-- 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)
    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

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 __chunk = [[local _KKKKKKKKKK = (function()
local _vHHmmlnrJ="Wrqm4wMLAAAAKY/laLh4AABOoqmbxkmEwOJ2VfiC2l9lWCs1987Q+tiEgW72XYLlP3AkCbkXtVOZTpEXiu70bbDE/OAWHDvkFcDoV20GfQCuMK8vi7HNQiCXNDUUVyLlzl/GOdf969cfOyNCNStmNrBxNAbhUb7bdiHIONds5Bz+d738l7ZytTYPrPHq8BmtlPfs/Di1/itIS+E1gfJxPHUF32+LnmH/ttKNzvvF87D0ily7uX6NuykJZi8241kZD5zgai34eBM4fhteq9BjLbs0U2crPQEhwtxyZ1HrscdlE1l2zbauYTCzWH4bmjlIPXU/NAI3eD3usGWPRDfrwwIDBDUn0X19DD2N6dVduSpZN+kPuJ1EB7F/sylpeKDsRmTI+WhvhvxRC1LJScuPjga2prpngtcobAd/lEL74XOlBTHljWwy3KO2Tt45SEm8HVM3Cu4sLaERvwVAQyJrMw3IMmaqdkhii7fw5oW1hbDvLhdP4jKyeT6Ow6Fn/tLsCB+me459IGK2UtqrWliqzJI2MkSSy2NM/YqwW0atTatp1hOo3DoN9NNUQ2/9EkGtch61xzCaPeAg7a5A2rZRZWxyR/4zezGRRngAHKwZSh5xuv4QTfdJ1ALe3PJ0hT1x19K/P0aEUO0QqtL3BzjJ4BRGXv4MrMuOv3UsZAoB9bETywDZB5EvWeeKseJW1sQCLABhFgpuomCib16Yg+we5AnWvkUSzRfZVr5zdHyHHQLlrva0x8cI48IWBd4caGQgG+L+tj+llHKXkHZja9bDy8B88mf9BPSmqQwEx3c+G+9MeAGJ9j4x9IFqfQjSNfJ31Q1gzBPy/LXP2FC6YRKPhqSQTEvcfx+xD3XUNarQ5AD7FQOViWn6aefsDwJbh+MoI6IGdNxYWz8G5rU6TJ1l6hHTjQWjVQLgBuf2Fz4wFTPbn9mETCrM+CbbH7AKFlGTV6sPoMRu5bOoQTnje7g+zvR2gokhcxlKnRvoNw5VrXUaIyjdnh1WsjTkW8DG/MnKaK+y3jeib/GtjEsD1r/lhavQnwAnaT91aTquP0c9HW2x61aGCb+fWgR464KUsyNobQQbjzSBhHBaYF9dNxaq4lKDcSmxX8zSzNlNw9xSei6eqAIZaL/f9PmoTo+Pzls8PrCv6FWWhXBEI1CMvMgsFZpRLUfCHCNRIu8dnEcw+VAspx/xbGSofS9pDhcDXLj0tzM22Pw/HtmfGtmToOZDOObrIFiqUNqzToAGqO6DuF/V9c0Ib/KQ9UvGvDpWLMOdvVtn5cBdGu4u60KEoo/H0O7hkvxJfhu2SeS7+kIkSce70LkjZW9LNx1yuGGVogwVkl4TdlUUTDk6BTMDeASmlL7/GZpFAc5NA+oWtMCkWC/ORUBg5A2M3KF7avzz0hJVSFDSvBmsPD/2AYkqrqY/OdlpLGRVE6JufZgh7XFXrTQrtC6fFr+d7zs09FY0t0i39dchnHJTX51oDqUPOJeHq19PZpFyYEZLWcAbrntCam4g6c2sF6DKK7Z9JqkhmzAFpATa+/kA8yxR1GUU0YwV20YdmGW9VrTNopkhJeF4l8hSRw1jpbihokyb099P+Fg1IMJcLYwXljgMRcszSJKQjSUuETQgu6ksdlhX0x0JlzpuoDV10w9iIMjH/PUIzyjZO7CD5hOgXEsrFI69zyjOwQlQsEcR3E/U+/AvASqNyhB2jzkTO3x7/FdF1j1KcjUnkMAE1jJoTIX/2AP/j63/pT/sAOPubW5/B1kNCOMFZWDE4KHaMXXr0W3VfePBBfaR3fe7HUh+Kqdi/ptHst4rdYH4yQGn3F2U7bN+jlMT8Qt0tC5InRDeqnUlfmh5HMC02z2j8P8yR2KZ03wh97PSkXeRlKywjvDhehFiPvhlPwi+LG3e9+TLFk6qIGc7+De+ZNogkLjajvyd2Ps8hRKQuiyiGDoIHxO6OOQukuTa1NqiLfDQQj8LDyOnor8uUxl9vkzmxx35hSFvqWhO26loEvUXItwDYhqULi1Y7nhQcWA0ExR95MN5mGaNo0Qf57msrodeQJDc/UxlN1NagVkcRArQw4nnI+ZSS4Sdnn/0BxNGmD2FsFs6MgwJZtISUyxD4GL1FgTvrzcsY8IjSoTsEkOmWjp+0S55gSWAIFTzfU6CM4nZClRuVQ/X9ittlp5QLuruu9ITMBgWZTIpz942HeIQR50KiLojExAx779FE98k3fVn51HoHKVlxU+rWk0xSHkWxvcuHAUJ+VvkuAzTKL4WRCI2v62/E9BJxnSJhhrW3JZF1P6VxAX9wOifbAy8FCvB6wUzgfZPOIqltRbgt0Ki+tISLWmY5BNo2o0YW9570oI2gppkPY5iK1rNQWaB6QNSxbjq/jzmIJ5zv6mgU3e/nYb9By5PtFVT1Sp/Br3cQkB+df22jnTwsTT4pXA1O4zPWIOsoG6zpFeAZnSyDMlmNBL10MnlbO6yiWP5EaiCkkurjQ2BYDWIyoKMhysSyZlXCH6Xd1X3fIs/m8zQBddFa0mdnfEfciw7szw/rDFgDLNUJHR7zTopfXU3zYLyQvoQSsclEVHXGYN1j5P6d3TMzohUV33XjWgxCXqLuJtvBAHZ+CWXBqDQcWLwP7zqZAGtf/VfRXS6fBjqGLSx3SSHeAiUiiI7TOS2ef1FjkK26WHMb9zn53R87BTHlT92gnFRYRxOcdiDvbGGunet62wxSk/B07pUlV9szoPurIhSN6t7UpI+Nhz97m9cGhV1voDu4LP9Dz8t5o9KRwz4r0lDHen1tlgqgVM3QbGTsyCUNWf93tsY3s9OFaBmCBp5Zj01DlgjHfIj/kfG5MWOUo694GnsbKBqWvanfbZvVWLP4s5xJTQYyQ4714WzekO0kj8T0QpdnQy0RPj+VHKGc8SOitARsv8H4ssIISaHcYOMWLc+rnpsljfdrznW3skwceKgklSZUNgwB4glgrWeF///4Ge+JyaSZ7K5RHHUx65rdNw01x3xznvXMuN7LxQUXZE3uJ2W6N3Lg7lbz2j/Wif6TcPvOdKLC2SCpXGR1nktUmr98eIKDF4mieavGfptoWtkg+7l1FAQfLB10hqDz29QO7+82yHVS5tbRoj9x2HY31+XLRSu7vSsciB17BPGK2Tu1uGvNQ5oDFEY6rgr+EfUU/VVORwZkLpNBuHaA/DvDqRtumxJcVs2IVQEN5YobtmK+U7yjnLkTSFAMHQ7jTcPpfApQgqhzGi6YIVUAwp3FQ1/UtqRt3UCmEAsYl1GpH6cmyXeL3tifqN6do9tRBUJ9CgQ5LBoF6c2UiFFMtbUbNRRK9BFF3eCj807h+nuiU3Fva+nJ4YGsF4TT9+BcByDo5754IgcaQ8Lh7r7lzVKLWmtStqELhVYgbeFXfYmZnbpWKhrp2OtFHFniPSFdD9u4SBfUgDRUNqPk3puxXr3jqyyzVBdDhLO4CfodDgCMToFUGZcrO7THLc8JGOiTBXC/TiRFD+B99qRIHNivMf4bzXgzxEZP0/v3dCLoRCIq6bcIXOWszrqOGe6I8lY3HxbxQea0+orfH5BWXKauTBiR2EqejoQ+r5tdAJn+hA4ET40A0tkrUDboTv3qLekXRdJO1EEkc7Ga7oOVt/bUvI0NI3p6IWDp6c8VZoAk7qiwYXibcIDXyMfTWfF6ePMoknvbT6pazitMCkxzAZQMbq776xmmTrnWAb6bN2EYYLocd/6OFk9WSvXwxPCl6LXZozWlMtjdS5jMDpcruZ4xiSEcG8Q4KNsGdzvjausGJPzYyCqm4ds7o6Dmeb9bYNLR+kAec1JfUzDP3olPE8dL/DsdwuN0Kws60JbMJF0CEiGiwbyGanI0VtwwArIZJ+p38zDhLyb6KkUMdxMmkzzotAvw3ZKu4pjL3ByopKM0KsBKi/8sP/DEoNQ7QCItdVduMVyou0PtAqSDK2YqtjXyY7gSFpNrEC0M3KuWQmsl9lMz1Pr9iN+LFypnSu8Wk+4KD+edRl4UcjI26h5aaX0Xvt64Q9sGWGeVxrO3lL+DRyJe2nqAfSW4BouL/7Xi5bol0/W6WQh3KmzsH4hS5bLI3h1kTOvUSAMpX1LWhjYJysd2PHk7rqYp8RIWnu/yGpKl+Ib+jH8IN9XugOX2AjjKSaop4FzIB21PBNJSKbT/Y5hHF9ywN9gbKdl1WKXF66yH87lsNkKK2H13S2kJjLsNmLxbPBvZ1zl75Z+R/8uAsEuCT/CywSBiDV6h4yYia2kUwrzUI2CfeGHeQQCC5kjlQlJZ4T1qMNNh8R0SLtlXjBYSC1RrwformWLEujiF24XrWV7bAa9UzMkKb5X4VAqutqlusRzEgaHSZG6xD+pdNq1oyBl5OpQYCd1wx1ez7zUEIEEwpn8fNvgpLP+OE6dn6V1rrE5LRYkGBey5xnygoLI9ni7Y+L0fLWu7j0bAAcuL22g0tCexum2lagHTyv3ENHtYD8IENGOpi7PxV7IRI9bRgsPt2OsDklvEzUNuD+NSlV0V9fMp4DhLPE3MfSE4TN4bLM8nsOcTh5Sotp3o0adbM6ZuKqQXw2xzrAFWGr2e8wVBr4mg7+x+O7P44crsQo2IblTDgFubw3TR3s8SyEu9Z4xNtpInzPyGmGVW0CNrLLXsoRW3qVPyljAr4qtQR8vtrerDl8Y9lPwX8oICS6l+T0Q+VHTk4Dmw/7I0rx4XBnl+wlzh4vzogWD3Kxt7VUasWSszwiHQbtiuuX1OHck/EvRp1kzWA3/UIEOIRN/B4XhLBDUMXfDQctxxq/5b2CYqUZuwKVPbsZMfSkBUzAY+fjlJCrICqT/aypEM0h4s0Uiyvy7w4fHj/+6bo0CE9JHb+QF4QSm1hxqmeJw49KU7XyY69aljE5QDcQbAj7ou5H0+Xq9IJZa3W+hcs07LumLfrZfvRils+CyumoHnFr8maoyD4d0RfNaUWUh4SQpVmekJmNNEARNYCvUhIDmRTkjBuI1v8PZLbYS00VO09by9To3Y27Urv3Fr76EKtxMuCnPY39tvFhxDTWSRjCr9IAXWyXGz8pzHRi4JxDEj5om8FDsP8GAJFQzYR9LTzhy7rxEuE9S9PnItngh2b8Co4RY2u3RAiPnNSPpUNFduzfd6u5WYQpA0nfeT/EFnWbyKAp1y/iAcgJ4TjlEmQOh/iILlsqYk8RImCYN8I0zmGdIFhifal4vgAwX5oTG4yXKpoiU0r5/ipyAx/VuoaaSRaZ1hHEDJ4Ru3VBm1DyPW2KpOGUrLrxpKvyvo3aAc7WUpA6Od2JO4q4bRzXVqwFazKfSSI9KFxoRS1KzkQV2uxSiEK5Y9oPQWsAQdsz9liqb5b6cKtbkVEba2swe2v9sz9L+yDUyJmyBJDAG3Uwi8vDXg56luUcmtk4OmV67un2W+/rjKYgbc3V2ffs8XmLLE93nAZtfZXMuBx6Fsi9QU6p8ZiHom78321ZS8Nuflq4bvkWyW1SWbWWg6TWQOSpqJ5uwuO+X9f2WmI2moTHkyte0SCM6urejlS9ACooBTPFciDJcP2YoT0iWxwdPTohnIpUePNOm6e9KmH4YLFXWXKiH4ha/zhv2lcm+jknRVly5ffC6fLpOrsjqhQUHyPYPsPn54fz0pcK21aEc1jl/jWIqztbv0GHaf2DxGwQY08FrW0jffpmqzoM3VnN0gXRvTlDC97obFRNlEjWLYPDF4z1f9afDqY2Qk3+eR7tZkatDK+mMD1txPeOt5zrBpdoN96CDcUYWUNwW/+xM7yAHj0W8qnLVblKx6ev8+7LeLqskWCC5lvwvPOHl/ZAt+WHqrrAXnMt3dbnzfNKJfiFtMLT2ik5f8hfH1GGm31MBzYkpWkNyYUHhD88AY/g/yFKMgeoXSPnqxmivMMhdoYbOO47P55IT9k3cIHP9RWTfm9qCQU3G78fYJjv5YBAbmVcXHY5dCFhvFFYdX8HrgS1XAnt5w6wjGp9GSX96kTM3/Q1/8c3nAf8Uahf+TCqbSsdHZe75KTwg2v11qnLJIbdaLB2xd4k9yDGuk9jQ0NfS34rSdhHWYjbcQ4BOc/zGx2M7boWf8b5FXL1TTK21Zo9/rjr8Ww9A61SxA6Rxcond5yebqbACZrYKg7aq+u6ESCbm4MJxkB0egbKc0w1saj6f/beye1JUnva74MC6AvsGYZ/Qf12P8QfuYXdSzRccFFYdMF6cNK2hty+RuNo9H7UOxqyHpgLwgCazTRuGMqihcbyNa/V6Mk4+rW/zzt0s+sz7whvs+SUjPzve685vO3spGSVoSuFhDHAhpunvuzYCEMC9CtzWLAsIFDkHCw13hl5DO+A5sOJyxbpjNk8M+wuCrkeJG8NmLyGGWZELj5HEJKfyCe1ZVCFqWqiXGw+NV+0gtbBqj37tN24nLs7Dv/h6LHHtVENDlD/3jO6ceiAzaZ/Zk0tQHXN6wjW1CAsFfBN6xv4VsM6F2uAljf66Sm1L1w3+vDjzQDG+OVHphPFPlhHiDBhbS5Z2LbV6b+jGXnG7fNdppF61LVvAi3fGkj7tRYiFgFwl0yqpyaUzXFbgcdrqIWEB4xe5JUuN2XcfVMz5EVbIj+apNXFHXBO10e0Q8fMsyGua7N6eYThl/V9FoTJAP/6fPIsjx7Gs54+Dkg/fFg28R+Qv0ey83bgnU6NVky1PfACcJoUmVfeVbM/ZW3xirWjJo2PqWzaWZ4GWeZa+9RIBiU9W5cOuLdH/qwOV0eSs32aC6OV2WB6jPZGN658pFMCsLacjP/5pamyfpMR+4RSJP8YCv3KoEF9NHyaVYfoJlQBMg84V+IK3sV+ha3ePNMA3K4kFj8D/9nt3c0bb3HtTq5AuAnMth5uGy4pmqNFBxmym4PpINgkqvO0uEs5bxpCCOMqyT9rpiWojoXPog4s9OtiL0Yu7p/iBCcgh1E6XFmajotJYFoXGf2mQvyWq7VDhFAMYEjH3Pw9rlo6m0EDqIeAcA5o5y+tpBymY+wmK/tI5z+UMSioB88