekfNUa4zEzcYpTEE7Z+Gbl7CFqAaE7Qj33aDjij3zhcUtn+Ul2yREOMm4CNzMXKLbaxGIWLv64ZZkpIn/NI9h4fspoomUcZH10raJGLO9f2XqXTqjwcbS17JztSUQeFOpg5XdOE1jxeRoNFWg+OsYAok4iozh654tlCbdKs0fj5GK+1eIaUluWLsZQpft4H9JCLEdYLLfjsNh57cD2oL9fBxIIUeRbAX/EAjwh3rQTh0gqL3QjJbG8n3A+R1YjeLBHvi2kLAqBc1gZyXhG5aiipcWWmdIVQ31d0LX86w3pw3BloehBUrrmqI+5FmpyqtP+8lFAo9POwy00yOA9l2nnagGfQqANUbLf9X4lX//kXE+kZsoIusKlHbtHeM1GEZEJqwUuPyAIwh4W4vdhLYqqyX6OAHBWmyv2vFfsQvoTgKAvIf03OJ79sMKeyZgtc3fgzxYNzcXD84VoEKArPaf+YJJKVzo7j+GC+WVc1DyWZKTYgMJjey3Upm0DkxTK2vT79PaApLgAND4WOy/ZT6aJ6Iu7T6XUeWWwgTJW5b5OeHiPJk9ZPPwDPBB3I2nJPxMh+KfVMvN6i+uzco5j3KmjI/zlVj/x5T0XljEHRRsLlMvxqfQiWTpPFSHRbAK1y6mtM9UikEoAhXfAUv3df6GHVcr+pGSoB1El73BNVD2yP8tjCnVHwsBKUd8FQgNy3cF4sNW5KLS/71fuj3fRJS4WBB8BxpV3pUoz7QP7VBDVwZbW+WL/XCfzWCSAMceRL0dfky3CWQxJbf4+RZeEm1KRAcIzYCT5PQ+nim/BfqutLG4dpUXDTch2REM5JzH26iD8g8+9RQI2sov+qWgW00aJVW0KqhH0SUPPC55QiS9BXE7lxKpUQrSvRQSE6GNSq5APrlWwViX4f4QHMP07kZt8DL4Ih9tDxZJWQuCTtyjQSCfWXnrwXAJ55Gv6so4FSQXYqXB5a1TkQx7W/+c1wWtDRNpECO34uEQVAQwtCVzVd+EXJgm5FSsu2sTofgWaqM5fVMv+bK8h64qhlI2iD9kILne2DSDcL2RhEV6tDu34H/aIjmcqNgh4tjvmgvoZH5QSrfJadHt3m1kKUGVz7AdH5cUcrhGaQefk38qrM+JjX3tZzcuUYNn0swDWx83F0qlQH5IZRYwOPDYhhCOn7d7rAD+h3xltXDUNggSvamjWydKb4ukc9I9fBISP6X+y54thhXuuItMPzBtmDx/0hlKn0T/7AARD4kF5b1To5sVsFofv7NlbwkH64GDMQc9l0+/42j2IpXKJ9t//iVreGa9A+5jvP95eKhT94BcaRyttJVD8lxQUjnPDjjjrJhnawhZMXFaadTHeEANrFcM4bBYwyxmuBqL6R7z7ExlJmPIUD6OQWKPRizOjRmD1EVpNNT5UJ8ttd04/INHXx2g3DnbN/qz6PknyV7yPNO2NRvahpiFiz5gJB5UJuFJCOiSSBTZBRx0KyeKX/szSgL/gVLnXB23ylrPMosYPzYuSMH6zsZ38TAvvCU+Za1+hCid5+LD/K6VFRpdXP/lX4U7P35KFQyHUADoWgqC8aSB56KNfsrTNrm6QA7mqu4Yc48cD/CYCzDItsCWunTRj+lJts8c817Nu2my6L0MQB5cMled7OwXk5Jh4D2v9EglrvpkC6WuZsHZmcjccJpZQVqLvYu9e1BzY9m9XZSSI9gha13xhV8rQjRTwDHTglntdnJI4ckZ9OdSZciQQyR2CoUMfalwUA7kxSwNeuhfdIo1bpYaJPskLXiBaEIgQSuk8qujjcNOvtE/cyFmbhBM1CSD/B0tyOF46z5d/HMPBoRGTX9OpANLKMmw+eA7Q+i2NBocKdTtz6E07mmNQyspfAN7cMPUCNY2MWz9gR51QbTXYpQBprjdXotFvXmkxmKkc6YfF3oJkLxRfg6pgO7BF9JeDfRZQGxZwhgkmTfsuzmDa7XXnxRmPwbRxLvwwc/E5aDNd38DyHr3+uU0tbM3xj+8d0SahMvq5XYb4C18TCgks2B/L/QUWqchLshEdBXzYlJpqFiImXC185vhmyd98LLdKPuVyyzcCoMhv1nj3pujeWHnlmFEn7Tx3TFcfi/ldps/IvjO7DoPEGokfxYW8doJzeI58COtcrxf3wcB3+fUgzFvOAt7P2dMu5vqRym6EOiMnX61Yr+9pZxLolWlYeFz7YUGUEaBmK6QYAFcty0I1W++eMqz3CxMakkHmVil5sG4Eoii5M5iP69Nso5mea3XCajyLyneGNNr6Pev4yIK4txAqNLHolp3NvUXFtd4kR3d5BMh6bF69mHfrDcTawAeUvOCIV9QuDzgaeI6Kbx5rf/1+GGmMTMZMe0OKA1hu2hahPjDLB8OzDIWZEyM6HS9GJB+WK2sw2ClaGGkKIAv+d8eIpZXTrVw1sQAfw/snooAPEKdYtc1UJ+UUQj8ajSkf+25z/t8UVacKxu+yH05pQ7l254wMlj0zGxX3+WtQU14wgamcIgk4UNvM48UZ8GrDzn6u00zqg987SX0z4SsSXmi6n+EV7n5Ss2vkgXP6fB/zyMe/74aVQ5lE7q6nMDjYd70fQDZuSNKPHx2l0Xj3D6EMKHfn+OFjVOBcT46NeGNV4bfKT1q8h8vivQKQ8xoM+0D3ZtsUtecoQnCodsMUfvMb7kZIfhtTTRaRQkcbCQpbFi9sddyUsS6/OtClT8Pk4E6waWwK/AxQm98YLTIki3YTEeIhny897JJN2PTMWc7zk1dAFHmCC4b4mzipsj3PLCI985S/Mkxr1txUvtvKFmW/uf0D6HcXCZbMvJrzgG/FvB+3AAER4CEmGSBaE6DM7oePD54hwOQLZ2wIQ3CscqppS5pX7Ahr08mZoSUdQaYZJLiuCwz2eYhT5HDWob3QJRvmAyCRVsBJoRv+J4ajCAKOjlXlL1GR5Js3YTAZJ2pzFwveThWalsT6zt9QFcSXmMhX7eS0Vf+68fVToANLofNrj0ey3p97Ssx+pNkSOeKIDxlamqi/JhZ/1hCASsLJkHbzLQ1d8yAHbIlImNATdD524gDc7pStIBHmJ8RlkcdfdE+euNy5BYpWunToFQL02Gg5FOMNVMG89hF9Vy1lcUDJ0zYEd0gVAVXj94DA0tXBh4lYlVWosvgKc2yGFKL+UHdwetPoWltZtObq8Ag05egLp2RRjdWk9LqLl+RDn+f+3B2+RGaI3K8G5AUGVWCleuhb86y+PSm6RUWcBFYPSPeV/FhFg8oHdWs2RnSbsHcbgxWEi2Wzj6SUHp9nibFvxDTVKum0ecM5LFeZ7xPKBWCqFuE92IMrORleuk5/r0fGpa+V4ywQyczGCLOdJQoz3nOk42GlnW+LJIWAblw5imVqPTyoeh8rwEIeUJisehPkMqYgjIi0gmHgq0OFA2XmOWvInBMBw2aVm9lZRUq3DJKwdQAeu+QQbth4x/4x/X5Cjp4Q1XKLs1rdqr23y9pGbpsvL8H5BE1O/WCACxvcopNmYiV3pMkS5hdGRrF/526LJsiXs1NhJDIs9sh7RCq80dDIftg5XnrCOZmwX6W9vj9oVB+FsG7f1wdmKr5meAsPUpfuwyUB3OCOYFUabIjRfJ/8Ae+kaiJkxGqiJhlbYmhPF5PaZVbVIJXgTU1LHopTYR5qykPUxTxEfhfJ/FdWdhsHFM4VPFK+EipTfOz4OvnmFSU0yJs7BR0BrDae1iMZUiAksNedH/1JkznQktbkcpWqodZWYMkLa2wPgTHy+lleNgGkZ3reLyRTXdR4bz9KmS7+xA+y5UV/Usz9sviHXfc5QrDNhr2tHYjI4Bji6uTllOSUW2iFAF8wl8F/Z30k3g8VJIiD38QIGI7ukSnICIDJKkHOMaydci0qqZ2RKicxQK0rh59kcBv8bAYdnbYsNlpKnh9ARuOWTCJ+Up0AlzJPQSZ1I4a1XaTB5ow/mYQcFAxG59M7IyfSM36QynBj9wJBoEK/1Yrc+4zm7uO5CCCJUuHcCxomIq2RAGZMJgU83jUSogMdmA70E1MqAnS1bSEResdUb3A2gxvTT3cXLi3fT+uW9aQ2ynjqhfKHasYhstmgXsIKlNPXnlzuTGqNpvaZEyop08jnz9ojHHmghYQ8pJXg3dL93wS58aoWGRIX+4JVbDLwgjWpqg9ZgaVv0+D+14CAe7snB6pJfkaeY7CRZJzzPAZSlUXOY55u8aNVl0/dwes2bci7X4rwU5gJPp0Rusd9O1qIRwBMG3A/eXQhQvF9zzQSMeDganpRXdmMKyXY0GFaZWA3TfbWYzzRugQsR+VdTzKp+uidfBXtRy5FAvEbbxxRfjEsQZ/BpbfGgHpNd2zvN7+yhZlUra6kWD99Ebl0gXAdknG2oVsLHfpuz1GVPAYOnPmca8eLVteFXGcKjC2Qa7unybiXO2bY/VJIALF4GYv74nCuO8v752eGPH1wFaLlVUvTjp7WEi45H06NthOv5WdGSyg/hV3Fa7ci+G5zhA9RyM3++WHlV4y9D3d2jkVrtWAo9zLmcohUloysG2M32MDD54eN1+eoNY1QhZYn9JeqMNzXEEWLea5Q0LaEzBmoWktc9ChtkjuZ5mULkU0Nkd+daOXPUHEU8DGeFPR2ZNWdwRL4qZODv5g3XaxtS7KRspTnwRV+CzEFTDgxJ5Yt3jLfERFg7omQqXTRvZl43UCq9zXeXLaMS55DuzCQAno7BBAPeCJUGgu3A2KFOijV+KCnaBantLDTol5AbbJoaVMrWcCM9a4YaO7pIOVuaKOQwqefG78GcHdtp9Ab30ZvU9fzrlwOvKmGzBFdMKaphos+pI3nWCrxUVEZCQM+2gIUIrwBvMP0MUcNNonAnK+oAW6tZa1jZVVHZVly8uqtO0tbQlJ3g5qAaREhIsB92Qzh5YXMIwMS2sxyjg4VLHuLabD8Z8OXS6678cVEI50c2etvnCCGfGFGlY5FJd9D9V2rHr+WtpHiuWzm2A05RGQNIJvnDUg0ty+fqFtXZtI3XQeuIK6PvVuny9LyaBqxbFbTj3v0+vpeWeB04uxmmbUaPT/p5doTbGVTvhBubFH5NQRqnHuGkPT5buLJ5syUdwgR3gpNzdDok6ks1yOi//qAQGEp7msFUiaNadnY73ebaPY03KkqcOr4D6GS7WgYTdQHCbsSzCt3KQq06MdrXObcz1R7gHrK3ZVssnN+ytv3pRDkPZdjzJ8h+uzZ9guHV767cd8axBbN71+89dZ9Rl01bUPJvLdWWt+r5MuFWZWsmdEIBRcOSjMdFt+WkRVgNokAspOMtvfopBDyH/SMUwJsgx04ZAf2twfguhmbvX3IWh1cPK53MdPkkmeKhraI+4YAjkhUxuzXFu6jUsNvfs0SnISELO3s/zGAtTvMuhxN6mOWZ0bhC6U/VDGqjntDJLO4kecPsgKOTgHy9sKfqnQNfQYmvmhFja1yi5kA2nviXI/xPNki3jlubUV37isvN8L4XPFsD/z1jCv6OBAPEpEtzJkFQ3cN59JYvUK+HMAybiNaf/ZiB78xfvPIRvab4uiFj27OgWYv2EIC5v+RusqJeV5WwdB4Wj4446xMqcMRARuEFVVs2CZ6d6RqwouiWFB8xNh5XXD/NVTbDtZiSOa5bQYXZIzsIuLUpNNGU04Hnve+ODnFQteF2B0NjTYix42m6qDlWTtZKB7xlxQ1RQ9Re+sS/I5M+uMmJw6MCYsh8wNhzJiNtSP2Ect0snMDlKawHCNfFXZKf1d8A9yGxIWxDkAfuhYxpt+I1uZwu/EzutAWutyc8pmUWNv/GCVnnCYgEmKU756wUALONdNPn0poYbF1JYGpAVF6dWZFrpmmxm3SijcmA0sxUf/UPjrxsV22SnFxsJ6kCjYVf8fgQA9woYNko/UPe9qsfN18qO7md08onzm/MdjDGc/aFbu4fEX/hf+hMeAFmMJ6Ox/jzHRmu4zZVe5LatZBSVd7uT3fXgdJybAUov5PP1WnnEdOPT2qgDNIKTuMtliA3/vo8VzgyW6cQDInSQzxeQre0WKcdszxytPNdNzpKQrNkUaKBx0CDxT+/JTwk/MqiWVHHWs9YTx3lLdi4bcLBkV0zBZkkC0PWKUjJm09g5PyMx7WNi8FPhdG7vKEwSqeqnwXI2bMJe8ApoBMDn1CAUrdy4907v1tM21QPNZy+0aIw5gha352sjbAk+hSJtcFqCynXSsn1sWgI5RQmv+Ba6P2CQNSu2ap6NqPxe480CgjrNsx1UnrOrK4OAzd0GWJjPdCLjAF8AcgKPPxzxJMjKeuItYahkLPvWe2VppmW6W60oExKEE/SuR33a3W9JXH7pZhFAANaOytr/tFYdQJscK1pOsbwfphWhf5eN8y2BF0AMVIh1t3Dh3gS7CCyp8fMteO8zKUWRYJXekO4RUPFIZ+S0Z0qmWc+dOeLFSqMswZpORwQjKzE47l2vXfCFEBAicHC/waat0aCn6AFbAJaB97aMCENFx2685LQXltrEiMS1e7CXcn1FussArluGH4YNqWOLxPf941UKQjiRJ8/eghKhnoMXzX5NAggiyiMkLQgrPwctsubro6wfRYnT4LoRDOAqOujRU/sgQUoSMM3ulbKma8OGnUrLIC9I5Av08PT/gFqlGnQdIFiv5An/BietmO/8eHaArZcO0RNFqnb2JQC2BD4XOKh9atfeBMiGKbVaq556N3WOh1RCC/0/xyiio8szUk1VaZxjBH8aK6+QcKItLGiQixusKNAuXucD3T3GZhjiholV9PQZzBbnpWMcQe7uNhg2g74r1oIOl7ffJyA76ShZ3cMNM9aLwuvPQXEISX2QlK6MKHfRIeCYNf6xwUSZREc2oZotzO7AHSJh5r0x+6w+ShtV5XMzSf5yuhagSbZb1jUOynki2pW5S5nKsXjZGzcowl4XneuwOpPMLaPz0ng3cLb+MF8PX2kiFmtew4H4fbwf53257UOFB41ZV4mtRG7ioEMGlrR5e/yttNmbBxD3Bp4JnmDRmvhmygGfJShWkqT5Pkm0liJ9B4fYjeFEpbqkKpUXezup++6H1AkXJ0IYOLFn9GSwL/RrHSyGfl/ar+mCDHiKLgEAny4mCrOOTAs35Gbts8fem0Mn5MZwoTKtVvYODQIoihuolAmK4fX0sIAP+Nz8FlXf2pmXJnLkKvcAgQf7XefEIL1aovNJ64UKT3y6HxvRcL8zz81tj2ozF8+UuEMIJuO6zcl7lds4PVZb7gfHpi+aNkT+lpxDEMyncpD4F2ghr9JPc7Sw+ATYXDmdEaZ1bwVD91JLuuNJSOrDIYH1LT0LqJ5BZZJy8iNmU191AE+EUr1HArndyjEI9KGva0E639MsSmdnESp0dg4RXjSTLcRm3J8+GXGRlWi8Jwgm8J+cxKrHgD/r0zNeVhsdpqLOfWhvPy7Q8Awp8xyYV5ccJw1j8nNP9484PQwhCGpZ0ceGq8JhjsAXkXjyZCAVPQm+kM/bFpcyfOdEiiguoiYQAz5/N7KlTThA974af9Rn9UfpckvK+iiDayLyCWNoq5dFpoJNIpOKs+9YnEFjjsTkJ6c7k9npbTLuU9q5TkxAXARxXeUKKJxWL6FqYXqpJzJ03hn8lcnW/GJN3bR9kv/URX2+t/gFPDZsYzOim//f89R/bE7KI/EMM0wG5CDHd9MNPZpgeeBjvaErqYi+UX75iTNgbVxOAQnM5M5Y2+JeTODLsuu4UdgWNNzOi8bv45VK/Z70hWqI5vxvtmGfTskzc1hAYqlaikWjzzA8tWVl/kS67c/pQ6tQao6xOdCpGnNQb3D6D1CYfGDBOh6iVC1RqjqOWSDzNF8yNveNdRmRBkQsJr9xjtUC5q1jdk2DBRb7eNZE3hLo0jSh4aDWF2SqE85JfHKn3FgbISnAw04Eg96AffOd1YcyR3tw2wkJHV93+ZoUyq7/CnTTO21es+wVKKdkCJk/VKpnmsKnIA7decLmEmlI5zqZS6JEGKO3jtP9F/8bzqUXoxq+HYHTIR41BVXgnjBntNMuyRFyJL/SAs1LAlDxSHwtyWbD4IeQq/sR1FuUNIESxC/qiPWTILJIZOsUv7MiRdieXyUAOwkdHgzT8lsSaPz37KHssxiATsgncTJ+1sZwGaasCzljaOnWIlCnpYwbx7DiOOipYrE2DxtfVZ6bYbT7mzJbyN3mCjBHAQ+VFfGIMVDuQk5Gso8clqdSPwd9JA3yggWOJ5oWrg1QgLK1mQQKf2TLeoQ84ouc23pOa6ftphg+09GHynFDvIrTN/PWXFnzDJy+2QW8I3pV3+d1KNATTQmUzoxn/DGZbVIjpdksQCw6tGVn1UhmQlYUbdjJTWJw9lpbYl/t95HBxmmTvgA7DBN6/LdO3Vsv09zrppRY8dMI52snQba1nPOixblf9D+T57FTE/CJVwKU7XEI4d3ZtqOoBppbVdj/jKRfGop1SYtRkHpMFhKEWxGEHrUZ+3Ipp+ve2NDHY+VK6gLBPFSLAumxVqVMYSilAiav4skiyhMGSdBEprow6WcvIphru0265Qx2vjDUuEhRg1QO8wMDMcCE9jDPGh0vs0rrv3zP7b+2IjZzqUp3R4cdjyqMBHFYmgHUyIK5StVmxjKTyIWMDVweYS8im1e5zE9uQV/wMS3yjtb7wGcsqZsjvECAT92EkfxQUBLdojnr5ofNMBlwpAyvqQehpoFmKy9OZGUF7PvfmGqQqPF1mO6Ng8UaPN/PQy9eP3bAt4iG+ErhNwe28Rc01bV6JwU9zmSbwoNdL8wZ65A0YZxsBYXJM29fLS8R/n2RIbjQ+MifdxYPToHWE7wJTcWdRz/aSkZP8+zF5bFgO5dwki5ZSbhHdlfoJO/IKUB9GWhmk7Iin4anxnq4Ub2RP6ER5tbzuEpSV6LssbRuPSlco9WvnyLYb5Q4SwqP1EjWoEnVpH0b53cTr/KW+WaAqKdOPS4dv4TciqqJ/Zgf1sdm+SC8sYLET1LFag7T35oowN0d4xE1zY8bbK8pdMdhrV8vapl2cz23Vr0z+V4g1JjtSgbrQ1ud6Ezlxix2ZUNuovt/jlR3E0d7sZRDYFwxGh+mHupi6vH5YIp4tytNN/k8eE8LLM3nnxw+WjgQBrrJb3mGYBzBhTyF6f6DJqewI0699iHPgVWLfsryDWJJUbw5FFnStV0CZYVCIO8paQpMUTv6FUyhFosdBKxBdhKTlUhX8cw7kWzwqzTH15p40mdf9BhQhZusIYxVLg6ud3F4Xzr/XYz227u2NUMeOXicskOHdBmxG6tNQIUEufPThktTUJ7h+iNBNF5qkJtvnvn02auMXqDgzKSrIagDfbpgnRZJxg18uYVOZQh8bLyOK9RWKyH+f/EX+C8U50AGGs81hrJ1sDjU3mYqEUTnUUN6GHgoRRhKfW98k0skjbj7TXuxr03zj7jh38SdyiPffZj0lIgnCe5jOU7C+h975E+0sQQPSb5gLw8MGiEiRCYYxL6qQOvIkif9xI+F0KCjaksbykYinyIMESGTQ/5cYp8/6Bqe1gqjJvJsvraqBXrEz1VDHDPKsb0FORjtRkbw7rP15iYcVdYYHoezg8RlEaG9JJi37A5+9g66Et0Dhl/C5vUpuQgn1INPTg8ZH9jJq7AWAPdcvRKiJ0vjJwz9+OqAvSVOX62Ev5KzLdU4BmH20r6hKIUeus03Q6tt2hq43NYsBMy4h7WoMnhwL8giS3qMX2CFI5bl97xy17wIS8HPajizFEoBbwE12pwJmEG+a09DGDyWJYpUJccZBm8uXqFSB55IpSKKK4NXLfbks1CmMv0PZvpF6eVf15tVDxDesV6wfjweSc1Dq8bYCr8AV1mJOMPaFUyyYA5Fo0QYpgAju1KxtlLv8g+H50AoYcMcjS4kGW1+PekSwgdZcC4kFc737VttajVs7GwNP1OQmFdKE5/azbnaOIoJr70Y/KHToe3nbmGaotL2m7r9vaHG0Kw+2aZfVYiGuMohOZ11vOVdiEdf492kbjT4xENc+lNBg20pZRM28thEDgBCnB/7jcwhLG4KgBRddu9SEUvJ9ysspGHCRaagVrR+7PzghLSmQRJNYnK9Qp9ASHKYQeDXH16CU1ywV0zUVVo5ygLh7tbm1fGfoT9Lnxw1d/nFWMM32qjmrJ2LM0lRo2ACESVNU5dnqwef0Ps+N2rDKlpKNp5Jx1GgZMtsZfUQZTtgxMaJbPPzPg2OQZj/UVO1hPKFpp12Pjp8eo1Bw4Ghl9nyYFDzVi+zEJsLI4f64W0JPLY9buTQsyRDR7JH2pTXEjP906TfN3pdpW7jwuW2xjLjvkes9az8GJ0QkWFPzc38RZN3L/zJHKSB77yzDlWBqxjzgAL2tjCkjXGNuLFNgGZj0OCrECZajpBr4TxN16j4CCGVDW919Md/nccpXToAKnu3WDZCi/GZMm26EtD9NjHXasO+zn+olVNtt2xsSIuMiZlsckuk32JY4/ue5MjEQOc41dvAh5WbGSEOZUoe0jfPdutQyBMun7pA8buSBLPXOoKzpb3dxcze+Xmu+mgxdX0fUVyUmLp+5VmpYuuehe9Gnm7Jm8GWq1yzgMMNFHA4TEVtqZhmOJ7ySkAHHXmBmI1MRDtpRzJUqOc8f7paOlk3oCab/msS51C/yYDrKbQb66gzSE1sHBToCp1foKgbBEs3Dcx4NW2bX+Dat+Z0xWQDFkEmC9aylGJkeNU54iWoUkC0Ct8og4O1b+Fo+H1dvUuHAFUH0Ys+vYRusrPZgFPWEV4e0PbTNGUq1aLi84HSbqjMRGCdjoMe5pI60lUx0W4sZZBMT8C2EazUzTRPDYLxvBXETduGaWCA8Sj2MLeFOnOQIF23P5YfVlIM5iBfVXQyu4GnkkRUzZUstSw/nlL8BW1rVzxiNLHvmAzQfMiYmudhEdxP4clYhw444SrJdyjySinjAAI5ASlarJ/hQvpqJTFZRiYpxKBR1HhF+nxtzmwmqgfj0uiTcdcyIXWzSgr0ZhFSmkWphrmWClopnU3E5kGRl/71KXXN18dDjh8fdgK1Tamj9z1p5vyVFBMyKQLtBttLovfu8fbkJoBe2pX+88EaKXbRpcscmtQjw1CN9wP08jHOGAlRaeS+yrOF903ObuLcMzFjTwPdI9kPMLgCiB/ZSdEChHiKdbboncJr+41V0qJopP4XNAY22Bse0S4aK+puZqgrcP+K0t5bI0du8Lt7mxpVFX1xsmM0GV/3NEv3cmYToHb00K5GOdrU9FWfRw6a4BSka/ba/1KXwElHTpFuzezQfwKD16rjcwncNHp093BddEyprAbVdALoLo0ZGaWSPUBoGEw6LoeVC+B4zST8EJ5wISAodDPDORRzaexhtC2BCuuBLkJCOjHv1B/+EY6JoKe20Liu/0T6qUDnBTtpg6XM81lEyh7yycQeAiHiFUXu8GPkm03Ncmfl7pNCfFrt186wrlc9+M24Y4OlrB7xVxMVJ4KfyjRCPLByYRjr3/dUT1BXBnGFdiHc//uHaXrBzny83iZbbW6w3PgdRuvJztv0FBgKBtWx6HO4uopkvqzXcYKrDJeZR61BqNhfuPM1tqCVoVUyqdfgyAm1Xo9JMfc/AKEU21nW/iiQ6nXmogQww6Ysq6jqbwIWT22Dgn0Os/RUx8oF/Pr3IN+BdCLyF0ynD2nsIcKC/rbHnDqA2MCeO6FGdqdNEG7zlgryv3/+dJ4N0iSMoh2uHF6Ae5ljgJN6MPbYeFfuiWHa+7GVRAj5Mzw2QJJT2nNFGNOMRjZ6mm59Wv+NwWnp0DkRs+YkedTecVNp9uCxtFZgbD9WPtC51kvgS8lS0fxdrmEjFI1EfVKqlgYO6sV2mN0OjmZc5kBU0q+Ocpz3t/w5bUdaZux5aPF9nHyOG+zbmCc3zREStnSKGyTuXcBpGpqbtL7DGpmROcuWzB5Nne3WMecVxohKFPxT04apCt+gbN5sCJw3RNbg2K5Fr0XDCO9/BUhpGiGnOfEnJYmpMgh1ED9RNPRly0ZWJWbL7GPVNFLPuRopoqnJ1P3NcfWg8+qgIS1v4RZdEeA2YegpeIW+RKfS3BFOA7qoDdhQ6oHZxR9hJ9C/Ps/r2Xw2+REBkXkMvu+NDhHg9djL6n8rDbn1S9lqMKW2UCGA1WnFscDq83cKkvG4QTsHm5qlr/Aie0Of7KpJ3IS/TJKHp7GYb5nl9TyuKLNYRpYBDcRYHqv6U1Iz3jKadeNKz9Ar4d4eTSH+AfsSqYDhqbWOOwIqYYUeA7Rm33tl0Xqsb6D0i5QOicGji+dL57yv07wGlFWwRxFCw9wmdYa0x8O6VQ/cXDye0z5xS1DgtV8JSDuzyNZmfZZuNhEXpJ5RbL52GukD1lUV4ROYO9SF6PigBjBMAey9frPglsUgka3jZFTLnUUV8BuClYeJ+/1toqzRC/H3KraC8i1jLSUv3hohTr5pSyTruG5ZPpUIvSojnFfhguDvjRu75i3hpUvcgO3OzSCBh5xCmRx1bbHf6uIVYvkObgVrhpH24iwZYhzI1fVJW57Fk84xdZCUDasPfG5aYTItovRl6P1wAXBPq1zIiG8hXO8jhZ3Z3KNdXyYNfomky57GjtLGQVoIF4RoSD2Cc5KhZeP04EJbuWxn44X5fA1HvmC7m57rWuorwLHjiGQON3kShsb3vU3312WXqINbRymJPiL5J7AO0sMqLlGD5UsRV52w+6oYLoNNtSyRldBLERwLk/ZymDPe7DgucVHzCxFeTRFxC0sY8ivog1dgNah9LYPIDLYqDM8mR9pqXcd9viw0npFqb0vP4G7/RqHcbW7VyYPGDujcjQxtiRdYvcrPuo5ZtYx6SE5Nv3XxlDpG5C/k8dTXF0kV1lgSMGAm97D3n+iN74IYxENhKaVDfHMNdvpMciB+Bf6/HbQkB+ZQ43Himds4pB3ZEhm0u3/eMsq6uF4DAt17cDIrLn+cD5897Rz9pZnLFhc03gGVPvBdyFLyjmvBZO/V+VeYIqKiXXHZ8sYQZmtLUtRfFgWGr93poh62JVhx4gqwjRmbYotJ0lGrlF2mTeBfFpUeL/GpHbMFlTfsa+DMph/6l2GHrkmH1I486imtBoVIMc5W5koqAC/us3VJsyHo09/NHGOm11fW+KsOEf51AdZnnv5nal8EergdjnenJi5Lw0g47ltSI6+2yeSaNk1X7VuNzt5pqw0WBa1fRgO1TZ1NJFqLYE0fMOeOcfeMqb7x7/+qftCsqNT04vuv7f6CPFjnYW7jdE7E4Or6ciZFcl6sbvuZJzf68EXPdN6MUeOTg76rJtFlrkcCMe61B54WMiB1ap5/UOfLjvwnKjj8pq4bY1rMFkUZk/XNiD1yU2pCW2g7lUvwZsBBHTFHFd0FaILKZTLnSuOrv4Jj2++8UFzx8K7zl3zWETekoamr1xf0ZAIHV1YJ/uYSbwtbqIOwrqD4ieBFI5EdN2TYl71MCXBFcwVmB42GG9bMiljXCLH3bP501/Xdy5iIOXhItA1CG7PjLp2XBNjTYY7wjhCVBJTfAuwjyUZsI5rMusfhrgtvu72zuHpfFKDYLi+7BeBN1If50sdQaAsUCM7FtxAG0yTD31UbHLnEm4MbMeJ4rzK2TTtLJvsnRVJfXLvZKODgrxwhYQfQAWmcMu0Jkqp2f8gU5gqI42XRcRhKyvx6dAYJVnISiiOnFs7jYCIPYstOwvYRx+ljl1zinHqn5Qzkk7v8omEEsV8cSR348gc4Wfxs3hyTdaZMh9zZUsBfFEyYhNW6p2zuaSXdvNBRMN5tMOhuYudjR0KZQgz81haPV3Ub17FVL2YqaTVL5tWEv0kx5K2p6zZ9glGM2sAqJeAJdWjeZsZXrjaab6Q3i0jvErGLVrHYpgdfp4XuMfNPR+nUXIcR3Cmzr9r7fgeXhewU7Q38NHYSBcv+wuk/oRVUdUqQqlQCQPtWWl3+R1q3u1DrjZOV0iO101AlvW4SoxPfZ46JxvCMbaZXdX1AJ0r/nAXK+Mi85XNAbHboS1Y1UKhmGCvt98g6iWqjdhpkjmkkgfeNJJjyEW79IJmMY6Wlsl4JkzQ68+4UtKILj2Yflq6YIyNjBH8Bpi1TcVXXrL3P6xT2zwc++OxyHJ3kJ9+c9fdk30GpY0EalbKWbU8mTSpNa2xEiN6orWtqN9aJyHghu4KNmvJwpOKwM51q7bTpvBqC+geYzBuJ0Iu+Efbfc89IZoNk7QNHVN6CxZe2xA7ngCXDZMv0GK7sLpvJYJ3T3cGe21+Hg8/VD4EV5dBCnCG9TaPkRfkG3MMDj02c2ZznCrFb3SzDhQTb3abNyadDAYBHvuoKdnb1eGinH1dmBw+n1IWs0tSiUbI6olwoAwD/oCr/WMBElkc7zmGvAs5nXIUV9965mUDUCfr6peLzYPATU4hHNaxfQXIa4xweFz/+5MrCMetg0ZTSIcnam4pzqGnYLRn8scw2ewoYuxSqMNc2e46+/adSwgzL5NmoGiEjlbeaLYNQo4H//nK4tlQE37Ni6GbfOppP9rnHcjqi2tNWV8PnUdLWCxWIkyT0MbYScdHPY4Bv3buQ/TUncFOXBWXqowW2RcGsQ5e38AV+G24yMvcipa7pUDGIJD0X7tTZplSbHIqAnx1g1RjUGWNheZ6yk9WE5IV+yyyQiJof5Rt5mtY5g2aS/+HqS5Fv5wQ5lembnyvSQgs4MWRejV9ct/Mw7Es3OZ3vhoAgAeU1aY2aOFHL9LXnjBvDNQ7H4nuD8Rolr+Yml+4v4HYPx/0Zp472o/x2B6KFLeXjId46RbNsKhkolezQdWhh5y/xehJcRRsFjEVMTZJIj0vVkJP9QQfi1DcPUGZZIY6ZgKEoDfJ+RmWrc87haa+x7GrtGLxevOefOPDl983tXSJPNBoM4xR8Y4JAIgx5SJIbjjzRHpFe/A2caJz7kdgHmkoGnDQShYKfguimRBZWtj/lWpzvlo+vXpHrShdSjGF91G8veBpWU7dvqg1nqUG9N8U2vki++hiJ3YT97be0jpi6wRC3ixeE4zpk7rT9egDkusdg8WW/1DZXU/f7xq8yyGrDc3+aPveIJFhRkZ/bGLSgt43w1w2FQ8kV/C7mEnTgtDex2Tb4kB2xol+UxFh8UTiw6K564hEevNq+1kIJU2AeXH1XJEtVzkdQ2sZFZhZDFfC7vHlPFpZfagrd5Q8iiQE3XDmru4g67aaUIe+u0klOVY2bV8G0tjDXD71Bp+0hbjJcwboiFrVk0L4nfn/7RI08viRZWk1AnMJB5IzU10m9f16nJx6M6N5E8nc480RFeYsnhY/o3xDDJKQ0USjeOvWMpJLLcauonZra1MivW0XpmRpwT9z3G3umMHvGop3uIxNL3zbNIcz2G+n4agTv1Xgq+ideIxi757FW2GZEHuLw+aKcXs1bOJVV6MnU3yc5oy4v1EZhzndEiz9sqKxmaN549p7LtzbT9I04m0IFbYiJfSgPTsG0kFhgM9vQaO1RGVeTb9Y2fKU/w5T/QVvwqmSv/bGhML6lxOBdsE9yZZhCECy/wVDlywXZzhezJN/QTnIXluYor1qSkvx5MKcZ48AxdNatuU+fxAUb2Wow3TDAApOpOyEtePvDSlftvqB8SBFAxLxHXGUZx173ZxFjDYYq7texTowdpTGs5smAGHvcZvSyjcXR/PyKzl9Y0Q8D/2zOPJ6U4nN+8rXoqznZu4apbD3xRC9FPMfC0bG2LxwbEY2YmeMwMe2onsLQ8LGRuS4lGu9sCGoPn94NCdNGjL3oUJ7N0ZTayuypIFqndSyC6hC9Ztij2YAAKUk4JFevtdoJ+aOWlhKe1GT8llECWEbrjuAuV9srvQXYz0ac4hDQoX1/veZv8UopgRcBiDfQmifsM2UTWMlbcXFR3qicCLnw13gYS5uk+JctAjmhCwX7l2S0EoT6/+UHBLFhOlkwsjF/Tr1LFyzHAY2fsjHyBBSkPY1xonyUP80OCT+tgsOMkjh7BYJLB7sfc40U30O1aGX/K7RC1WmFcCK+kdvqBHNULKg4IpKGiF3G1H4n6QKnTsut5FiAxXS6xkVyzY1EzmXA2CAUAW9hmD9jz4fb59InyuCumFB3syRmTG21K9Gd1t6ZV+0YuuLyLZqpoQkEewekQ723ByusSTVitt7f38kMcOQN8ijObzn3ZXgfoNhdwByuzqjBghpd+qNQu9YReOvji6GyamW6jEGA9vkjxE0OeQI3FpnB8xMP2wQ/bhQiyrtU1YnUNfybrMk7WTE4XAvI6fzELzRzmWZIGFV5mjqYHf+v/MQJ67paz8BLN5c6Ab3VlDm+/TXYjlYyn924OhAiuVn8umIqvovmQLBiPlmsPYDjT9O8WC0LUAK2L9vSkxdBBhJgYURAb1PzH0mvjOq4Y9ASiK54EJwjacA7bDygbDJr5J6an2D7vLTWPw5+i8gYl0h4KWyC2kY5J5iBLN53Xa6DelPhIiiLqZnJ7d+zBHVwq0VIfEcseWS2KUZGod+Q/lPYapnc59Uib9e9aqOyIY7eWv/9XoEeTUCaeIY7QewktFiWHEGmlBXD2/zQisaGS3zJ4S2Kn19sFEMXCxYFXekrWuLYwav/qqtBzIVxAd8JRtBlWe/tjRzyYaLlGb//qqFPXyWQ6xaPO0YNZDSDbV0rfZZnHDHEkkydY8Su4KHjePkSUNbkOMcRwdaAzReCbLTFj7kMs2JQa7kh8ovODJF4AAq9fpz7coUbbyjGVQiLqCpiItP7vMf7ENhZwV7XX4CkWsw0n2ntXtxZVnU/topZcx0lVAuw2ZkN7jitXsZIUZiwPRMQCwVDJG4zIdOJjKYCnTjKhPOPmg0v5m7fIgQIG7YAKlA0OVt2TZ2VXdC7c5uIlzBI6psa2e9mymdsiNOmCS6RKH2sUhWcgqaPguzEjAndrTo8XC2JXtUT8xBXwc/gzTJNXtNSoItdqFooxTFbzsVR+319Yup4tngS/NHxMyYUgkduGzRjHz5i/cJO1f+nXPXAJDmJV6vl+Tu9dxlcKyCCtdFzAQWrFrCzuRWBtHaf5frPuShzNPaq28hrO+ZnWz53EAg1ltBwQr+ERdYA83i2xcGnDwH3zz1KAuDdT4D/edx6Y5Tfc+Fv3nWLLwE6u7a0GC8+juiss7IBA8uvDafo5QvjB+Bj4X1R7Zg97gEe9DSu7jroQpT3/X+9fXd8obkLXz4+AhX/Z7rMoK4/GnyPFyUFq971yOHlvF8WxOSoP7GC61CfENpY0ll9KZ08jEqad9R9iyhg83pCNJ0wPVoYkIc+M67T1U5RfCukr2h3xMOHKxjk9pZaER0lmsABQxq2yAUN5xSeeheoZohxReurbf8eh511TMqCk5LuJqvRLNf27BQxJBAtqrsbV96sycIYuzRlT8D7GBPs4ucqNpf2yHK3msf0LT1D0Q8Bz4mtetqBTBzNr/k18S1ryS2VFvpd5MdOtGm/sZv0hswVF7w63l7cr36j/lb+11E+lb/Vtft90qmulJJvWOfxl9GWuVEnSGyQ5uQIhGFFy6u/5Qv5XqximbQ0HARWgG7Mh/T/HVTJzyURhqQoVu2cVU0Drm9Nj1UbbEMH9J1cM76JoebYKfYQ0P9THCplJ28pzYEVmP/Q7trX4higD1x4TPZecXtXlP2Lof3iM4DfrnP7lAuWlrQkT23ZodcanrWjm+tcMhE4rmoU7XMMf0PXFTIxx8LZ4RbpFQAY51r6Ol5NsYwIY4Ywhct9b2zJcW03SloJpaEgiAx10LwXMOn1SOINgQRfkpRmwrKOsf/wt8fyU2Rs7tgMKLFiPngkTCODlDliREmGP0/Bnj1XyrhKmLdJogOfBAc5kxAf86S83q/b1LVUmH5t0Be/COWauW+VDz4YVaw3c11NNsjQK3ITWNW+TiFcS0plxf9wgjOQA1ud2m9I/aK0T+3cpBRLAP+UwK27SqrfvztNtbulBJcq0a8Rz+yF4ttUmW7XAXkGqO0+QeSaZM107fFqLAIPyXNvUS5bkP1Dc6CzemmzTZFzr/43DA2KrBQXGaLMc5OV2uTa3aP6yT7puWBtJtmlvcibXpgySScAkYOLXj3jVQUPm5GHer5htPTb/pSa3Zbm+zKdh4ehJOCkNdZY0Pdm3tHOxnV5scoAhHNYF+Abvyu+95Fg16/W/Q1sZIyiazusGhDj06HO16zkunmhGHGGzobJhKLOLAeFzRD9A3rNINv9QCfIJumLc37f1zddQ6qsx+WTfC50AYa7OJ3+6khRC6VgI4M0ph1E1IMxXEEO17F7cdd9Kp/XMun4QkU7vLFl606XUBPB5880QT8cD+XXY8KxLfIA0cxBenZBYbaqhAOKh298neN6d5qXtAV8cswoTvXs/wAvFjXFiFtw6GruIFHEYYlH7kjkef7s8etjqaaD78wLEeOGVuTz/n/jRtGJfFSgd2dZ+xjjnHxNKLvndp56zcojc52k8quf/74YpHS8XlM2Lr/yGTDetObQQO3si1fjlXVO+3omEVSkx07KRlNv7hxdaVE+rjHzmyhKbc1dd5KoQzIcic8B0Ve3d5/+ovv4jGFu2vi4vb0yG1YuwLPDd83YwTS8LGMoAPc0m5KBy1uxK0CFbB/4z6IrhTEf5BPs3vkfHW4i/YUp1+Dow8he17cvmNshq3PCbnFK9/A9c8IVGWonWcSYL+c+wSzU6ygeA/TZ6L3knsxEsImbwOy61wGHeXaONvjAfDvLkDJZJSKrZDqWkgT3jROtnX1cKMecQEZtEL9SdRoyoJShFvDkUyaBD6Rs9fyp1Vr0HLvpQxDJv6n80us9Vu31HPORjJszTI0QdWezlmIIKAc6qn8VDlqgO3WOG/neFBv/bkt+vUPdxtHGriqo///WDGvMbTDuCvzB0oELi+YyMVXxS1EKNALYyaxiVM8s3wMZmkxtyd6Kari8kULoZ+8PEbdCp4d0Kd/CGbLa9ajysSDMawSb1ikI46Vh/v2O1KIXz9P5mV3plY3KMNb49tntoox2O6INSuc/5j9SNlMVEHWVUVckGVhcQZhOb9dPAwMq3JnNAnFv9QBY64p+0VqpFD9hLRtf6Dgf+HzRzTqOHgKRDOZRRhdZzzmYgpnKMK21QFjJR5vDvTDc78Qlb8dC5sgGQ8NInBKw6xnS+gPwyaR8SNORW2NSZfZalVk9/BRdERpgNEvnkAtH/pkz2+wvFJCGbyUtMUtsT8NvPx78JsHZCAUVNq2+wKLqgbGTXcCf8Waw6K7wuakRF8RQSwHDvGqAan7YBFlmxjqgLh2xg1XwgMgjNT/cvLgOopewtdEscAWgjIQQK7iVjbCmrtpj5W/IQ/EbBHuunbUfb7Z2s5E5SJXpq8aThiCWUt2xQ0VRgovd+CayQnDCdw/1uW0coMgncWekk8FMCsCbJtZPRdcWcRVListZf4rOnynTwM/a7juMoYvCgei+RuEociaZ5kdMeWRlrBocV5IwCF+6hLOW0GF084xzk69FkijYh2vbGZJEpCYykx6NajEE+34HPu0tnTAFj7DJjGR/DNJmCSwLdUPjgjKUoyZPVzbrNcOXtDdcXJ8sG246/lhHL8tvSw5Rh5yk9HSsOwskuOxr1EljNjKy0H42Z8Mllb8tQ/Ok7mcTzq4B2ZSyb5m2D2qnsD3/pQYFQ7s1c9b2gLaHMSeOYANUjZZdUrjRep041vbZsQp0c8isoljvPQPsn4Y80N27fn95NXJCe5npkM7Zkma670hK803inyPbaEvb8DmqyUlSIZq47BQzNolVRHmAcBKIwXcTvnBhMv/HI7FdGbypBj3apYlwskQdR84QQaZNLk8HJXPovSCzOlQACGpdf1bZ+PEne0XTJ3WfE+DLYY6fWY7CYfTDUCuW+1f/Bdx5BhKBEH9z5pCAyzuTT0hNKS86F9uPGHQxusQPiVCT30B3HdcerEPSK6h8vB75UAgHIl6ftzojW0bui8byCk05EaJcYao/6K20AUgdoHK/GS4DkEILTqmMZDEpRyd+sARGgDXZJsOth3EogP6H5ICrElo7Upi4wffR5sCeMac35jRtuQhIOHDK6TvgMLlmeiuFgOFrEoMhGkohCjDe+sPv7koqx9ncNclapochCS0qB9CDTI6Jpdw6QoT5lgVJbmywbkl1LkQcuf/CnORU9ZbHfBowgdRbORDmpxkIatuHbsJu35ALyhrm0GlrlSo6d8MnJhIeGLqSO7n1zrSDESw2AOFU2lEdxL7t8a7XnCHHGzZtSJy+eOkE9QglQhuGsYhb6lrD+peBo9QVxQwIB9v+vqYZfX3NJwGEKNbZP39+z9UzaH6BBGn3sB+bgfWLVt3un1yWrKRfyOFj6Xkg9MqpejwsMvOPyUPQdeK5Ax7M1faLSLtCFxqkYrDhS2wXs3No2eXBH5XMPNEAFKsKgu2XJO9zvupKkapBCEzXnnUH+NAxKdWw9QVXyTQJo1pd+hiQh4ggrsH/K6Tc60VMLZioGUSXJ3tpTWU/c5v4JaoC038W5ygOpQ59Alny/pleJXKJpRHChaB1TURZI0kUT2G4tvgl3PszYFNfOSKfgV73LHoab/qulALx7dJsYMG3Q+kNPC17RuE4HWSHOpwD6VzNF7JnR537G9uzJEQGe/fjGRvEizJB8pOieqfD55ap5y+FL/E0xU+foEGKbExi+DO4ihLlJM2XscylnKjpr1e1pwo0PnEOuGUt9X2hnmY3R1pjiVWZn1ibhjN4BixZQLYtlZyk0AEtdZs1zPFuie8MNFNEya+OuOQ+G+aQGxe/FTNYK2aiqFUvlnrsvp9XAIo76BtRo5N0kA0fOQoIXXEK3WiNcvtzTNV6bGnsOX4oE/l1xRHJyLfcLIUcAqBJyYl9UXafaCnXNed6GMeWe9UC6fI2DzvdZNtQA9ISTjPD/CXjFHEMaLWNzSPwda1sTx/LWAW/D89MTPR5ACxX5nhEDyVYG/D3MdBx6yZXoqXe+q7mxqEq9LjnTGE0YZpLR6R23w8yHr2zOejk2oQcjyuLWEXABJ64QYLvJUWs3+BtSb9Dx0mzCrhlObciQS08PIv0YN5pYLwro0OgFkKj2xshgWGZolePW6F4e9HtABNyY12VMlB7IfaLDIbBzNl/LmqSLf5PugDj/1QzoWyAfVjkV0P94hU3sTQKXg+G8uU030xVmGGERpYwk3BgVoxrCjSwCeM4X8jgDrZ7QqEvIOsOSqKrILFGVo6mQDZA8gMgyspnHGHWlbEObEkbDmsy5NG1GjH3rIkeYUJT1jaJkoFsJLHzP0REJP4L6kXhQ3TcmXMCuHAX4too3XmxYJTqYamIXgc7xXQO777pbpmxfJGPk7ThsWlLl68foZEzzyKzyey8Yr9QfDnUF9DOgygg587cazvPCYysyHBnq2VuJ7+j7XEhXK9IRCeEq+PaLXNgv/iVpBsxEq84HY2gUmdT3NFNWPCOWGWiTKADIzy5QuoXVX6uZdq8zH8fgzT5os4eSs7Yrvf4z4lDaTxVFqaFK53gGo8rcBDfUMMfl4iFWIs2SGZ0j0BhjOCTbyaQ9gD6xq5uJeF/pz/ddlpv2JeoVN8+dSeAj65+wjg2YeP1K5/HbEOMDpNqWbyMW/fGiyC70AUYhV5QlOjACq/PiGPbneaTL/u4jp6w78UtCqVEy5z6VUwEF7DL1yn+fNr51wjEGYiUWzosIuKNLzW5bbktaQqW65yhjKHZxu1qcrKEniERS3ovBSf6p4LYaAj/A4OoiUINQfarQdiHAV9KY4d2LZMsM9xPljc4sOuJ1HameqeToqxUDwCmBPms3M6cAXBeX6IRlnYHZHxneOn/wB5RbmznlxQafW0/GS/M3Gz1jm/k8aw/QZQsWn45zrB0Vwn59S2AWhm3AAD7EihmDhDVjEJR1RBTIHBqlDOydNpiT/tWAGyz9RJ3YOScfbKlyv0xVSaumK5AunGpZjONRC8On1dWL1aqEJR8nQ+R2hJFtiSCdMPAetnw3EeFJqUdjNN0U8CIrVEAh5S/Pw2Iq6gPWilWRCM+wNXzJ5Qe4omlzMV9qaBZHsjt3cil/WomRN7pqQ0xgqUQpJ7uFzOqenJdIAbkMZ5f8WZH6Q0rWSjTD2UZewsRs8cOW+rgCXBI9e2gngydDiiIOCS1d6VMrK5hoAhHPvgT3MZfEcjOwI/fBdPQscvlIM8qmRFmxxLn7zoCevA6xukQACi1ZPT3WjaaS5zdT9CTiRcatLnuIrDADdwOsSbGcwnd42MnLY6mMW1a07HopPfciE58ABcXQ9YyqtkD+tedGvdxt48mEMm8UbsnChYmcfEA5olfYRZgc1aIaPZore6RjIIrcKd+8ghLHCaCxsQt21uJrSbgX/cwobb6njetW27ldyIMz3KdIewEJCLWd/oukB9UUmclR3cKpzW6QR+/HusXzHTub7+KF/UBEOYGN8QwIdWWVqN4CEngBFgMjqCI3eqRBVyODQQBF6Zu0H+MZGA/oFYU9O+a4c94tZ2h1RAcezlnUUKtsLRCPU+QOQw0Kelis3a53UXQbHACWrR07OTnKKOWHNXLIbF1xFuy+E08WUnyM43S6O47547wnN9upXMFa5PmJ5nfpKYQg5VVXoH508Gd3TdR9LmEaM6ur+1eORn7yp4T0vq0Lu+wNcmi2iMKoghQEUvKc6JuNg9ZNxrFmhJGyb2xQb8PlQNuSuZORSzhToNGl0qITxw6MTqcvg1j3eJpXfPUEQpRVIAERwYMKlXBtdyqQxbjN3lPAd17LHQwmHLI61N4H2GV9g1sS19pdB+wIj6xDaw0jwStiF9g2KWmIQvjTQHeq1PA4viDZ9Uhwp5if+ntoXxz4FxZDuLiYER9A297Zx8C1UuhQxwb1J4CLoWiUfp3GUf+fvX7dEfet6JEX1IzEZMiAVZQHRJOF5FHx86dPF3YsZ//mNty2kqIjUQP0/Ak7KYiHUG9i/5if2CVw77owN08wZvj9yqjBKj7rp3URe4ajOhdGr/L60SNS3uGpaIUc1KqECMioDw/fkDVkRlXpExcI4B+Rn720PYdjK/d+hFAO/l6P3Z30WUKs1zmdsjchMFcSJtBVkCb0B3pZaqEbv9VDUVqfKXinSK0iqqkXOyuLsikbVen/xOtNR6xHxiuvb0HlP4/vTATL546LPTQD2QDh4YDmVzyZcbRQzlH/Uxn8vaOGcLedhw4C4oNSzJkk63Enm+v+75z+kvW4GYbODjASP/6FFEUKUwkK0mHHb+wnxUBWa3rHi5x95SjfHHmYe1qUdPr//Vclo3MOXPZGdzVzGEZHvGq6kiH/tf77Jzs0cLffqKl402i6ue9XCGr3XesdOrgaPyHuM3hCBtEz4sMZxjDBk+8Ej2JEAdaivJreTgFFEZvmlyryA0Zh7YqWzjaVeVfzUNqBMYf3IyHSuUscETlJIonHSawpoFyOBSJt8FusQyLp/UUqM9wLuiUjHFQKUSPGyLcPgN9n+I45GWR0l/XkwOe5Y0pmRVdNb12w086FNFs4gRxhmfCjMphXz3nH2RjVZENZwpNt086yU8+ngTn+i4ENiIkGNX6fXqrh/z2cbdC9Jw0fovk5SSPFo6AP0B39IKjRv6C8orduKiwlQToR8i0mM1ihQJ6YzZCW2H+hJaYB/s1I0Lq4xBk9F5viCcxCAqu0DTJp51bmnlaIDI0rAaCrciLx28X4mJxgJ46nQCezYzIvKLPoS0qAnwCRFfcjfc+8gKLO7+VQF9Adda3pw1YFz42u/Xq+jOV8aHziCfXYgrul3otKS6EZy1MUxeVATy1DC7qzrpeVm30egCjhWRQE5iC/ZWu3s9TZcAQWOfWZnu2ENCfSiXUBVnlEIpb89f1duPJD6BG0WZai0sGg/98i+u5BI7W9zxTeKY5JgzTcmjQIx+U1yOmrNlH3XqMXi9TrX5NZU+z4fpdcW0Efu/9mytVoBjhnCM71mIHRbSAzAXQp9phShX4T3YQH2Fnj4DVOS+V4Zfow2OXi9SsBVEOhsScvahjsz+rhJymkLuzMQM7r4ID9SVO4+rIkubykpXLJflPLFMgOnawW7+HonyraJNAD48eauylbB4l/sUyGM5oCIDRmZjHv7uZw/DUnoJ1oyhMhpRREGmrdj8nAmtZKytkYzWgLBRIYhCfL55ral2GvCVdG4cmAwViZqcXitTkDzI/RueFt3k16bH2IEmA+ANGHWaDr0zDMwFO9obD6Pl0Q/Ae7ivHENjx3UUC3Py2rXC5Vy8vTDChd0cUlynWrBns1/SeyQkJaRk4L+xQKZfuwFQql0DB0/CjbHOFCLU8ksLfrZAHt2b4xYGseMQwMC6Zo7XzikRejDAkLM9dNuofifDZZNj+9T0kCUwRMdCaiL319zgrJqh+jZAV5GS+oi+cj8XY6SwEyCMWL4IvCaEAjzvNqdqbf8XlsHM7tAy1VOY1E8cUfW9ExrTzWdbvDFj6KAlN2/LwNW2hQg6SL53OPqoxyaot4Br73jPX1GN1vzS+0CwyI+jk9sIicAdbnNIWwf1ck9PC675p8iU5LIET/sbvjF4D2Jpz4lKNdZH2Gpif1JImqDrDe+lbkPwzNnqz5iiEAnE6qQLrlSwzKIa4cfBUpTOqrKUrLdTTxnfXKMlaa49yGZaoKqdW3dzqZVKDoSvbxvtIQk9u2EcMX7ZMOjwICaLWVhieZw5S6Qti5k12GWXsgFixnGqpwDSGF4vkR8br3MIDtojiMht5tBBiWv7+ASkXlXKyIXMgIjyEzsXjJwGfP5g0tSxWgx3wFq9Z851k09Ss5PUqoXPVOnJ7yr8Jvdnl3icXjq4cDXB4hfgdmOQ0cCoFGIcega4G4XWbQOSFYibaA3ZDy4Xpd+DfqZrPW8kIwW1qiout1G78xf3kn2SDzl2JeWw5s5/lQtSEY6MSwUiEdGMKQHrA8wJOWndCFWX6tvnyyFlnhLMrHXcyXgNkNzGJgbReVkmE9vg1DSHEpw/RFi9/VCAMkeG68blAig9sF8IzRlZ6nmFvKgj0VVDqJpOErARCLM9d2yFDWyQefyajjB2tbVGzndx00Etpge5aqzjkEyLHEgHa3X3x2C3CjeHqcRlCIKApJ6Y+cyNTzMbHD3jMvIAarTlSlXPZ5zkYJrYnQwv+Fv9DIumy8iBXh1PUsEbT+afW+EH7GyPasL8SgwHNHTJeM2Qf5CQGv5OhliUDjVbpRZXMmynuI+R0dTsPSQkqqM4dFghZAaELWwdLggLvpguGBpPe/b1fTZFUO4+OBJ4QlVhbQIIwGGQP78QJUTqB8P/JAQvvObXEeF8R1NnOU1/ckIrlw8DEjyM6Vnx4jpoCvrnXpQHRgxaMOzojJHhTkTtYfxuCwZp8pfqce6coHX03DihFElC+CnwhyElAmtMIQXmzcXjIzYq2C3YWaAT0wXX0uDVpVUi7GUTGwiZPGHtu0/AGJZOi13YpO7ddfyWu0WYVjTVmf7x66eDGE6aGhA/tw+UB0ESdgQ+eDdbhg9qQGepdCZC2EzkaPcl7KgcMsjP9hVAoTr1a+i8LdhakOAvemywQ7syHGCJShwxUybGW2jk5G5RZLcqPDxt56MxIBLRGHf7mj264XXsYJmpBRauis2cdUJcEOvT4GNA1x6bwDtuJeLgRWfeaq0cC2CzT+FN0phH9Y6fP5EEZHpGNOHMT14mRUjSE8gAls5sCCx1KGWFVVkz9hrc3rjeH+Dc7ark8sDhk7XgGk3Fx07ePAj4G0nYlOH2WgWj2G5PvAYE/RWoe7bB/bsbJb4DY/EJ43FQvMH97panZOQvOZcVGb6TTUCgvF5hKDoN8r1wCGzV0/INRjNmOHt2PzhLO+wn2MnbhCQOquXKSmMhqQ1XrITCIemw0DFz3nfySlFslubAzY1N2F2So4oQnT3DCOsiAN5+h3yW+dPy3u+7W0pIuy0Lmm4ZpVOBZV1ZDo29XL74US2qW5MgkT4TfOjx8UuHtsu3uUfb4Qph1WEphUsApmiTLkBgywqlO6bmtKNMk7QSkCwFlm40snfYwCu8pQ3fzfRvxZ//czWvadrEdwbZZSFwlxtDLbLE/CsyL+7iAqOVbDboIUBomyjX3LZeZ+M6qQygD2Z0pDCN0I5J3mrbHiCRsqe9Wobwk2B/sD+n0gkWlNVIJTAny7T/NUQ4fnKsP5DIw1L8bWrD79JXnz4REU1Q1YDYU+sU82kgO8/mhE9RdNDY5MaaiU8cbEth/KQua/G0wPbH2NjaEZyUckmH6thx3TdhesDcAAn6c6wrcr4n0g9glVow4VOwJHF1b/z7nDxAMoHzIR673AgdVvJbRa1tkEE9AJOCpCB1OcdDoFmU3HWoX0J+6ER0HctOcZP9ntVTr1m5daC3ttZ9FFgENV0aS67M3hBKtEYcZhebi/