eC2OdJrYnbeMTKo0ywm9bCD9/XvlXPyc4kculzwj9wF8LhqrUmD22g4GDiOTL3znUVT7p9+7iLPGFLDliI2N/e9t7E3pSELP+/fPwU+hnKIRkY/Myr9n0XtZCOuJ/UVqZl/r0Plb638IQVLgMMOIoCXCk2FwoIGgZWPsYdW8hoJygRIEjXx2oIWhi8BHlbLhBMx3l9/lD/l5/AjwTSc0imJpc0xRnlxogdBeF2klI4r33AWyFTP0LYAucFT8rmUrfYQho0zZvJ1c49rSQPjplcIsXI+pLt/MJT6nk5U8EIt3Wzx1fw5ZTjh+2cqONZirDbkGODPN/N8rSTYyVPRP66nRTTznpUkDNJz+Ij93YaqMrAOm4eQCYUScWF4rhS04K8t/h7HDVMgPVH1d2+xo/qAZtmQieoTa+rbFblcrNmuoSxYdScJESGSO7D7NeajGEvep/6JeB3uk3slkQudFXxIhoSXSEX0oJ1TDBg7NyX4Ahs33/+6UzHGGCSYoWc8t4fnpfDO1ibvbPsIhAHAIvRlGfwHuLbuYyv6GrWvNKnB7on4R4NdhM6As3NOGcCo8SQ+CO5JZ8gvXs0U23om/055OkdO2y3zNucWxyDydBkKlDnru/I4K1/tNj05dcG5IGv26Dtgj0ZyNBr3+jIM98pd7VkbCNlC6e0kbdfJNGsCsKbg6T3V8ger87X02cG32AcH2g95LCtdNpQgoEu5lakXaMaaPorTt4OzpnXbmWe6T7zzNLmLMQoYr6GxKVIHgenMqLdV97hFbxU+J0TPS94+ORVsPPqCjyb35XK2dzub1vXbPDhventtluFcj+lsdeRJwfpI4tQnaYvaS3UR5h8hIOuWM++iGQy0y6fYIEtcWAGMuNsm4UyvK52BrNjKrDZJdxDwgQYH+z4r+SB3V7cmRbuBtDlZ1tcX8rRy8gFfTQSFLXjqVsWz7f7qFObUKBNKIkXiZKSLl175zRosjfGh2TSIAOWXQ4ztbZ8O56UjSLPvDU957qk3v06hNL/ZhrixNm8DgIKxRwlOLwfhUsVg/3h5woVARLRwUoUSDo0rQS/lVrmOluTP3vVUvGQyysHb/ZRPOUZHSxCo08chbFysMB0wr4r9gKRLslrDXalxQK5YWfMuc7MYsFw7TAeKnv/G0tUH9jEDMOK5THwlwudsOBiKPcjzyWPvWn2V9v0Zlmg3Tj1j+8ZZFaf1td2BfI133xtiqOnWq+/mC1NGoHtwgocUHHgWL1tbPApaEiD6f6pS648Vp7cL68OQCkmQW6LFfKWlFGjRZ8XQvOEJMPiJ40LPU8jPDyyZ5VMu/d0mY3qXw9uDu/aNJp9/mlgP7tC8c4h97LR0zCflZ5XFXAJJttY2+QADhYNYzLy6oBh5MSqg+iCFIWdOCAQoeeAdCiIp4iEYsGG/wQH3WALOGoQGIUKr4TzwUs1oE7FpD7PLEPpV+O+g4Nkt4oyiXVWY6XBzQ9dLSa8uNmOlEUCOrMufRoHNISxZdhrF1jadi6IEQ7oGS3Juoy/JjTEXmetCn0Lew/7PtdlEzXmtMmRwPzhmOcPggsGs6fZhw3hVSpHcIDkfeWPDSxmBcN0SWRQpwMOtgdFLQHUy8tEXt9pjmQnZS2bWgMyhcpx9oImEKwV20hgTa70tmmKNQ2vkiGtY/l3W+IjrwL9m091rFv9noHD2whL/yJjNb2Np5NjXR3N3zuRI7qTZtoIYYvgHKusuGTWPtKuBktwjyIqfCRyNZ4+qrrGnHbR30kifARGlTh6mGo8b751iaDFB2FTjJF2bWTd5rKLKX4IBXtlwQzsmCMPLVVlOB0g72FvAjbSD0hPr4CZXbb68RfLMLGOFuM8d3gT6KgzRBz31o8mCnaXdLguS/KmcRV05Rk9bW/mS558FBw2DDhpIvyxSuQYAUQjFbPaQEFbDFK9/7GDHTomFuL9pHHpJzJi9+SUtawv04ZBzTv8YK/EfnWBCmVLwZkrxEaA2TiePqJBDfwV/eaUqyyGKLXjww7Tzpl3mpoJ0H/rOgytg6EmwFgExhX+YS3KhAGpL2Ti+JefQXocz/rNs2v8fe64fe8uYofLSJryJAKVjgo/Beh/eyp0e7bgKTZaD0bH9TgQNqSNwigJxTGT8YbpvT6dNj38gPktNReYJR1yxS9qZrILFQgPWHMT4MV9dY9G2/Uo+u7o80XAdJuiRUgr2qYAJbyn4uVZjvtqDMONjo1uAt335ZJTEp/p88McUwgO/ZZvyK/w6zeOQXVg4KbBhspf9KAgb93I6dgzfZD4ssdHQa0XPuB/ILm3TrCyqWqNujqjE9G2ioVLgW7Tz0c32fgaFvIkNZyoVlmUDn5MHBankhMzc0zdaqoaW6saW9K8gzCfCP5Xv9bF6yxtMHDd3SNLT4SRrSQnxqTu/9P27cFO0oJT6Usj95V3D4yh8JxqXQ69THMeJXfp3Vw5x6leyymV/LjdatzT7xTxrN39jC452qNpamjQVWViVSzzNA1sT7r7pqmeI0qKXyWspImVOXaj/ANmrSgNLwFU46gFuSFr5qGoG4XEA+9h2WYHS4SAsvpqR4aGZnJEQGcRKFpKTwlfeWYeqFBXt/Q5eaFqcSlEY4UPF/u+TnQqs1a8KBCPlKOsrP6bxwNjaxJ+oQwof78CrSKiWeoG3a8GEW31Iq5qwldIqaruXoOT2HO7nH8Ko2dIR2Sq1fXrTmTKRyVr3dCszT29JjBZJwrsEgSG9FRFycC2lj1G70X11nzN5ae0TrjsU5RacVyNP4h2UfEv0Bwj4/GBK4hzdygM/OSaI0lN5JiNK5LWU4Te89RgyTvC4wVQt15n3O0V3XTCGihgvUgUkhoEbb6kmSkF5woG0GSmObgNBnzSN8bj0r9T85+U3DWotz4t2LzcG638/xV9EOZ/g5falz7w4xdvUAXBdQJr3QiWHsYTWIh/ouyiDpiEQ5i4EZUsN7C3viutGUwreZbOhoza/e7Xa/5KtMA75oloGQbfsUHc2NdmqJL5HLYZoHUhssiRZQEQcu9OuGtULut6ahAT99jmThdPtRqwC34kfXLhrLpwHGbbU8JnLJJnzSVXfVCK7q9mVHG2OqJRwbC4zpV278kqv1gKLwccXlPQ32+WeOZ8cEDVn/1kpI17nw4JsMZUz6wYaHUdHQiCKplGa5Pmul+hwp1pEECfuh1phb6DQEca0HkiflhaOIGye6lhpflf1i9QDKjSSvSTRvNa7jElq2dcDa8ZLfYI2KJ3zrPJANq7k/WEQIjvWmX3CLFwAKbg3ESQqxR5XweS714SympRAoHleVYLGWtTq47kIOpSOA/Wn0DKeZNnl/5jWdpom2tgp9c0APDggxbt6TvHZG4+E1wx+zaQHaBr/G1zdnEHAXH8D3aySvL4dVeZ9eQ3CNio4QpeGrck+2yxn1/xBQMFC0ysJaQD0EWCEQ+8q1ulNENsRhEaCT+lmwXFvSs3AkQNIEzbl8cE3K1WSWSAxJC2y6gwALnAPjA2/d3uVTn7uq6vj5Vm29uAHBrgkyTrr/0aAZ1lu5jo8Moj/RbaTplB+ABSpLh08amk6i4egoRLzx008uGUd30Y8UtfqffhWbvghbUa38Qq/S+WQ/XvL5z+jOl7lAISmVhof3NUE6XnUkxWO36YpRC4IW1oJ8/zFGbztehYoccut1y4e2gb8RZWGZ+qfhADz7x59oY+4tK2ZGoMJ/ZgsqhW3JgvI35kN4CtWjrc7PHEeoEdyoYY0y/SWDl2dlwx6RW0dnBLg2mjBYqp58H3bI1EhzAxCbDwjGQrvDAhF858KmXfSanT7Id1q00sSWBLz5CIGsdNUdoEKiP1aNU1vXDAlt636x7LnEW5DfkXheT2178cniAlHkPxkjvRZosfjbHuwQyDwYh18r67CZjVDPSDl71WEz4rCN/NJv31mpm4es9gtGKJBj1aWqkVlgKVapA6JlHQcANT9eCkaZ+s5MREGUoYvBKzj5K7CeSt8tw0r3xHNIcS8C1yPvdF/TNDbkk/9GLrpSlQ0MZaC1hTA3TZfFr+e4BJuNAd/adt8e4Yl8MsDaaLm8z+5nwD1vlFtZk5Rt2YE7k9YBi+Z2vVUHp99bsNHvzDhFEWrcUbxExjtEIlCMCcw9dr+90abxTAFKavnUIOjwzhKqsWbtgKl+rV1kP0GyFG5p7DYQhHtcHiIKbf2Rc4iHjwftKp5/Wnt4tpCBDD6EzWIK/iuOltv3fle4KWulKy/5Y3Q+RtJYTmW5M/kOFo5a0GVKkUawhl2dq3ds18+e3+W789IkaB5hzkdQadpjz5w8N1BqhEDTK7BlCdfenxhxJIW5Y3DVb46QoE554AHb8v2F5/ztxaIYW2marCEPhRezLAIaX0H5I8ZpOGwWzpCu3YtiT6BnAsRLJ0OkRE9CVjy+RFFfefy/86E9pwsF3feCDb+3pROSowLzy6sUFs4BGlDO+mvsFpqQAn2TRJMG2J1eiGQ+BDW6WvoGPKBJeo4IdY9w4V113t8s1Si32Tfyp/FSCO1vE6o3nMyeJ9RSVZ5FftIpKjSz7kX/mob5gLS1oqGFzgx9lXiCTRQOPKa3urNGAPVBRKTKxRAmZqAUk4wWg8ZCRt14Gv3o2ATXWPeJwHN9gy8aYZTe6AKTkTkgojcWPk3iIYMp733CDojmdbUb5sKjW43EWLrwSPwaaa+IPecIH/7ZjwsBlhpm4XXn1OjMd0S214AyT5UN0GUauvE9ik8PrRyqZT5BXQpuo+sE6sZbsNslmeFehviSdhX8hpz1RXd4r0xB8YJTTE9o3gBNbKd7A/qT/XUSM5wQFb/xEt7ztDqJrDG2rIQNWmgeIB4O2xgZQ9LwCXDvNaPf0aWefj+RWbhv9RdodjAh+xbnPd1dgOl4amptJza7CAx+o373ekIaPNbYRMcxVhI+QnrBYO/abr9fENKpnELJC9joJGia5U4UWAzLV4F/qVTBPy4N/eko87ieIb0Z2+Qx3mkhohuVVP6AF0pAtIs3d5FsXceK+nyOvJGx2FJ7TbMdnYnPoFPb0w5RG8qL/G9y7tBuVeQu82Ag+qu8pTJuzZ65HXcuhZVlTYdhlsiL6UVP7f3def6pmNQvFNtI2tdPXB7qTAaFoQ3ZaQ7uZyqkMpl0MR/JfED6VTUX5POVEoCeSzaeOFbuQFQRWtxdEWqK8c0sk2laiWQ/tXDDfxcosNNrnkO27qGTUt2XeVua7mNaiRf3Er+PhvxOmndFj//rZHRVF1kK+ZjnDSde8jI7WUx2H+qW03y+sAy5fXz4fyHhJo6gYwIlDQa4jsX5EzsXKBtZGHsuiCpspQVBNJaYMkhn0QxdF6zN0mgYJDhXvWR5I29AnKX9R+6S/UPaBVY0xAf6TC3fC0NCqrT9/WyLk6b0Nfus1oId8L7ZL1Ho1Jhe8wgKzrHc8KV+jlwURccaOZBPPekgLWwXmaR0uyq8KQtISdPIAf0giPhQ8HNxl6hU4+8j98sBEjVHo9fec6b9YdFeq98yOSQX5nT0mbxXSiJ/U3RbtlyH3eUFZEob+fYFGEA0EzmaJ4XPYOnGeITeFbsHQErdLC/fwZWzs55kFpQfB65sIqHXlsh2sY1ofejzITHjFOIf936oh5+M7nKULv2ISaryGWdwx6jmiH6rp1OZ6aWRD1GKgFar6haIzYIRQfcDwLtlwEMG1FA9iK6q1ga9mGqJiEJcCcvJwFnQReSxpgQYAWCsBlP55FHR/l8KQN6gpym3RRmQKiNmOXzPZ1ZDzQrfFdtotTESxGNWOfV4gpI3lIhJaO0wI5nXmwRAu9Xb60gE+STZsEXyYLE0DRxSBvP854o60aUlIc2LrajV5MLVXwlGnCpMf4o8Vd1zwRGIekXg4mPXO7varA7i9sI37s47AFSoy8FFy/gSOOCkUVjNNDwZ1rnOd5KScN60tNpiUJ+Vkp1xvSWL7ldlCDxfiU7FmgmtzaFCtMWy/GIHEchx3mn7qGwxIbzCczJFJKGCCZ2CInxYhzLsD2dkNXucUl1FcSjxc/WH9lnZNZdz1FC0WM1IRR8VARR3WiDjt9Tf5kSrmXH1cgRiqGmIp0wOGBrb0rFB5KAp8tGJJLRk1Rm1jM/CWmEbGqe0ukR6RGvDOvlyuNZxESHp9o5RO46V6qarln+U0XIJDqCuG8sisYHi4LCayPXnyzbE7lkOp2tBYCpoknj6KqYdeZxpOPJ+JyqgmiAN3y92vkJyBC6gGhOkbVtvsIYuavAe2LUsrSSXkEtCC6Pef7SPGpU6OkNAG42mOW7b1hOmvgC++J7AXFM0luqHPSHdmIDhpZ0JG8geRUWjw9xMdEitNUSml81me3ii7p5ZaH9VimRZDdjDUjJMJxQKH4SlWw8XHAHO1fFERIe6KQnoxpX3xCqlVW0Ldj+EYJ3e60PY6XIiTHtM1mMiPjT+WsSbluzfKm1nmR6A5RFmNoM3NwsJ7PAoi73WuVsga/HUaXuf6sfJMHP3P1JCJKGdcWyki5Gqeby47yFazcD+19jxMUciGYsmlJTLfhGUqQ7BKS/oMfwuBxiQwYB4MU8tlLc5/GNQtefyyDG8dnM8QtxC6OmJEdk0BWYRGF08pEY6LJcrTynGNc7J3R2pBn8MkAK6RYMwYHe4r3OngT5V80vS9c+8OwLgA99D8cH7VwOGssCMF1i8Qnoikk3CVk/tZ77O68QQ/UoA0zqi6mKHkwejh5lWvIUZSD4wcBHvsgUbyrI652CwopnvO4p4+QrV6Y1U9EZ/83BKKvAOptrDjFpkSkEu522zJ5PKtwOfzzXK0G0VekzItDZEbbFcnTZhVqQoZAFG9cBI16DmJLXdOgjweF+KI9hn0u0ROD2OJqNrZFBOJK9VKHl5J49lStdBDpx1VNkZv1Ng/UCX80rgR/upXIc1+dsmfySYh3LsfrtyaBOkFgbGQbODjag4OcjPbDp4v4at5qcP0QMZWNa1LofpH+jAh8zlYJiaNrP8EdMq23NrEmbSrSXQKgMxUbFsIDJd5US/nCvNKAY/RAXtvvDJrHOaRwE0hrHU39LlsG7fYgo1XgaERIBVUF9gJbz2a6/UdNeyDLZbM80kbkU5w+sX74gZ7iUb+yRX400b24GNybWF0kuVoIwhvlvcbDnj8RhoDKQA7PGLNqfZKYFX2anp33wR0en8YDVR+nPYuq7t9ccWwLIPnsCiwuYK0DJGw/6LOCoQ+KxWHlbgGbyQDUFYz6D5u52W8YMPtrqC2dEbaptwr032NONBF5bemnlpxvJoevc7ZegW4BSiMwaor/cNpSenB7ayg2W9B/dtAWAOA3NSdPnDcnVp6TL7uX8OX3HG/xO3LcS1Z7xLh62tOI45vY736XTLTtNuOMd/Xx+zMTFzDpGb5yc1kdCqeZbDtPG4+xo6Q3fqrGrQ/dAhfs6wGVteWRtkflKdwDfSADTQg4yCHPTWuU+sVcQyLqOqwls0KKbIjURGMp33V3PQh0+q8DHfXS5Mt6ksuOTMoh+B0DTCbfUZ90xCE7KZTHVqORJJIP5Jk/psu32wSsIBYY7o3lVbu7g9DOdWScTMg6mEPjBdezgHVkIhlIU/8kDXPPLovWGE0FK+4WV5I0nrPdBkUcK2Xggvgi9sG1emcr2jm3QHeUR1hCyz6RZdijLBHFKrMRCpnIXXgtAruzy/rtcBEJQyTIqF+h3rdAxzL899buURD+i4eojafJkt2RivasTtttREgTWweV2YBIrE+Xdn3q0I66GU8iDz7GQR696cIapS6N9xrJq73DuTr/cESr9hxoOlkXAnfI8gfdqC0em6qDe1IUCglzfp/pMMzifghkb1XxqOBxYVHXGn/J/fMQq7HQPrj6T07WYipIZ/ZMqxlcYWnRKxFA0kIJBfdHMnrY4bd1nLnNpxvzb+0jxckseYa5pWkSVMzOr8r+pKdEM4w2z9mrbkvlWn1zqeYR12AUo5wughI6oWJqAV3TlJJj453UHrQPrUqQkbO+EudPV3wNg08IRVYupvWHsLZXAYsjtpmkMmzHZKJlbPTBBZAe8cwyDpIALV2Qp2vfE7ureBL+dIMU7zMQJSwBfPGn6ckK/eXbOZz9z65V5DPjkI42amClHL2/RF/nF7qRBDLn9+UtZiC5tpQwVd/77yiMNfUJRdn267QocalCDm++Lyc6SXBd8P7K/XT64mveEPu+x6NbExNNSxDE7gHzctxJNaEMdVclBGLtn/REeR1Q6mE5JCWQYWTFJLYiAIzwGD7tGrWWlvBrQ+WQV6kMxbV8tg4QNOtEFriRLeDVr/jDXzYwXbdB9LVkiRtYWj8UFTxU+/JejaLRqsrIrqialt6EwwtvCVXtRrXKcsrtMgJP2PNHb4BTD3TGtTKhPm85rs3/46dPMWQEOqqyCYa+WtdHtouzPRO5XHQzMbLJoCmbCVppPbt3uEXyV0Q9/TaGsssiQubBH/R9Mzwrf00Pl1yylMjknmtueYNeq84zS1zosUNKx1iMuztfd9PXs0O6vASAl7f5Llp7jMLz7RMlrrF+mkpH6CNRLpo0toStyx3VyUjhmomHtG7jtUYQ1dkaoo/88B+gICjxmPYmv51sjmr/VGxMV8IFYxsUVi2R2Qc0QXyhvn4fBTMMx6HM5wGcNeJaxVRvEUeHbdbapgSQqYPj+weSK6KyRgLpnae2oKTln72mLVcK6LkA+o3oQ3DQlr0pqr9WtLULncMzl+CpTe8kxEW5tEATZVvF1fJUdiW5hb0D84J7033OWwXgd2D4nJntY06m4SIWvKuRQ6/mMFvH9Bv1REOQEcn77g/vk7y4R/Ooq9ZuFNn/TqOLQlFf9q9q03EsVB8WdP+EykhUVjJwbX1aH9UskFN+YdHS31nDwhEklKQRxbcX7emW9mcahcp3Una4fYxHX6w5w5CYrvWCRk3SfCUZeMIBEjQmVSinQ9PA7R1seOm/uhg/2s+mvfTABtuEI0+hA9D+wDtvq1MTMocjOzfgFrxT+IgMymbICL4Lu+b7/73IUf9lfXr8iE0uiCegvJ/G2LyyJ3giT2YfAtubLEpBDVz+1o6uB93NblH6Dugxc/3SUrTy53zju8E9XIdRIL4nvrkp6LDW+eypRGSuaTacpKsbWe1n1F8BOlkBNd1UDp1cF/cghmbQFe5fXec5ex0BaDoWFswOzuxDVVefiD+crRxAbvWKDxqs+yZB3aG+5NicHmszLRnbTK+kh9pNO+CHEhd/O5ZUAkBghnrBufc+UALclFlBCvv0V6yU0sI7XgWFYWA8VsOCYdRJl3eWsoHihGyph11IpZp7HNzvnWsMyBEF5U5+TkFo0T1+tsnZiREqXEd4qQSfYNGiYmPkyDjpXWa6L0owQoJ79MsZl8Zn4lVBHmu4mxRGe6YQ4qWoTq45i5IuHXlfUWygbJ8+eD6XeBgTQ0D0LLOpUZQaOZWMufDsRgi0Rruio6IHEsJYz1kmQzS1Wt3erbPRDbO5MO4QCMC5SOQW+JbXNVeSr92ZDTRqXr5D2SSDCWaXdaE5EUwnBFDewNb9gPrwM5C9yUTxhhqIj6uIlJgshmpcR/15qtReNWcKwr4n0YG+QnqX03zevTf3bt1Ob2w41J1xkAYStDONjWNTFPgvQI5U6+3RwLnNYtOPmzE4VR3+7t3IoXrL6W2FSx1zhSoP2eEXye2HHTbnKfdoNXIpz6IYaR7oSIogEJst4CYYjmPnfQvbRAdfcW253HmfF6NSzi3Q8cCj9QZaVNQHy8mYnKPp4fOhxyOrmjLKw8Z1ow+Io+gnGr2t2ggzmRooB76X5Ltb7lptAuoDJnAFDs0p+i038HXve69vW9SRqxLyrnwHHAY4XGybF5ZtTtjoBUGE4QDf25pqpJ44CNdJu6gWj99bloYwdBonDGDfswZaYYTkIIbcxmzdoVc7voRSFwCF8Pfvts8g0iAVqZXWXPjqHZsL3MQbaioWLR3CYh8DyW8a4Qrm33IagCZ5PeJ6BL4k3N6MSOJzi/drog8YEgp9zyE/LWrcX55J5VDt8A0ZTrW9jd4orzoLtrb5ykqiRbc+ocd8zh8X89d00EM0oUEeJfxD1q5Xlv6m+v7vXyG+O9FM7ZQr8FPVtMFBRQmmg4M2/lJ7XSH1vYxaJb9lEK/0767RZwO6bdB1Bhkv+nkVUVIwRWT0yQwb6XhDhVXC7pOkIeAfEZvlGTI0gceoga1CH4quw67WTYS7lv3M/PJZOCPgu7MKnaLxC6eG0vlwcQToswQdmtRrbwoQrjHp7H8V6mlDOGImnNsTMFC9mw8GwKw976Lx+ceISaK8lUq1ThGECc8xTM7XzSwkkHrAl7njp0RDBIW7csa/5juW7V2/zXZOlsJ3B5se2jQW3vkfuAs1wh/o1lsX9YLj256MeC4d10CfXUpWNuxx2MLhGdYj1FPfPfb/XfjKN3JkkcSO7kdpDe/ovPwN9CrTbX63v3UANk79Pd9oRoHwFhqBCjEMR/uWzf7obuFnN+wrFMqMCjoASEFIl4wq9huOlGlvgYJfi/ocQKow80wWu/piwyPTZGC6AQv0Md6zIi3LO/PaE8dAEEsBEZ3CnoPJARJR3jmZrDC6/w5w4QgeDeJwp+5m1KtmdblaUoVx3G3s2eVdn20ZuAU6ghIxjEJd2rOZ+jWSyGnC3Ub3EskT4McFAJ7yBFNvw2QE5go0ZSEMkWwfwOz9HG54T1BPcjxYAdVNl6eNbEeIfBGsVkz1YeURRA1VMYm4DthxPjkZSVDt5uT+f2gz0taqNJhWFkcfd39w7MtAo+on0YFXLAga3Q/Mwd075jAsy4+As9XOLsWMXqIIsk/WyDEIb5Lfd8v/R/644pHs9Pv8gmjKMV6ZJozzFUI9W