rvRVOfdHfvyiwnft7VJKlrzE7u3e/h9LMbzrmbliEuRqn+1/sFeSc2strNG4DeT9UFuM9FMnLqMrMvYIxwupYp08d+xM9KEkSizIsc9GpiP7AKx+VEv7o8EpX2gDSUEHK72Now3VbWb2DpcC1Xai17c48HL5Xi+CLVSYdiHJgNeG9XiB0uQusxV2hDBbhjqWh0HUIg1CrU2pCJ6W5rB5BGlRZZzjLU5Ua7TO+xN6T0XP9UgRlDo5eIVTygQyMWcDiFlHSnXHlQud7YbqTfXJ9kFV/dmofavUvy9TczN5FKuYisEkk6/5LN3lfsA/uCDLGhLYfIMNpnz77i1h61OtGDRz7/01VIXBmSsnrUH2OTBU37uaPlt+ZTSGc/K4eCdNHj23aiEthH7lpOBeYpWCmZxcgYs4uLARv5/yORHDn0ZQD2UpJCeGVl8n9i/Ww4/WrBORVdwbFaJiBaYlqZEGQ37FyR6om1H5fCsj02Me1Y8OfB5E2wQBddl0poru7ktP4VzY0MGrwJDqIukA4ejnoEKgbBlbM33nmo1CM09Vx/v/ka00aJe7bjJ5Bjue2bsCzzqzjJ9FiGpJhXTn+5Zd2khvE+1QfW4XXO7H+4sh1l/qLTWgNp0L9HyhCN7lvUu7BLlUS1qaSGJ0f+XGE+6D0xBKnaRxziwXdkb0Ge/6OCwM5A+BK+Ybemt2bxSNJTkS+uLEMt11+FQNvfUF/QjuXQUZaBZ9ux4DAgRCpswX/IXO7p7cDa8JMOoMU2wAbMoy64ldzdgrHkRWz7g0E13a7R+ayJn48rlXzf2xiBbXtNN9k5Xalw9xlEkOhIAqeOS2vUYgcq6zQojSFHV464kNzummlxuwPFEwnlf1hxaWmdHMDbItXdaj3IjuF0rLHsQj7e/VTiBu2RkFb2nCR8qUSirXscoYowt4GZApKUTdmt5RIpuism94Pypwwh6JSV9p1ePsUeTcpnrZ1U6LQ69DBMr2j58uNuXFFdosRevU9qEpEmNFH0X8MlMYusJoV2h0qnRGuzamYsxD9TyQRqCgXpuIOszXFZUBHbzGmf8cSRDZA5riP/gk5Rx772DaNbGtwZ6W/4gy5in+vQ81F4OxXdGTcIZhbg9oSZt5+/9T74HaAefRim7Nxs1S8K+fKRnDq9RxcJS31WtTZzhG1DhMu31+5BGtjOa4GEVmNn/t8k2Tkh9c3uPq8/7MIKz+Q0OezD9R+I/zQj8J3YUucUSBgoOFJZuvIZEFKjusApPgu6XkweYEBSaXV8kis8yGtSli1PjMPX+WdLA99VUdHeHTx2k8yfJ+q/k/PgWxSefy4Cigsp4uMI7Efd8hkgWZY0vR97ZWBzdqCoE6hDL8forlwJPbp6nZ5BbB0VHX1r/AaXeCtT1MtNVqsppXieiTTsDtHCRRvzwJpxX4XNrz+08/j0uQWcTBwe9OW7f/2lWPUh1pjmLIe/GHUI2EwPDSN9lNhIGcLKeHMkOyCtVoFkwS+ykWRJPEaT3WP2cYJa0G4sy6YQ/oNTJSbD++wVxDox1mf+/Ct5bLTdZSJPo8k0n7v/zjK1+yEy/jTXo+Sq1ggPe37Od7iuf2oqOkqDfQ9rFqdW+Wehdg1F6OxfneZh4hM4xACHbPJwocXgX+lldVRxCziMHHt0Mwo9DiPaq7yLu06NDNzBPcjLFiGygUHk/ejINrC2U4F9IbVp0kjACQwVPxBiMqecsPzSg+jV5ZlIZI4NHaE0mT6HG1E3LFFrRb0OqWBzZjcvcG4+VXB7KvgvllqcMnWB5MTbKYHyLYN9QK3vM8uIwfI3dgcL8NoIIogM1YR3nplGucxwJ4lvANYBt4uKEZj8PfL+WMCPtoqgUPVVLAOE12f/QkIGVrtQNxBoN/Vthf4b6lAuyItd7NuEEEzhilQqCXMDUCuYcChviGGumof0HReRP4ZIURRVw6zEdDivVL9L7vdLa48DcKpy9hrL3bE4zcLDDYJsDfG6GvAXzhTA1mWNbmraM8Pjbwp1eFiiS2HEOxKmcQ0dJ0+lXhLTOUtoHVsBKwg6OIEWykF3P4SUXHt3xycCbZ3vnSfQ+KRY/dPrxG6HsdMp105m5f6CMvBEzuWqsg1WACyvN1/xzY81gdUCCsvy75O3z+gybQazYICo4Ofclf3zT4suaEEBx1CklTGGT8i+2EwGkqfGlWCE+jCkFch3rax6TGgPWerLrvk80nyK7NJU74b9YA03RSCyhLTY3mL6SxEJhEOu8Gw5+EKD7YmA5gNqgaYgaPVZqlE9PFMh5GdCJ6hZ/3Qv5m6TuyL8lETkFUhcab6jqJL3ngV/G0p8H1pul8518ZdWhX2NSwXMfqrDtlDoD50i6G/UUi7on5F3n+f8AQtnt/xlqJQa3cgtusCicrrsVV6WC0H53fsAUe6kuBvgekemA4sUAzpD1MhGINelj/ET7w6bbmsNVYkaKe/AtGq/g+/4w6LRKDV4DHODTmBFXhanyiBM9ohhprWayLXN4RN5UfEqbnPG/tD9c9JX9cqKflntTZbJLNO2ir2FNUK7q5uaARh/p67AEmOt5HkAd1imV0at+hH+fJiEyW1llA7gT57xi41cxzla+/JsH/svDTlF/jzq4MJ0TpRj6Jc72lSxXAEV8aPDLwT1hsewKdd4yAB05n7P+fxijKD4ULnaRjyuasfRB5x+1TWq59KZ+WHL8u9++zDVqarH7mFy/sOTymOdR2hYwmYCHafjsS2l4zWlP8PrmADeUewpAzaptvAUl7e3gR/Bced7VswwmxYH8d8Yn21dG+G1dlpLyDcmI+iK2HqaM5Imc8p+LV4evZ8hBY0j/MakSRtCX8JcE/qIPDttwhH40tWExr+uiSgCcftbETiTs3egyiL410ePAqtkzRnFGl9fe/sYF4Lg2RjWMWpjfspZsbSnyPD4vLepcjxD4jjG0xzMInJ5yal30zF43dwuZDUth+04NAs2D3kp+llCkEitjDGN6/HZ5Mc1nmw5NNHGicyfpLFRi/6OabTMNbpGOn/Si6eMHMtNDs4GIdyAkNEciq6G8IKDv00drGXqOIgY2rCfpa0v8MsZ7oxCl1wgZHgolJTXT2cTlFLf0rABd+MKcoEh4w93jOM4NHvBxVCahA37EOsApg98fa1inDaKJ7ZKoyhruzsBaab2k6wRI3mMZrOmhsQGMMVT7hJ8d+qKdyNfI5wFyiTQ6lS5DIgOPk8DVGePba0SV3zvhFlu+E7dYnb1tRl6BSZVbcxS0LIoW1Z3kfZe+nr6zQtP7vNnaUepRGJhjpfQ6YX6nBve7d5lO9NztJ16/jSlQFbKXQEQtPLY7QMEO/+u/5b3Lq05NwlN62g7RFNQd44BfvCeuuqvOeepYFK7BCaRKKzFVWrxo69mCdlTfhOq6HMHOnqycW20v0Y/Iknib1MlyovUiLPMTIU1+UV2U9+i+GZIYYnHahoDcgA1GgL048EcvOKl+jJ+cXhIJT9lDNWIVm+tAiS0I4lwvoJgntt0gUhOmDKVeM5vRngC1YfecLkCQ6bNVfsx83pH4jyXNioJjgbZXhI2dDXh3HlSppkSUJBmPi8nzpWA4XhMAR5d56yegS9Tx91WnsUIZYR1IlBU65hxkfbntvWTf6CpOJ1Cl5u14WZAWB6wrMUYsbnv8iTod9rzuZcZ+Mp/OdjoHhVDhfYziG4NNL7DOasnGRKj4J6g4eRmUydacjSdZQdoewM1tCaz18UvnS6U1QqlVIB498UCrPOW/EmIMc+OmvlIORcmcXcH4BNa8XOdr6ZIYtm69YNu10QwLzJWupe4iLwYeqK/CG8+rklT/xPsg8zk8AckcBkcMrKsv4vm2Q9lVz9kxzTJ8cM7bW5fjrY7eTjVafN5CapS5VQ5rVCZ9nzb9PiUVT1h80ZelT92ftmMh0oKI2fjnb7rJzEh7dxWS2bI8t+qdkZ9ycKZI9EhlxkjOzaUgXETaKjEsnIOL+cWZD921ecT2d1fTYxpuDTZKFZ79IaGd7CRbqNtd1LtTwGZTQAui02fxea3dFYzjrzXlgrrcVyk/Rd0nDYPekQHpoQTfR5zinNAFd/UjVwO9vS1irZECos227eGiLGFQz04sOfKRDXR5fiYDwMSf+s4Pea0amN0xirXkZ9ZegTYML88ZQtf2XmFUeS3yRmRZsdsLKXHO251jL20FRr2gQw7qITiW+4CFK5P93X2ew0+1CwER5Iv0aOV4i1VIWSqeaPmF0yNDONbQ7SyCm4qL+kxI8Ey+o8pwhoh3rJEiAQZpR7XkdCLu5pIit9hEMYHsR8RWsa2KKad/jkLe5l4ikYNYqVq9E7Ry65s25iQAF7CKF1+m/pg7jL0fSxi2mMMhmkvNn63xocz0ammfB0Vs9EBUDAemrt6mhMLZbC7jyncREF7FEA2a4QdT74sVrQg0ogKYmOiHzqQkAFwu9OtYS0czcTVFtivchkWd7Htv7Uq18tl01qY0hEHmqsqDFTld7ClnuHNwJkggU4/VnDo1pflZTF3V1FEQS/B1Gx6xa/zOfGHzoVuWHeWSq+UnO1j6g/4idiu59bBYkn7bQDAVrMhMZs+LBx5eT6yKxxig/9X4IGoUJ5VrfRcPlUrnKoZ3pUufmcmag9SXowXZwyquQr+WHaIqts3bwPMZWF/9vFkFxBx3B1Quz6VjuoA9IgGWAMWaGtix5pWHdL3FRsohG6vlMef2Mfxu3ie5hMkCzWnE6vw4OJqNuprPu3t+ZWpy1C0mS2i6XA9V72c4Mu79FsKi988Va6OjL3CK2tUcEVqyrcEd9SuwaS7FtIh6gBawed3IN0jBQmGR8oNPj8XQFdKVEpVmBTG8qlXWayI+OQrkdacRcARJ+WN3ZXh1dKDzapSMmNX7Uc7khZCLS0bmS78Wp9N9Jo4kl4iT/5WTOjYk0mea6NOENpLTTY+UNZwp7n8xr67heconzG/uaEwucSbKNdG4e49uJmGqbyF6qzFn//8orB3DOlFt/6rDr0WHRLJdxD1NMZ+Sd1GcwJ1iH0h75v/sHBifIZD/ZFZjF3tjgOc2W3NmfCqSZQQV+PckGhNeHjxdoQt8LrNhGr0/QDk8TNDts/Hg59iE2JpTZenM+FZ+aY6pLTlbYj1I6cBaJNVXqfRHbzcWwt2i0RbYAGezLUsPMww/gdif4PCnL3cgF+hl2xeDY+dNH3j33L+CZUp+WCsYslvAfVJDqDk4yxfx12o9/KgsCp0mW7aSVfJNx+x838/ZMNGTO2EOW/2yz5FFm7Kamv12HDWl3daHNSPEzQE6j1KPkzzB605gf4ceP4DxrCtVh19MXnXAYMTEZujqiY1U7a0do7N2+VsQbI8f7zZCSFAirKl9XBbSecLDDkY6mpS6SOM+Y89AH4vGvpPYxfMa6DTrppziDv2a+PTOrR/85siqV6e8aBSlALzum9eumvdRO8cxLeckBhd2JFZCejrSRBMmQuOdpNBltKWGW+2kDLkp1dLh5WYnsd4zXQDh/k+ZLE++KUueXbVHNHGvAcWy1r3fd7fYrcsWlEKphUePWUJQRvPHFVSKmh+kYIy6y4zWkYJ9EHqxz6Lu/7tlV8/C0Uwey2MQIY2rSIpE+jz3/bV4Hpx+7cshVHHAt9FVWA1AQgCrewHI+9bueDnygtAXkBcR+MVt4rosPZNxHzdKLHmprSAVFBYEpbEzf7X0rawBfSDmpE1WwvtmLMLuT1ZX1NCc858szrpERXJUpH9P7GbZZDhpv83gfPu9KRV2fEi0jT9ygfx6zfyCD00JipbdQ2tpCQBGxR/hZFj7ZCnqRJM+PJxw8wvJi1dAs3Q/18sLHlqOZGpZHwJr9HLipsl/ma1Z/4UpkE233/SxvqwJQXPF3yzUMhIHf6QKVooozBlVOK5F3HTTJ22FiLQQA+n9J4wbKO2r1YHPRkzTn7BM0+D2PEBcM7aspN2jF5wIycoWjavl8uUOX4oSzZ7vMzs7xH9u543weiU0RcY30F7/S402jYaDT5uq5todFwoQ//akXzVexvd/EV97+CvgF+VBjHldpoEVqw0sTLcIE7serAryeOZb9te0soNtd+moEfkA2KWVu1urx/TOLb5HTnrY8fNwxy5cBwzOQ47g8/AT4esBnWXu5Of/QRaLruCApk55dtn3DrjfS814/fvTGQHAx8qlCMiF3hmrE8xGyLJSkLi07giyP2b671f7/955SowM9BPvRi4BZKvd1huWCO0/o6w+WPxqD4Kg9CEnd7Xv4se9oZcA3/bBjYxJDp/B8vuPLGY7e5EZGYid5Uo8kjrLY2PL9R2eQpgCIWSQP+MEJesKByVZG68TWrNzKDJDH3KFBm/a+J/h6vOzeAJaKCH5wfZPHNDnFZL9Elw5JZu67ZFQiB543OPRJoTXCUM5v/eozAxOVgjbwR7BEMOjgLbvYUBQG5R9SOQyv00WIP3XsVI1IBCc0tbupuLT1GRcc5o2eLgZIUfiJa1yF3O1TPI/6hvrVHbNyyIdvmi6AWzzL+9KCvgNHM1tNdlPTs6APudkpiz0H354Sl7o0kFC9exlZHHOZKzcJnFKgtsYfYbIwhga6sPfRhpa44c8YIcruVL6Z96