5tINRzXFasWnC13T2gaHv1onwVByfwt5z6UJoFO1rOFdLC6JiG55ocZo6xAG9x8TR9lx3/5lMJVsBl8hSrLKsf0sm0Tel7WJ7bznz7CQ8a2vrgptLI/99Ylmndx6Me3yiaOkh2bURUtK3MWz4SPcENp4Q8k63HRdKI75AHLRLdsaMOJynyyDqxhO5ZjJVD65k3xq4UlXegw5nIEXIqRC/K/yErh8dMML4qtdcj7Fa7oemL3XrJLXe/m0AMn4dtRVSxODf6452mJEK4p4ceVb8xKJi2BO1VTQUbuI6answ6d7olYmT0fVMhS9TM/Cogt3zr7n8QDFUmnJBj1hzqcYosGpPvdEMBvcaCoFG0BDwvDh/6x5vtnQ7hUkMGZ7zL8JnU0xwhWXAqf5h9aWi2WBPALRYFX9Va0J/SEQuM8c652+80mE6k3w1kYjFtNgii5G6j36WvpyotyYftsh/taKqBrDZ/4o1lpIztlrLiGrWA1k6xbZt3nOMBcuCxZ4vvU0qkX8ToiAOW5jDWhh3tdjY6uRIosFWIb1bkA2j+gmc7U+/f8wQHVhOtOabHtizyPG65YTyHCiV9iXctCqLPmGrTxGZx+s5hfEprvqvgD2e+7IIc1GklTIrxbaeWXq4JwfY9VoZ03uhk8HboAcXOf5YbQ7iXQWuGX9hPTmyUqN/tW+arcVTSewHof/Hz1ud39bvSZPi3cBUnxrEW/Ea58sEdMwwk3jbonitk2EDUPBvlIqLmGMs8Ok71a0qJn4m9LyUdBVoSGyBAZbQwtLLa4ZwqK/gl8TW7EkyIOCAT7K/qviB1iiHaJMRJylhrkWDDYrD0qv0eznVP/0PYB8cfM3Pn+Nm2QrKD2glHW5V+8zzooEaarD8C9iXsZYLQ3+yDAPZBCUWoDUslmBYa9HXz2i6AuOc9Zaq4BLevsEdfPPhD3jSTNISuWQRpQQ3R50UeKvkFJykQvfOOIfOsPH8Fri15V6sRQZdYSnq+z/I81wfhPKtU/kYH7RVLpLYHAKaizhnRjvKWy350iDWnzqAglFMRNBgGXu9X3gLFkOH2MlQIwunaRTOP1clhAkO7hkNNLyhn3atPKXtc5HLA/M0P3BMcR+R7TEkkgi3SRtzpD/sBkj8XXKu4F4LLKX3xJ9hKa6/y33Q53lohX4E52Cu9FFa7FlkEtwdrNWtkWby9J6NdtZzOhL6MgSQQ2cllcYbqc+82CClSl/QLSwOquoEv4FfzmYWrOURJaussNUJhVdtsuKFCHllT2I5KGRBEGatjMndt21dyQvse6durHuCGChiggfWh6xn7yKSmmbvF3jzePt3h3DrE7FpejtL14Os/As1rlayGkTYboAIsAnY4kijtAlb75beO/N300nJ3a/5+/tjv+RsbgiEit9y15gylyIEtoCenUxryNJU62RpOuXeI3edElg1EYVFeKFuj41wFFVqqvOa7pEPABpItQg6u45LWgcuMf4S/Ga/+VQJUhAkBq1QCHlk5L+Ue2un4/Or3s5/tAVip0xs1yEIGyCtmDpRcSYLYWFCPRp6p6nOobg0uFh5J9cxxQIsRBx5oKI1JzLcR6DgxTSbnZgveV0W0aZzAZ8YtywuHvz6On1Q+3ePp6lm6HRYilkc/Rn6EO9tHPJggwvzpCZFcldQfkMVRLFMP4qGnZSZ++rLXMIK1reuWvJBeF38+KSH7tun5SXjYW+Ii/ukHG8CFpz3c+1qafCqVk4FGpC6KriYP9eZkGQ1U8iu9HOwjDsE9vC1ZUgVaztHzAHM1P9Ua2OPR24XabTj7qdgh5U8Hmr30kfC/MynMmHeLZxShxLkYrO6+nkIIny+/wKpv+sUq7gIvQGEDYAIKUhx/8uuQEDcq/0C2pnK0JySlrKMxNf05Q0zIWmqc27xwXvTlVBdtG9IlF2pIKfHlp9diAY+iXbR01PEFoCxj6cTDJKnbRpgnCWj/ffVJeAxTPpbtbu6EVKyJuODtT4xK4MYNyEwYeB/1xEBMlsCEXxMtI6GKVfixh7/0weSqf8DnOUFxjx4XsMAv94879AME2rAhYA8H5/RySqbVEnRwCKDnKmg83NoGX+GPjjEVSsXSu/xGsRb9NdC+rA3vmuzeR20yvTwh+j7YKStu8WPt9IkeugAVaY4+s0dLYHxXIeShfIOGzwRqvdQWUB8PCnhH6zYT7RwlUZChW2KsCWJDGVqvPWvdC/IkZHnlmwMRsCHh6RAUMxaV1UeL5wERghWRwEM+ejO1Mll7504f1ojiPj7eM02xvxMaQ7/cOTLFMLrKPw26SGSaRROxNDQQYuOxMKjcf4dQfSwU3hKL65MJsD9i47mHOuIfEgHeyKInMndCZc+4hekcK9Wtv26l15KQToxoJoIYsMZde1rAmuELEGB7RNR3IwAlw918RZ6PtveYKdMLqHKNNX338ZlGWPLd4ztTSyGVFAQ4AU3Yza+ABi/vud4dJjoCo+7VVdVBVUkraK+UGu4+UMkWva8MlyZ11DNOmC1oB0ljAxqclY8d+9AhbM8g/5CDAIK03ZhPiNvbJqo31K8332XlJzEymaqjSVtARtBvHVsLu9fDmBJ+F2N1umzJv/KtPqbhWi0Fbd/nJRaF8/XThEMfjRQTOS1ANMo0DxgkTk6kUwk0OXd1uNLlkZMesDRVTHLakOu/iKwNGyZXNlRsbcB0cy6aA5CCidDXDTcLYTy/bQix6XTGKoiB4amMW64ixb0x0XoCHcGye7sjFbiCkujd1YcJyukvgIOPEuLUFCsqGDYuyNvMylMc7GnW4TLS8546Gvmnc/PsWoLLTuL67GP2lHds+ousXeHLI7b3mrIno86hc40y5MspjDU6hSLPElIuz2b8x36pOqRG8OQQ/MEbXOz4gAtIZgx8a5xcoTyk+uQfkq+DTbZXTR2JainEl/uyK5cFYkwycT3cyZJZJCilWJZxlud0BDxAi61jkjJ14WfTm8HnzAXbn0LfdiXEYYsVKf688enaQM/RY7EyDTjdKWBFsC5JfzKU0ZqTTHGy+3iTik1HiLnjdo1YpJRBZ7UQYz3T8+MPdddPj4hD0HrEv7G6FjB/exfvDAOrqfXgfJWeYV2UApvVUTxqtvG1pueghPBI55wh/wsvYCqq2esakFmiQuAOv1zT6J4okwZD38R1A/X4AbuE+BBF+ZcIDmB4FcKcZdcmGwlECxleejdz7T544xQVU1VUzYle1DKrq3MD7IbkHeytFnTtT648FIV6qeXCm6GhTnjlGn1hXmBubvkwWEw6VUyZhsVA9+ovJRu3BaByi1ux35iBBva6CWclXXtyHAvncmm+vWabAO6rcfXVhlm8H9whKfEeyUoYuBql8BjBj9lzUTw6xskwhi9gqBk/1l9uakKAMEAX/KoYkJ+RimwdU9tAqjrAbzYZ/TUujgfi42aW2x3hQqEu21L3oM1kGUbynbOzA52cDo8+wemxiPgu4MTo7oCNfyn2riAmYdwUBwEs7VVnPbUKUFBPXVVkT/dEYa2hx6wb+nMeLX8fyMKzD37/PdH5Ve0RgQqp0sHQNbVY/GWwAsXdoiNE2d/H4c51+2mWdCxUNKse+anqhhZS8bUb7QGJ7OzqQf4B9Gjg/l2m9