JIEY5gDfVzlRcXLSQY0YuydvvX8tEXIUhVCTSXegP6tXvs/vrQPhunGzyHjca/7hn0W2zMAV/8qAagIlkk+6RcCDAHXfYzqQCYlGFp4wMQrenQye03LnMV9J1ciOyrkV0zeL6+BwX15YZw7LSfIyWCB6Y0jeVyuLovqk4Rabqmhs/h00pCljlrQgpyKdEQy1XqTI6OQnNIlDlRZsyM9P5biV379IR5fBK541xHZQ8GCbpR/qyRCodOxVtlk73i0ez3/cYcrhF7HFOh8z9xGHxIUPkw6f5aOAhMFM2sBQV0Yot8aJv9g2QppYubD2i6SiBd78k8tt+xQHId8g7+GtbT2yjy4puzxe4XLZzF+LVuf0Ie8QdaJarqiFxewbi62A8G58IpY0x/xkWiD9N8Jv9PQ+sFxkHhbGSMqInCkgilg9BbtIuitORgs+cGZ3X2cZoVzhrx2Ppd6pAsD3QGnP1o3HV5u97J0obFYkPCLV55Vzeb+ReQ0dYMCuaW9xiCgGJkqshgjYS8XocXltPY1uxCb9pilIsoOuh/ZLLobt6p8y2DKClu3HnvauIycYKVh9ZdsGTfZWa29TSsO2oSZ6kEOm6jzXwyZYv3HVhSzijriodEd3iBTpIyGPFBjZckbFwkpuJMQkhvGLU/RjY+2n3YcPLiMTx5ItJ4jeKXI8k9+AaCwaaiut18Lo4ZKJvewapxfaBomGw6k4qwByx2AI6M2Vwdv+FkyQQ1XXTUHT8k4iT04gGqEtqk2dW/vtWoO6nCvc2V/6EBTEERT97aWR8x8TVKAFqZU5OHxy3NONvyjdN38xMcFEyg3OkcB6/E7y1jkrUgYg9DYaHphd/lKS9rGOiwz3LXoyqf27YNxCpnS2yvuxQ9mt6MUmZ6cH8bzWx4BrNF6/t/atsVaQ2YYOAlhjcxsMxYLj82QgpppBeyw1MuUusoI2haySk2zJ+LBNGkPudsmrJUFkkp2VadnAeLjMNdlLhwgfeg+gPPDJWn/CFQq9scthhrZ0mVNLXIT4JAa/K0I4E8YVIhoAm9YDQisVc7oP5yVQ+4qWMUeXmJgMgIyumSeQUbFgLLeACIxfoy/T2X9yOtFs3m73TSlkHjxYVgn6st/juqNgSessV6kdQTC6lTnDHhgaAYY6rqoU7bwNZ7Q1xq4Ut1p9QGYBYkK/GeaaOXhT6tNwAL3ZwPwpd5w1NTwwVyyV+LPBiMNdYrrGFxi9rfvGNY+g/UrW37YNBhzvDEaxlRlRn1iwhZo+cChs3CDzPLlRoK6xwM+YUzV7u3YYxtDtqFuNnBFO4DQhrWQGsJZIz/fLa53fsoSv6m6eyvrm7XMLHynmM067eczdoAFhcb8TFbFuf5kJ2FXY4u5TcNwtf5v5TnB9cu5X3Xs5ejfslXfXXXFWzW5WbjQ2gRS9f2ulV96S0bWPwEMiLJtv7/SjfubIhTMTWq5z/kCZimX9XbhmrGMPZKauUWHrYxjF9SON2JBg5PuTfuk0rsnv/DByo5g5eiLccu6+anYM/jkYxil1p/IIA9Tva7fUY/BLmFh9UC1W4GOmh2wmUy8qJiCtFQFGYN5PfGHuS3hYElVYiPDNqRZ2cmx2GEMuw4UO4JHk1vtgRnUU23jhxvJUso/Rt2zgE9jZDjG1sRJCPoMBO7w35bxJgpBSn9LMtT+4Xs3++U6+fxbKK1UxnawwxpJ1ZfOeWTKKQcZKHjLRhoK+jgRSd5OJkyhEdTgiFUylM4vOaYjVuZZT9EZVxbXewNyHgzaBrUbPZjCOV7ihYBhDo2qr0YvtGBzRrf9k6dYDgIZk9uQYU91iKjWzWfWN/S+TaNnnJAGeqZKYGpNt09BRpr/keR0qajFGJFhgjkMqRjTT7AEDKcV8SLcNvWJxTGypyYkJsRyNu3Yyffvx/fEp5/veQfUJIWJ6hP7ffITWQme+2Rcj3SofW+/76KnC+VBnMxwrf3cwQ9C4L5w1eNWHaAYIsCPLdSSQeG50BSuwnImmALKGRdx7cGMJE/WiwG78yX0SRb5lhmVRy1leJUTso9JsiUuzqjJJBzJPZFQ/Y5xGuOwQsxwhTLjsNEJx2Irf/qqtayptUWLpjZuKMPYU785WOXyYY+8kw74YTg9jBpZRECVxuokby4222ny74CO0FrFX+OW1fpF8oIBhsMzzjkBGVz7PG9of/bO/KTj6qNIsOlQjYtExXt4HEEefYTMOnNwO7aBNNAvCE94FkCL/4syz00ZmtnIrQjYup3CgHrZnehKvMqZ5ztljzr9dABFaFAmU9JZvT8fphssi2j2hV83cifMpJqvPqhoV26QfqTjicL4H08QUXfHUjyCfnIX3VAkISAVdmMlyf7Azp/SnMHK6QVPrpgIT4YEKO4X7lYetULrr5T8yCtNHykoBKDs8AA8MvrxQ9mDPnYRHyVe1HO011ShLanyy1VY3C9YsKBJA3PENiIw+wizmPLT1760t4xcIaXfyVuDKAv3JjRD/fYhupZqEZBl35dKd33RtMJO2VsUppSAlPNBG2lZOh+Vq6IOo3VU6MMT6++wtF1smcK1zVA4uZlu1BHK5E6i6rUx+Wj2HJ1pOQbEUuV3GJRzYza2lQV0IpI6Ki/RJl9RBesrE5psRuVgSPbFjBA2usc+n3nHJHUNz8wV8mws1VNgMWSHSauuMss88uamjOmaaTbnmQ211fFgVWqo+jLOz+CV/+wlt9RX7pSvVvGBrWVoC39upcB+1nRMGgeZiQ+l/7c/gKbATyBR2tVnzAMk+meaQPoVB8U+4AcglnxWE7AuV0bBNZDdP1f4EdhAxp9TtxBAKYnWCeEE6Q4wI3yD/RQvTHad3E7sLVCPek0IsAqd4nvOF1dmM0JdSbICeOrVZ5EzTWY4SlYbq/k4tmsu78iQq8IQlGElUiwKQ9trJX+/LaNItyxwSYiVsVbquhwZS+MiXA85YAT1bhcHafnNGA0CXs3Jac7maePbVkqg21UtyRNuYAPAzlebtiXYBnBOtAgPOMMTl+92gUlX0Y/i03Pi0Rijh01hPhkBziGicDVVKn7E0ZfZnN59jAUstNN5IUtYLR+LFSKYTsAH5I4/0w1ujBR6l4OCWqFjmbzEVKZwNalXRcXwwUvKseb+8zqcQ2Zoru6V37YavR3vUhU/SaZ0dPlKRsrt/6GA0Pl/7pk6kAFRqaae57QzgJorbtiSha8SAlUyIrZFTREgjrLtv5AIfIoItiYvwhXUZrqXaiAB8Hd0ieMecqtvVC5y3tzs8TGqk/t+knENUHLZggaEiCBBG2B/OBIhP3eX0qNL8JXjBZbUcyAvM81hmbyI+bJ7/SYGHZQQEVZiwbDoQiiyjnlXEl1NbnFGSXyEhDHzHXfXlgIe7ykEmYcxbZh2bcEw+2Z6/YSo45sQ8HgVf7GyElYRzd2EOY0WymxhUlfWxYgNYGeP+J5tpiZYD4izM20X1aGf82nWyslW+FNS0FLU792WElV738WmE5XIWmBnJfJMl5ZPzN5eqJvgP44N2js3xjKLMpp0gk9sCmkWIgocZUK99rHP3SCRx7Q6lvSLh4I/hsWdcRBJJKYj+WYaUJoHqXtGmAe8jPyJ9zVIJJcOXQe9FBIgtbQGxha2zkZ8k8NfP92KyNlCbxxu7JB9hD7qeFx7FM/45QgcFEAKr1ag5GdKK4w24UyqgCD+KDNWl813cxzCeMkNJCsItB0OQ6I+hRYtljuvAS4gCTlv70RpTEb6TLRhMDFwiQWLNbo0sTUzbtK7s8MpbHONoKM1+GMvRLPXEHdHo72hzVK5YtEN9X95OnW4zNkQpNCPVeTwUgRFkbhMdsASjbenh+GNZkj4SzLzQ/QFsFAXHoUugQCLtbMBIBUmGpW+0M+zLYxOuwwvhMeOutgW7ejTCaZzzkZmEJLx8Q5JHj7BsTaBEJCYAQ4zWbeEiYCD9nhdBi2cVPATi6wuhv9I+Fcn15XW3NxPD2xqn6ElHls6qsTJsb9Qv9oecn8gjD8dv5xfmPTAA0fyrETdAtnlsOmMRtOPBXV62+NlXb8ip8UCYMeOJzK9dCPsTBmj0s5X9CFFViWxHZ0hzSoevKeA/oHJTxTKaRwLtm1Q878ekOGGbfr+S513uDiPG2rI0jqG+1QGWQQ4TyZhH2qRNNCSnfDKJwu6tB+262mQqf3iAqjAqYki9RzQN0Jg0lH/8st1c7JcqwrDiJL85YJuRt2DFhrBLyR7/sWa5+IDJ9NccybZda5XM/jClRglPLvXRk4yI+NEbptoPP2tAzf7wcXxxilEnfitdapaY1ubHRmh1ioTZRPeHG2C/fwFFwhZc7IMOSpNR1ys/0z2SScOKp3FjyqOYaWn36AldaTIZzMZiqRCAIGSUA3YGPREkpj/3U1K9oZe+kXiNFKrqPD/8li3WU1FY2PFX93/lIY+a7/jqIHOvqDa789F9SWhJt3wJua0Nh0iXAwDpM+e4QfzsPIlf8nHHpeDzh68Ggx1omcXsuJL9EEoupWS+wVeeF2HwaeWmKKatqeTgOLNAN88MMfwTfC1TwKOu2JWIozs7VcYrD34OVHyV3EBpX9h+Nn0iOW4mhuYWOOAffSCSs0Il1srWLhEGEHzhndQo+3VDSVgOkUS5Y2ZJmxpYV7y8UptodcKYnHaTMvHN2yJFmCmLO5fv0cBua+/zkJ2ZREB5/5mPP5g8VhW5OJtxQG8HCu0rTMkumyKv3CrlgCLl3Z7U6RaQe1+2yYk4JdR5dEve9zLomxfPSQRFTxojlOMhqSqWvez3KpUisDWiRdDpMZNo9u/sjSqonqF9n1xE7+KURsTRBT1WljMIrjh23OgoH4UkYWFC3d6it0k05N49PsilPOVvvNgh1juRu57Sy46xDnZJlQh3sfLoMc9uLW53x4agx9DiSf6GF8hLFd7i5fUlP+BGKqHGqZJVIMMcAgAboRsjMYJG11ZHDhGAtyqxkwoSSAX+KKaedfPg4KDY2D7L/CQVTMQVxWzM4kmRVcOF1E65qXqZX6Ym/BxlVHvo+bxCJqRN+bQruIVnZApHk580WNPp4RNVJsdME42yqSr6Yw6xkuzE+ZaG13RHWsC9C4ISbTHS56+bgnG4CGC2dqW82eqFRMwnwGeXFYgWHaKQm4FTK1wudCj6xOqDiPAVnqRUJXoZZdq0g7unDfoT3lHx/6XqKSp3wTnDMmXZgQrG9f+Ux65oOUir1Z8xVh/IFI7p9KXByBpCoTzhWB057QpemaaZTLgqF1DImHOpRIAGG6uwSxz+5UJaRcnt7KsLOIbUBaAIJlfPgFJU9HStHu+CCiVlxcrdaR98nuvMs0QWWIsXOdgelRw/ijzQx6At/yPrCliY8u/fYagI65dZxII/t1+tHZ1YK0Z7zZ1JsUeaxMV8DJHTETHTw38jF+HLPkpb1f6GuZTp8CMIDtHDOjrDRBHaWtsekGc1Mn1VxcGY1CoNQrCJUw3/gaRJMKE8tdCb+SdaGXv8flendXrSzKiyPHhP5PHo8IjVqzsfGVX/7htZ0J2dsyqgZsTDKUs3HN9dAKxhBuPPZtDEj1kMlr7qX3Occ67C3BwdgDWgHQygqYVY5MFjqCKO7LWzgDqWMBTBvwmLqhx+eD9BceCSLBcg3N6GVa9xCb0L49jwzayrJndd200x1y+wq8QWOxh7q53tywZdUobHjcvJwbfI36iX5eqjAf/i6ZhWkD10HXVns7OKAWip3tMqACxoOVPOYNHh0HKejoYXM6PC4OLkWRO0yVfcJ1l+Eg/sjYiNvYvs72qBipbjhk9+UpyPkwoDW1/fU8cJEDLx6xzxA2dg3wM2Zu7xuUfPdfRhQCCN7aa8KoE+6YWlJB3r8J7F4Wu+cYwtbicJXLHV+jUN1zhaIeo1A6lClzhlU8kKsAn8J36gpQrgl2QdnFfst/QuDXQ30KRG3SKfo56vDywkM9zOy8mlkvuW3aHCNfmnXXDlqbGi82bwo27ZvV5MWQdI4QU4SVOWIHIFF1usfAvkwzHz8bPfM6hh2s35fMnWRyzZ8e+Sn/nKzspE3lGDNg4I0Sv+cplu0Px4DKeKhjns/D+WJhSa2GkkWhIV+vhrkaPC4eZhy7EyWTl08cSu/7iXFTPQ7fbRCM8C+V5oZf23udLGYu5bmBfOauIwnD5kMc0cyUOVbLzPXak8suFpgcljN0W6Wz5asG/o1eP2oONwHbB990Up25DCFCsRHZJ7qzgXx4oIZrpDxlDyef6OURwyFYgm/VlNHLxuFpycs7qJ5s6bmGtZjzIpBMt+YyhlmO2jq32g0OM/36nk2G/rm/X+QzrWBalD/2HqfEElgpKhlxzGhLYUyz2d4bMVzWPOfrD0N1xaYegm++RXXsT29J3UzsMG0SkCmKz4dY1SgYWLQJbg6+r+Xsj4Xb9hjQ4qGpCmG+Ha3A0cRufzUs26lr1O6LLGzdD5DjtlfSz+IPSblFvuVKzPJXpmp8lRShJLOCEoLbx0vsQE4YNYlnwEretadWY/66oCr4hOlIkCvOcVUruvULWRQE4HY1nrKEhKT5OiyjvDCYZfGEkdf8ebqe6Vrh1aph7fpwxLwSAKERHnR/9Y+lPDGTux5FYgOGo5+iFgq8cgvP9PWUD07kfs3ra9DzX0SmRufo2fm5YdSDRgdVMMCYTkd0FkNjKmP4/c8DySW3U8c+oSpwiswAgfRCq0deOvFkNdjssrHCKkwRL0t5Lu0LBOpPl2ybOU0DI0uXqMbIFTB+5SLShrV3a4WusDFILfXO/OE5X+GQWAQiFKkUfPhL5B+RKEIT+uiTdhno67V6wEkIjNed1qeTzFQCwD/YgDSY5zRF2LOQJ3OzCpRQFPqXtCxEhiVhnl2B8QatoCuV4Z7imrwzHoGGQC6YX7liMWd2l1OifoUMpzIT66TFgQkW3TpknZE8KnRUuLRJjQAhFv06nFmHYrEltuOxduEN8IzUFiJ/cwkEPtBYosSwtehm0jGkOG2IlC3BnpyXAs0mzrvF4Y73GI3lHeNlRPstymXHuyeNKoX63AmCyGtT89JSkxsmyQ5nLmlscvjeV1tf0vCU6eQUeAC8DWFgouX6RQXmzgS9f8ZQl2VyrlNDdto2e624lEDwtxitwVV7o0eQkok1ngrsqf4qVjanF/9O+y2ORS6fn60t7Go4tpy3fTGZoKQ6kgkyqHNW84yT9hIA5HErqjx16HTRPyRFPxqABwPO9bHQwcD0pnjUP0xA55DtdvXgipwAApTeWOb5gzf1LOFTxjEH2Zt+6zngYtAYY3Ks/9yypJudNuxO/6WiJYqLSpyYZceNzoYtGIpV679y4DeqloIzQWba1Q2jDapZYpihVKHCdXhKwQy5NMzyFVPay3l4PDxEU8uakCVBR6ivRvqbi6VwY9gHkDwOc7pO942FLC9mb/bEXwSC6MIPMFSmmz9CMmBrN+nBNEA9HQKamrbavIUVSrCIRoAitcUHiLXWXYC8XAAQ8Zh2jsz6EpaxlQPVXCEw9mo5ZBP3x0pQUil/BHGMpq/O31yBazX8FxwQUMLB2jhYf3njhGtL1QOqoyAVZCLtz6ltQDehbV+V+zvxPao5uJKu3/2zz96ZL0ZUnOX3O6FItxLT0D4YVHoYz02Gw836P99XYaCL0eYxxeZz+5O32C/WS/9Tm2ut1D6QO/rQpfs9iW+a1i6jIL56chP/gs5DYOLgfTnLwnLa4/W4IUxVxEThbCBsqU3bRBeU4GGoZ8msxzTycu2fOoJ49oksYJnNa+7tu4I3MKfcX7XZNO+a6ATskRzS1WFKuP3QRh0NyVcCDnAej9BUtLyosNKaedDei4U1M7YNpDs0RaEeMUiBm1l0oLoHCLyX5lh23iYjmTzSZb0iORzlLZi8d5G0CqVL9YKk/U9I62lSEgTIsVyFdPrlbH+0fzxpCzuu+KUAwbYV0dYAjJY9jHiaCqnwAa9pFbZGYjzVv4ZB5kdzQDEdi/6dthkL8p93C7zafqJpRTUSPr8hmz2Y51zIEykDHr1XnaB3IFBZsWJCJFcNteppiGRPXqNMnktnosDut0VTLTQfH72oo8K1FZcUO2d34BfOv/tjwmOQg4eKEfSX/uUF5n32Ls7XudH9oDl3zT4fdZu1G2hXKsqO+mXMmRKPV3JeLyZbC/FYmmkXwUmghfOfidRfgZHqiXWfaHa6ecmrDblpSb0DESLSk8ggqgTUvb9CRSQ1EMhrhF3uh+/rCBdlL5CyveDuycYxRz8t0BSMBKAXszXRS0v0JUKB6L2soLAQfX6Zy3AMljj7NG4SrwBn+tZ6gPSYl6j7EDin76cwEyBCAfc1tWgHZGHbKY+EAQYIDBrHFf/MLF+vr99+QXJah+8B6brmk2bPl+1jnTuLz86Gsr6Z1YQ3+txcf8M716vHd6QEEzEaMAbrMA7pgfc6vjoYqVs9/ficYDo55/Qj0kHZ5kjwuqzFzOkxh+CFQskr88p479C1KtCOyCnsqyHHhNFZbYaBzK/Y8wAvUZKCBVY4eK4C6XO42y1gb+XBkCVrpBiGoAoy/H7iNLZxlSgTi7qC8aWAX4RmWly/iu3vfnw5fxcGOQucany7EGhDmApEC3HjBKxGNUrTXj4b081br7rmrY9DT7V0OjI15DKnQow5W0UBzsVpXg6H3NhrTGOXcAK7A4v01fV0CSnN/Dd/P0LI/mlvALPFq/nwWjm9ttndrN8ywufjcYXrEOPcrDeG5AB8r2ICuLaMTAQc6S9E8wAWPzmX5vFRuxcBe7aAxmNilFAqEVnHezTW2o2+/KrC0lH024w2JWEgJi+92VM2LjwhL7+79lZJQ1wcVG2q2UUXlpm8MvaD90+bL77uMUHJ+pFEyKmZK21K5Q2u95DPlG0Zq3Yw6UJCT4nD/WmYnZwF3Ys9Bu6O/TzTXjk+BkxcERLU9mmxSymiXzaBv5lm/zG2ZEzR71YEa0QZQE9or34OQWK0utiQJdn/dvPIgXS4Iq+ByyhMZ5fUbSIhwHECQwqyaeqDE/zg3hOhFa+c1Fu5vFy4rOUdJq/+QoP4f7wtSRYNq/QN4OeCtRNxVWfZ+zdUPa9N1HTOMQfkpMgJkZIi9tUSmI+amaMN/mzEAV87dpUcNhcqP9m8kJJtsqK23JF30xLJkLFK9vGk9uENbXWvuy1huSdlT14zUF/21QYqtoMzSM711Y7m88aubukYTwNNA8crBfdsOdMksv71x4r3iVGHh0xc4tY1yp8+dwMcjh/VBMok7nFDo1vPb8IhGGcz74Kwm8QfPJX4FsdvpKQNirz99ZANTV2VeoCpPYdjDMfqqywEnms+loT7xRZRh9mHnmp57idDoXKd8/aH/qml4A9xNGEmMMbIg+rJYDma8p2NI7O8m+vgGiE3XnCY5dKHZsmIrZkQUjfr7cHIZvrmQCi/+gD2rf5BUFUlz7Sufdx26trnr8DyfgrNKsv6/yCy+CPfDj0xQmAHcvylunuy3FfYE5XaFe0ekKj108EMbgvncrslpiCdXfymPwJhHMhCzK/yT8U6T+1Mt5pF1e4Ua0yhR+3f1X0qeIDU35wO4Edr01Y7sJIwiVPQ+DJbsAbtXXroiAVyNYxCuEF4iX95AenEZqvaqB/94C6V4yavb9Ux/6cuNdtpV09gHVuqj5EeLDTCU4LjK4AblGcFA+/NBzW/REHG0PJwyHLIatCzcKp3p4TkpTpH1++dCP5afGMqUfAvQoeid8CTgX61rqLyOlvbotqOaWnZDW3ZK1VLGph7nlG8XbsuuImuG2Jr/ovoXW7cpSiGAIxbQKv3C5qtyLfMbGOUcP/FP6yZPKykleSopLN8yJ5n5yUzSu/Y6zBNT5NM4Cjk8v5oLRp7DIbmP1bKQ5dPPFNeeg/fARAbDNVX3X2+pgXkGNEfHrwCG/FwrIrEo9/XM45x8GstwHtNFUs75piLM6WKmiB+OiNd9kCN8UNV9liYovQodiCwBr6OhVX7PJedkiKMal+mOwm6BKR2NuUY50AZTCaATVr7n8No88dSYRgf48cvF78ZKhV1kOB8Xe00dEHOPvoT9k0Oa+AbjBot+IGhG/UBn3tHoUiHF9VqCxEJ6Y1S1BXhy6kazomdgzrJL/PnqE11QV3OpB0d08QzaKe7Lqti282IySdE4Wvv2z2FPSl55YvxCIVv7xKjbb2XzRfywxLGK1qaZ1MwHWGG+uDtxQ4uKXLQBLeNU4JLQMVcfm0DFxlX/Bb4Y742Yb0xKE6Wfyzd0K9j0I+khhjnQ+wgANmJ75O3ubQM46NjUfpm7LNm8/6ElR0hb61zcD9bcdj7tYberAFCzs6Bd33uwa6EHWAZYSaVOc+QfsRk9A8/j+wzCA6LvnmDsvKd59MM7HE54YAqKK3ZglXRxV7zH9obU1PUcfY8BynQrh3lbhaFL+6w/NgMNfc+OIBadIXM/9UaCSOQ/kYDFUsyU1zb0f9/hrBq0SK7jebZgf0efwNsjDlKMJ7Y2FGyZvno47ja9BeJsVcWZ+xJ+WxGtyZ7+GkST800vDyCAhQwNXNnIkCExyUzSl8Gpf1/uKSxdHw9xVFo4QhZt5TDmXe8w2+fqiXPONCLZS+tXZfQnL4th1iH0TdvFIr5Tq8mycF3Tq+EpcBfLPvGHaKb5cVDmp3zpm7nkOo1Vf5vKFBps4+sM8PnaTKOY8g4drLb6wxAeWxXm2qMqYOW9O/YJxHkVbJsCoIaykXwN3iLu5z2EKVjuPSZbt6Gy1yh9JV6H/UWyj79HyEUOIkRjuwmShnyHS0Sk4cNQnI7Mim2baRm/O34BRVcQSw46kxfAVksaglmQTOTu0m/0CHOwEPfVO5/2HynD0byALbpZPm0kmssMcDKzBeKSjn84FVfw8kzsV2W05G9Yl2XCK7GPsiA4nBQZpVXQIROxzw73RG6cIBq/bt5QgTezGl/4LelTCcoZYFG0iDQa4LqvenJzTDtRsFWeXGwpeIk1AgslOsmQtbyZ7VrmnAyyg8zn1L4iH/kaA8h/Tc4OFn2SNeAs2jJ8ORmzIUVnUTW2yhGR9GesaJDhU4tvZexr78Q6bWfx5fFgT1YGOy0Rnbl097cLWyBXnPdSwvxO8HgkJ0xkOpWeUGNRc+cHyy39u3jLJfpEYQ50gcKOpVg+B9a6EklzlWXw5LOuQKxTFbvJCdZD6Z/4ET/NXxOEbSzVkWUiFLNGNj6tQCUaFKTGejKDijii++1ajEAU0mdmyRGzPWtjEKpYi00BBLErKVgo5YH5fRT0f2sZwscQBre5ZiLwLiwnHvkvgby13W/ucCg9eh2se538gyYYnVMfAm+Pv9TxWlQQ36OLICR7BA2KUzvB3GUIvVI4s6axsZummGVlOQRnDy45eExMZ6TXeakqmKrYdUPDwwj+XnZ93q9YZ3wuSes8fZpdvFsYB2HtQTgansAElYVCnLJKVM74lJFqn+NInxecgEflilYqcA5oMgtXmxk/5ANtw5VBUKS9IjyV1U8vrbTKv/D+Tbio1ULeBoGWkuHDD1m2grQhFcEMWfI6J/RdonalgnRdDGDjjE3EnSCSWd/mtLCgkvAnO6wlFP3mIakJp+qKR1JPdrN+kh0yFCUOyVtDxolV9HSykh4YO1aCB4x5YEjI8ui3PHRJljjlY0G54FX3LVGCY+wCUxvZmz5YyNKMBJWslcYnB0aiTjvgi/ggN1oXmI0SsV9nOp3fJzPCgmITpb2LauFhQrxrxFWOOL/quI+oY8g0SfZjOPcBEA3LtYnLIwihHnubDAGKH9j4DVfJuKJoQyEEH34Nt26zCNVLMC0ppThl/6PZcr5LAXepiMex6wYq15iXkxNxNs7Rwoypzl3g2PzCuM0PreLm7fDAIQE/g7Pmli47mpr9hHAwngDRyeSnwEA/RXqYcva2cnc98C2ZzKS5SKn2qshUwIb+9iDjsEaRALX+DBKU1yNJ4qMqUcQeeNw9IYYBxfmBzr2V6JryaIXcNi61CfTtNw8U7r7I5H/Mqb8aQCSuTmn2ZT56cbo3eWxt8WdfalC9f8Xm0nSTqj37TuxiHkt9njsffY0CdYR97lokPamtZwik45mArg4llVdUWI+7dnzD7V4grrJTdc2tz7v/1rB6laYryVw6SV7wtdozWE8qeB21Zl+ZDUvkj0IYM5tg5MWjZMHrUw66vvpFbCAv8TnQv3eTXfMlMcrwJDCcUWkIoJJ8A5jjBnCM3zlqml/NKP6VKcA4seMjx8r2a9STL05gD7ygmw4XO21zU1xasDGaFeSmBBhuvqfU5xlDbgOtx6P+XgyObN/5/WMUXlVHfges6eE9RQbAtV+5tU/8Q98boTev6rGvdlAn8c99oT1BmPDSkG4RSjUmDiA4alWJYytYleGe0tR6Z7x4QAYYZdomrUFlFefGqM86dP3MS2N1QlLEySuoAjyELOIAbNwfOeRvRoyRx56xRioRTQOzFHtpvguLjiw4JtHpeT6q7uPO09+F3OTQSYbRvfw3rfyfrq+NfxRm703EQOioEhr4Isux+h0vMQKZhmI7d489EtH+TUa83vwohUvSwMzon0B5BQ3Gn3KbosrUue5dB1bqSlHjK2ymA83/EGs+lAPdAuAyXNISKyTN2Lmx/QvBl+fWPmYdkF1lF2Kmbm6a/AGFTZG65bN4Gr1GStPpICPdDIHIPsx38f8yimZcw+ggSqkJRGLo0M+5l59ofvurjkd/a/9j+ru+qOlPhsy3thu76nb4XR1Wm5Pw+77AS/hmaS8MyNYq/CtauhRXAY7nu108F16IRyUNPITeA87TxJsF6MnvW75UkVw6u7N5Uqbn2K4rdftBezvwOr4zFQvGW43HC3Y6jYRmTGG90NuuxMP1JuDeaEO8J9tkcnDhnozxwTfDsLX4rAr5IjpfIk1MIWV4B0TXnLUNszYwXAchco2CVwYr5NmYbbVa501GCiXw7xcjhbA0vjBOnpv4/BuBgBCSfJOQ8LTlp4I2+ccWImXvPhDaVoAB31j4nvfGEa4y0jvgSLniL1evCHsTz3HCaw4z0PNULFOFHhNCutw6N+ugamStw9U3L6HN5h527JXwKlf5XEzMWFOBadth8dmtywQN0SffdtVDUnz+6b5bXxCCUsXc42dBDvwTSdRQ2q1BxQY96XzTekewnY0QkZEGo90UtTNKzqUgn9vdHu+9E6SNpMbr4Zhi9RA/jcjjqydlkcZIvmIwjaLkiwb2DnKCM3QNJ1hR4Htz2P9mNXiCZ7sh9I+cuvXWl81qktgNJ2aTkbGdtkWcOZZ0eiqNg2388AdQeyxo3lKHu3vgxUB7k0sGSQhJ1jn/ZMgkxr/C/RHVHfu/D6HaJ4941s8+y1R85P3LkVgVaXrNv5MDG5Qqcv2nxbBB/SSYhKXsLX8UHfgZWjeO53BABC5/iLOEcw6WHQWG9zA9Jv/QHqsM3AprBmbbbAIPS9UB63PHRqcCyjpJioiQuejIOiqllIwyhlHNqvtI4SK6Uavc7IhrLIAkZGZ/hAbrOL+mfUSMaqJoFzIF9aoQaWWuemp1lP2aTqvpt87uqDrOj3TDjmUr0QgrsSUMnvP4gm98gVQbQOv7eNc7XjGs97SuAC169OA7bfmTiMK6FpXU3wuRTOuj12yFINt/4KXCwMRh+W8T2L2FbC0ywjfEVWhfIEdmi+V1GiyzHR4+ejxJzr5Ob7FuCokHBvfYeOBM/nFo11l4AAup1J0zBgpyDEei04sc6isk0CEm42r69xxohM2hP5J9UQKJNSDqZQ8YRjjIonCS3gS8fiEP5RmGEmfty7bjI0FHmsHxzWGjJjyXMJQ+liJI0/rzgjsSnnW0O/biS08sF/cFuNY9ZB/y7SDbvJ0233hSWM3zAEwqebkdFgZ20l06EA+DwAnUAk4FJAoJK7Bp77/1pX1ezMcwNlNXBfMLcZ/iOtRM2J7S9uPK0i5oFwQG2LcJQvWWskxAB9an874CVRqD8aHIzSXwxBruDEJd7OS87mJwxjbYW8JfMbdiWFU2gS8lfTjFDra7wWkGYAgfeh8drDzpgoOhawV8hgOLL5hoXC9Cz9lrQwH94S0F4/NAcHhR624jeanfOJo4bOgvzK5h4eFzCqPaDWZXuPgY/5O//vyvpGq//2mWT7j0E8p2hfOZIiM7SdB7bXfIpL7FFsYXfGxCCRHyuZd+iARntSteTlqsiz+TfTGYQrNW3kq4kqJ61ZQzRrX5UB1r0B1cg9CspDal8FFGoVwxHmvVNtgNe2SThJFQRXvm2INH8o1VN4GPrCLa+IpsGLEBrJf2bxxr4C80XvnKD0twsx9YwC9lJIexOiwA/+CaMfQzbPr76cc0sEN6kmbQ3QhcsnT6ZdHH3ALFVYrRQlOF7SkpAD9V8C9FOnxwNHBuVXOEJVpS2sjsJfxkrpSiD8iyjtVXXkJixdb8agTVItzShBaf7VRwyPniV0aQTsVFbxuB0Iz1mWaX2zKbfQnBf9+9YgPr/kJFS9tRkDBSQ5dzYKPsEljbKIQ8yaIlKMMd3+8vyiQspMT0H1ZXDnbs0eyWEgHBGyWyZ+8EtAtCdgra2dvpojDnp06buiQKUelTW1NEIqGd/1z20ktVxUz4WijhUEfJamjd19xdSUczMXOhmuf8IR25Y9ZS3ZpQzo5BJtXSyM/0EYSodopufIcZJl36Vy5DBiA55a+PvIiHnqYo0GHCt+uWGFAwId3RWR3EaDZLv2hSZ6M0LFTqiLfax06Nj+m5tSzHYusuUpIDv4bZn9kVqypSedJ/CcfaDbCVaty2NxUx71GOPptVqO2xTHHzPwLVe7OfKRiUv5Sl2tTe6tdm/FeIQ1/n/L74AgPw1OUyJKG/BNjEsI7+WjiV4g/MMKza/LbolgOW9nmKDJ9xs2PsxS82tBI7W6xAQwsOwyazOcBTfBmsQkTlmHrq2dcZNriyG0QJ1/IfNxOoZAK8ZoW/G4H1oQZRAWccT7RPVfQlAxk26xXBn2lG9c/NhBM+c/LtEHyuR7slkBvzbkJjFvLZnKllasfnibh4/LN1XSf/4gPUmz+nfJmm5DCuhyJ09uaHYJ1dxMzGF8aP8m2MyomuP2s2dhwmtN3EZlgUSfp5lvDiTmksWLw/PY3pzTtzqWtSyveL21XZgf1kU7Ii0DWmO4/noQI396yd0y50Y30dK+BEF+aw3ojREvgrr8qAazQeQDo/XAzuNz8cibFGNNnzMpIqEREvnhEDVby9GnvKmaRwnU/gtaNpSuTKsTqvy0GdoxivRbBF4uzThnn6HMs3RaSR1KuXxwH/oBnhjBKNWY6DbrZNreqNi3SL55r17/2pLHphzaMct7jgWL3VH2keSmnPq91yYH5VU941SFZHjtxho5ehEicUPfWV3ll6vzhHcxHCAMDCd/wcF2Ze73fKHNsrOfi/NJGVhAcW5VKjWQ5hB67JjmwLxlHAHJE7sq/xtGQ802A+SVdXqtw7bJ3uVKCVfHBTO7JBXchDnMWdfXXYqRZ/4UxS8UExFNv5tX3iTrjhlcu6POVVxOhcbRchVH3N+zc7tMVw00CVK0A2qa3dy/TivxlKrvVg5ZU0PCy26iZAG5Jq4NWh411auikIuAwbSuEpIkW82Qr3rYsLEUUOo6uQqD1w6ere2id3yAomZiiPz48oa1pyW0wiDv7jCaacjKZ+6X5kdCqmg51ky/7Qw6rb/i/VHpwphPx0PSFyPdhENu1LhxfTsXKNkp1TZ0ZRsx5lJBocAPy7Zz+eie/7EzwN/cp3UDdx9t5Z48Vc/67IsNJZ3quTJ+8iRm+GZ3XeMgvtvHv877Nza1VZVBXxBr/g7GKPDppRDomqUOvRu/ePyLDuSh7ErhWxlf1XXJNay0ysdvNeANrdIBjSU1o6KLmcBvfcSmVHshApReLuAuGeCZFxX70cQ1Wx2vuE33LRZZsawGjb+9qJ1tTAAX+8NZpjmpKAL7YT3N8/6hNmhuC9biZ8ljCBB8XxuoUr5ZK9g2K/nlydVqEPXSrO5Jz4MjgjFnMgRyEZe9iMTxhxN6m/Tew7l+Nj1y+WhwH+kU1DbVhTgATkLAOr0YWly8p08lrc9ThbUjZq8UfavQpfty7rmNe6m34+4BYxiQ1HexX1DxsKJ9kY9eegJMVs2X4B/HKayF8C9isk6Ce2kl5svs7OqlY2CsNnc6iUJtRKbAN3TPNNGtpRU1cgpkwThsRWQdeiwNSFotL+D1IQkIt7jEna+wCQeUCkQnfv26W+PTXb0caZKt2ndNKlcpdS3HG6Hqjkvusn7KojCCT5XiXO9AR9lQ+8ancNUm9YPbveTbINRY1P1GT8bK3f7UyFgFr9SJxwj8N2QTDpE7+gNIvjGSc7EwA3pvXXzK18FCSnoE/k3pt35JRno/GkYMCnHUnKzsQGELiMRU0xuXsxD1+WN0d+VLrHQ3TNbhHnbbzzQUMScGG2SrsUlwDgnUGsuOmGapd0GLVAHYYhJThqvP92lEYGj7NgqIfTkN8VWFtTYKLLRbldTIml9DPdDHaZSOwl9AEEiNSbNsPzqJOJSKglTRgxCuBc7lVJZPMeXRgtTHLPxbjMAYYxbE7BEtzubQylcv0io2umySvFzxizNws9wpP4NLqFP0wCiJo5TdeTwhHyQrUfXdKvzZztLAlRFHwvECPKEZTIYOIiNus4fJUomw4v9UKsthHLBTvaa/q+cu8uV8+0kzSYy2AAJ5TNXW5sO5tKQkw1D3SpEU6UIP5ziN8vP2e27BPgZlmbx/Ug6auDy40d8ZRb3NMIvXO50wub9EZFSfSrbLyvem9DXgpCMkH2oGuF326m7Ze/YJ4tpCaQOEctzxFgWFAH1vAYVVos3rg7YqtIEZ61zvsm5iP0iSOros3QxVJDpgImuQFApUUtii3khGk62gOiqKlcL/jY2UGOBnsxFGzkmfm3ziTIH96bMt5GOU+9j5gJkEO07q7bMY/756sF7C6OnU4W5tUi/NeMfGReTLF9uc06O1ukOn4IGl/TtbWFb/PxhDF41K+cBVU5Z/yjoJPXpqEDy52vwf7N18lOP5YgCXOduRFoAxEKqPielJD8V7zmpp8v19BtF1w5DPl918My/URKQKzL1GVNdAi78URpe+NynQrMLjOQnHJoTHgn86uMl3ZHZXbeYHGyYNzzeA6WBwxw9dU/VJ4/wj7Mdlbx2YroANToyEQgHNZ+xp/9EwegjwXkf+oQGmpKe185TXtL64lvYrtnGmKch+zoL7PqHAMo+TQpVK6YY/cvugMy8dKtqsZrBk2g5sax64/sazfg0Nc4Qp2pbdWhHxgQmuLC3OsJQpGLmF8dzMKc3naUSnY8jrt4nFHUud6fVO54/P1WPoEHi8FdpdZI+njubiEiv5xzTH5wJKQkXtombtuckixo9kjCv8gBVETeFBDzQ4wt11B3BwNTSr0wYiuG81D+97Ji3pKqT5AwS7Qzqp60e+4w3+IxFEJVKPtBaXswAwwkAHN7CDvl0mpbP4TzVYulP3pFV+WhTrdHcoKKDtuVEaEH23/8mYSIGP+c38Kc46d4J/1L3orRL37qe6Vhwjht0+LLmF+MQQF8Lc0WdXT+9ZiQiDJoDJ2kDnwNP14+HcEXdbMSxrQwxliBTsnuuxi5L3gdIwQy9Y3zX8SVY12IOt5KwEES3oQ6/C12eAtsePuo7CTijDi0yFf7X69hbIJW+o/mtKI2EY/H4w9jL8I0wlPob1W8UkgrYm7MXssfqLF2muwhpbpC3Yxo/op619qooPAGdvMAjeUHpIJBWZXJdDiS502j06PW6Hf+gsGFdcl90nqzn3INeyotO7wHwXY+s3t2QyIyOcoVL7lEiv88ZQqWxafi5S3GaxcoqdDZrH4LkyAXKCxbG57fnh7YJ/mNPzVtba1VKQaYW9SaAE2neQYJOG+xz7Xb9EliJWZN9sam+KqDCtPLZjF+Nil+8FfBktL1H97Uqk9YMFCtg8D6htYQj" local _KZfuoctdh do local _eUZGQKMqp=loadstring or load local function _uKZfuo(h) local tab='ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/' local out={} local acc=0 local bits=0 for i=1,#h do local c=h:sub(i,i) if c~='=' then local v=tab:find(c,1,true) if not v then error('',0) end acc=bit32.bor(bit32.lshift(acc,6),v-1) bits=bits+6 while bits>=8 do bits=bits-8 out[#out+1]=string.char(bit32.band(bit32.rshift(acc,bits),255)) end if bits>0 then acc=bit32.band(acc,bit32.lshift(1,bits)-1) else acc=0 end end end return table.concat(out) end local function _xKZfuo(s,k) local st=k local o={} for i=1,#s do st=bit32.bxor(st,bit32.lshift(st,13)) st=bit32.bxor(st,bit32.rshift(st,17)) st=bit32.bxor(st,bit32.lshift(st,5)) o[i]=string.char(bit32.bxor(string.byte(s,i),bit32.band(st,255))) end return table.concat(o) end local function _mKZfuo(a,b) local x=bit32.bxor(a,b) x=bit32.bxor(x,bit32.lshift(x,7)) x=bit32.bxor(x,bit32.rshift(x,13)) x=bit32.bxor(x,bit32.lshift(x,17)) x=bit32.bxor(x,bit32.rshift(x,5)) return x end local c=_uKZfuo(_UOGlSkkXO) if c:sub(1,4)~=string.char(68,236,33,57) then error('',0) end if c:byte(5)~=3 then error('',0) end local p=6 local n=string.byte(c,p)+string.byte(c,p+1)*256+string.byte(c,p+2)*65536+string.byte(c,p+3)*16777216 p=p+4 local parts={} for i=1,n do local tag=string.byte(c,p)+string.byte(c,p+1)*256+string.byte(c,p+2)*65536+string.byte(c,p+3)*16777216 p=p+4 local ln=string.byte(c,p)+string.byte(c,p+1)*256+string.byte(c,p+2)*65536+string.byte(c,p+3)*16777216 p=p+4 parts[i]=_xKZfuo(c:sub(p,p+ln-1),_mKZfuo(2971160919,tag)) p=p+ln end local fn=assert(_eUZGQKMqp(table.concat(parts),'=cKZfuoct')) _KZfuoctdh=fn() end return _KZfuoctdh end)() local 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" return _QQQQQQQQQQ.load(_QQQQQQQQQQ.decode(__G)).run() ]])) local ok,res=pcall(f) print("RUN",ok,res)