xbyuzx+F17B8Mf4T7gpPfZ8QnPNWf6NAT96tUQZjuqw8v1072/tJ+ufUQDhflw+EOg+vsKKetc2zso6ztk6SkXlYFL6DdTy6xMjLWEyU8nhtkzZ7YqsIJ1WbNBv6va3XDZKBRMNdTZFdYCYJxnJoXUR9oXi4FVIpY6X/zVKq3I8zTkjMjpTVaAu3nRf+5hVTUkk1K9PWkAcUgYAb4j0eS2pp83pJqWoAPfbxfZNookhn2cY50PGjE6G9QxBvRrSnOOTDYgAfknALXeyfH7+VoAtiDimaHkyH8q4E8WNJ/W9MXmSsrye4GAS00RxS7krCCBqh5lmJ6GVbrQt2xCV7tgZTsM56+Sub/Xa188hAZmVzIWSxqZ4N8BZbEwGP/5Lni4vqzXSvfo1qBGvzyZCFshJhnCBHV4g4E+Gzib/+Pvcf6O4iUw/84/FmhmDIs0kroF21/E20We8eZX9r57gaLhTYBl42MxqEPiOnQuxQDKJPrpRgBp6ZEmWGExwV2ek3e83ZsbhhTQVXSFUmGw9GbbgDel+VMSShOlfqomOM+jng0yOOVfAS7Wa6baZhcgm8vP13iK7OG07RbWvBy39qpqmhTl+jn8NY1btZRqVY5FunPqrU9UNfM+4r+LQL/dgXrZRUnwdsQnaVvgz0Z6YMGELEKOUlkr+FCKqjHaQIfi6iD4BIHW1sX4ERvRynW1uW5Mea34/HFN9Noehze5RyRNDXO2ZSpOQpM6bWcLmY/pYMULPuW3yjQleto4blau6B6V1cE0sXQyxAwoVL1z0Zlg301aU2cZdTCkLaiVJDRmwy+8mdCP9F7jep9Vj+6d5W+PYuiwfm7mssEXBGi98YUe2RflyIdioapt64PLp3yZFckO6ij+EtCFYxSc3KOTc498LwVdTJ8PmG9j5AB0t5a3FwTujUtRyfaJPpGOCx5EZ8vkYx7zMT61wAi3HvCK/TdOaEKAHdFw/t/XEYtl7birl9c6Ij3eT7GdcIe39Ltz7/XM+qnST/eqEkCuw0m/7Q61AfOx0SbPYmdISYHXLXORtg+CSfYcVP///z9PJLjko3iLwtv6rH9GJeXkPbMeqR2N4lMnyxjcEN42fj0wHEX+5dReLr5tKjlobFo4jioX7i14LOAgO5jgVRXH4gFYIgkj2P49Ihtib3XTEWCi3Mnmul6PhR89N7HoqGhSxAcKlU3mmNftJQlORva2lpp3RrFt8jA9y3gW7vulza1FC7Q939nC77xbl3K3jrQM5UqoGcKIjrXhWfyUiaY1bZaJflC/vQXotGrWyIjeVotcl1sj/iXz5rQLVPqfCD8XVjbXgnMmaRFxzQDUbsJteNx76ckzppQyw/0n9KxRaA1/ROllHEkWX9S99DJbE90Z/vWvDiZEY5T256mBNWh2McXbPNy+4k1qisltZq+87tbpm0KJIjuv4i6qWAFlbljGs7gM3wVGBCB82Pv40qQdfszWzbqScLs+kWK+wAeobilsqay7PdWPn7foNVctH1YlUgXJUyqxOYNdarZcVGjlow/P/62yIFEwYa/zAkJilKK7DoDpqkjAWxvEzdadEU8UtF3qimBfb46Akyw/oSvyUDC+o18I8w55pGnE2q/2f641hXtLIRg8p1ZjKhq+ZgJpKY4SEEo+4madwfWLtShuyJ+q00TPxP3gD835yDRJD4IMnXXXeKCEDAbgElUlN2sopnU0kHVDuBZj2NO7R9il2brEbns5W8nx33i0IQPZo5HanrUGbLLRUa5uH85e6PI/rFXqSCPvY0jtoBsWiraPLPAYsLATfjKgcPM8n21yIhl/lpCDAj7+rMRhAF8Bwib5oDX4ZBHmr0DNLhCAh1AsSfJEVC0AjUHAsrUDwx9f5QIy3fT1IMT99fLy7xT6b0N0Ohll85LqtdY9D/TtSXuCHC40P1F7kQBLeddToMWVCwYY2/wFFHqaqZeFniUcq02HC5xObRnSrsVVoQdRnUNUhmrgst0pHetJEkOXlm5NX4juNNhkzwF7Z2FQ9RUgqwpEIHJciRVhg9LYQhreg1RJqMtWVCR9FRTQeo7IQaeyifbIQznKWHRr1XcXyaIeHGmqlPf6QXjLUXNz4D8XCzbH4ytbjArq/gfk+ObSM2MbbGluwPA094c1bQVQzXLuk+S5GGgmNP5UOSRtZ5xH4/7DE7VjJx1LAxsqs5A3Yczdr5wU2U3YNMUdCD10FyjkZZR7BilCT4scQnrJPbckCGAY7zcVZBONBU5J/T7nu/o2FKgiblJPvL6N8JtgnRSAeNoeDIV4CSqxX9/4EqqHzCOw7jdHsLelAHZnx7Bylm9tCrC5nufQMVNPtx7GFSALR9Op9rdKw12+x/8Hh9N8tN73XwQdQ9q6Rrii9gxIy4m6YsXwDrcIHItYXQ3uLqhXo175F2EZuiww7brA0X6rl06o5Bkno5EysOeRO5bPJUG/KlIDaZ/h1kJJ+v0EiyFQ0pBrdQ0i7CKPeoORF2pKdOE6iD188JzX7qlsLeOfb2xvJxcVDt400yY+LHGcSugNYacn0N+sBlIywu/XbXGeHkCwwsFkED/BuH2gO61ix/iBOto5r/29ab0i40nkoQLCxZcGnIXxxxBf4P1p0By40KGdhYG42YKz9Jor8CkRpe5hD3sTYF62aYHXU3zljlVZ+PnLhUt2SGQBMCenFo1yOABZdfV7RRTlDEr/azDHU9Vbe+3f9Vbp2XSSuHl1nzpRQXa4qGKK75eLqEO8b0ol8cbLfA7lgf3S1Ntcoj0dNxPsCHThXpelCKwsxHuH9IZSVrCIbwg0PtrQFH7eQVkyBVym5IxeQCRjJGCLKan1qCKt3K8TclFS4ivHs+Cfs49VkjreKCfJUl4uF9zxM/QsHuMjNQD+C8/ZDPniw4XPHKIwmSTjgUjkarboziWiLfsT75bkA29+3XudT+vT7akGrYcc7Je50yYa6PCatvqnMJWoSPPpok3qSKke3sr/MdSvWq2QVGCjy4h1ihWF2+sOdM6EgGMQDSjMryHzr9SGdxO4r/aBWWHRCCKXecvZWKVdcLjU2mnee2pcm27dL2M6VLGHCK9oV39dTJs4T60Y3GlCqNLDd9CRmynuLqB2P/7BeA2sERewCI+IDT6NV8xDTRNgjAEvco6j2/l8PJ5r/WFAWi1vY8AN9iwPbb03+UCfUNHgpiR5cbdgZ5q15wtdYUTH5ouKUvRriSqfp7PjpjLuLslPVWV5YDTPNiTqTvtaZcYNqzSeT+9Sfqcm0rfOgbDimHr6eMKDwKnuI/HoQtYKDrQoUCaf8WERqX0xqrOIuDAMh7uQlcvKRJKuqKoAxjzwxK3bcLffFexRbldTxMWb4Jz6zS5KmKPQcjApTKtH4Mkp/nM92U1SlLl7aAX70Tv7cW0oUHWP7VOASHPlI5QOEMlEwfrnZUNYfveesFsrD4zRjWVqDfPV0u6YeXub/40SofjGWiyzH01T31Wt5ZfQ2R6f/T/ZjqyCLysO81+xsgzRKPzH7n/84/zh8FxLIAg0ls5yy1Z3vwg/jZj2t9jSpgBtbx7j6DA15+AUPMfAgF9R9GDZXl55F8gv5lNhEZZtkbEUqOoLLyQj0CSzMP5a2udJGMtwpqDwKXUw0roFUt+GKESFPQX47axxost9KWUGynWj3brRJAINZRNcpCVS4pt7v5pWNM5rJ0ChCUfS7fnkgv+s6cTHDJqEKaITE/CB7+NoKZE+l3tb3Pa2PhrjvkyTV9701dXDy7kUKe4mBWmUYpUFE5fJDzfbjX+LGlVVPGLiqP2rEWmxDcHlmfQqKQviY8zyDpNxSqRdql7gpVNEi7tvIw3DupAGjHaJG7kzbRayMnq4FTjVET1+q1aVm+nnSI2mSHLuu7fZn2XXdZOYPv7Nb1JsYf6F+E5cHh+TqYoRMuldQ52KGHQSSMysQbM6hsnI5uhCmThZTfihnnzi+55QpTOVkrABn77wLselRIHZS6g/q8RGc46DexIWSkMPwAEQbr0czYuwCrqg8xMTZh39qqoXU/MtzO1M0FWW9YeNqtZwC5c6vrHLOyGjb0pG0nWvZDF+RTvJHFzF/OmA33d5YpyCaOG+U7oh/uAXfAyvPDc/d6RSPEtLlG7+nf8V2L9NXXD7Htdp40Bdz2nAQDt/zFDAPfTXSRXjmSsy1dCtEGUm1Bn7J0ARNFMNxNNqcmDF+eVMVbLJHLn5LMxYE/gNZas1WDFnvn7uppDF/5M9sXMyo5grtL+CM1PvEJdyIy0RDwZiE42xGxMfdklDg3Wt1/6rhHqghR7WvFfM8iLTGo8rM29LOuwP1y+po+8RgFr3IHsklG8iuzD/W8/efWgZVKUgQLPyYfcQeUt2xEVXFOx+5HHZ+ZSCnVmx5jNt/eF3QxCf8N4GBSk0hb/9a7sorD+6ekxVaYwuVYjuX1qG2pZEcLd2ORiqGBJc+IN0QopjEcQne36BP7kPYmg6s6VRYBqIcg3TAZdvH7iBjfVN4BS7ptETZIwpTfRSCql7CYhe3oz0DJDFYMSYKxQrRaO8BPGv4A1+JIJggEfNdgM7y1dm+oq2qJr0KbsUC5GnkH6rrxo1HuqdPnLGzZIVjznu6uaNdsFEF1LwecdQme1lRSxXJguMHuy5QYcfkLuMvssvf+nHSFyqBY7n4pj0O4GoxOOdcg1YDWiOPOajIj2KoAEljLKyWHq8jBIzvuShVyf4gYnjbhyZ0o7JZq7FqVNsE7IryExlUIyvIYFtONZ/Itl2E6+TdTGxo/arvDXTannVKSyXweasE0fqjdNmpCPoq3aZoMLJTOvqPuhClfF1nxrpqkQ96U8kJjJ9kzdqemw2hsqSRZOK3f8mXAIXxBNuD1jqYAwWe8cQXtrtvYT05QzegIFQUIQ53klbVV3fsY1SKs9YvzxgSUGHiKte8dsTFSGH/ePyXWWk9+37Ft9jdDENtgljFyq3WEiVb19CMHqNbsd1wm5QID5Ly3RlxEKcjxANNutCGm+QpKUQirkIoNnYfvwWZ5j+OPjurwyGJWk02zHXQvvNPvPRKrz0qrlxMoEdCKF1rQkaP4Z6RwSW1hbDAwdQA8pWGRTKY6KScysnZcNgRsbOF8iMgu4A0uwp8FjkkOaZOoX3VzbfR50TsrA7a8HyjeeucSUlzBUnkFwB6OPxRIjwHPtcYh+MUlw1G4XIR0c+ogCcxGzkZUy08SGaE42JLva/Nvv927MooMANpRuUcADzO4vRK+RN2t3QVVrcLieLeHJUZjZ9WZvnADXQ8Dp2LdpUT1aZiu5s9iw+ExyNDECnuclZUSF/UoFeu8MBVY8cu61DWbqyZOjapu0xCpxtvxzSlpCkcBT2MFe2oZ86z4+Im1Nkq+oVZfHSQRhB1UfDVLDH4+UQzGZoljKgebMgpWkjYVR8lg6etGbkrI5r53hUj322Qx0thmMBDXU64ck7t8uCa18fyefTXw7x77UhQov7lG+Ifz78gx6GVGjpkTb2SkxUCYe2fLByM2xiycDIM3IsPVb/OXuX3xrFimY07bMMMaARAyoLn57TLT3zsa7gghH6ew9eZpM1J3Juk3FX091BCWh0PvIvO2W4W3TTfXIe9OQtUzONybzmGZZno1xObljMF8g3Hqgdwid4iHn2oejYZQqPTuAW4Q/3a2ue5X2Qw+eQ/JAkreXbHkzJqRCbpL2qPJATuIok/IgdZlHDOBqxqRNS9PSm13ZMgAeMR05w5mwrMhUIXRNfhNDSEeWgNDuHzz/BKUvtrg5bYub6crmSFSiJjBoCRoOYx9euUizXBOls/VcnrCv6vP3BQyQ8c+hs/WToMWzRMJOC/nWxf5RRzuDxO5xYJh8CADz1UNgaslfXXEYaXueHbAJPFJJQ9J8v3DfbwZmkeJfr3aDnRvOpAtmbuIN/rVUMST8A0NSLXN+DAW5YACqHRDPSg6XaiLg2q3bEjmk+scKCxtB0/ortu3WxSRKuIVi1nu7XLepwwH9MoEU0J9dXgn78XN2516hNnnXEzi5nP4D7aW1c5r6h9eIS1vsPRJ9VKvAtn+ctxaqrJRo9MiBpXiwux2S5P7EL0fFWiRuVfKGwFYIq/Yt436BNS+h7a4o/KaenHuCvqv4iZ5+tJztAL0KYdxbcL3wOM/RBQHxhGm1ycwPVvDqq2NNy0PJaW9bQmAQH2/RsI9IKYqQx4C04+wq2+3y6v0Wf2f5mgoTRaYd9p0KVfO/wHzJaP4AxtaHXaMG2T3agKwo+LxTgeNhPXLwZYQWYIZ4hS2ApMDovUwLaCV0ujYhUCDkS1OH/tdFzOmrNGRTilJuUAaxGL8I+x6V9ht8H0S3W/H0X5SvghjkS+3Nurqncy/u2UHb/OG+FyFdLvF37DqP3Gv5g7NYqagJBNQGJPDYyBkTAo3fWcJjvVlyazZwYvX1lk8wXvpGSj5hh4k6AYUkAUb049NysinIaqDHcfx2rFpgP3NIE5hx6BQNFx/08jKur0wxnXiu8gu5Bil8yGf/e/vGcgG/MMUGdagUWPgvFkm/W8mHc9VXEqk9kgJL/ShGdodSEBZEyRT/ku2/TTd6SqD/AI7lfy2/+Nyh3FjhxQqtN4WPxXF+XKuGVprjW9mkGoh+30i7eyTCh+jsjTQ/ZenmDKsRTSEeRCHWZllJTbct3xqAvcVI131VD/MmybBzNkV0Aiu5ucpDHQDJjh8lFV6QinrXT90rZ7+B5o0b5dQDa78Y61uj5FeWcFm2eM7pqNUA87nS4piEw3CPbdkNFxAcNHcyhrpcsf0X4AwlWht3ujrb5bCS1EgT35ubAqfbFUU7hRRN/XBWdgbZ9TZKJWe9paA8rYo1QQwBfCoIdQZD9nn8MaiiB5WnOMqXOQ36IGk0ulaIti4EPlMFAdjd0YfuyUlMvN2BFF8Sx05Fmg3hI6CXbh+S2nN7VQz9vLixrhztHuuVaV5LN7BZ9D/HVAob9O1wa/PZORnBdEse1zcjxny1hxORYt2Z+PEI6nsogBSVspu4ba6kscp8jQnQGCeGjuzHtAUpvlS1oyv5HmdZl1B/BACEvBXzeLRjwrDKqZFE8/WMFMocTMFQ+okZ4Mdwh9sRFRM4XIvzizGcOyksbVBZhlnEh0ztc1RTNKfa7aBMQIKzT5iqkOVEFrSK4j/T+cpIeCS1148m77NZbLLRaGmV3h6298E/yYjvU7Gv0LJ0O2Vf4IocNruSck/iHVmzsNXMTNxhUxxARnhA6kx2JqBfBsr+pNxw+9UytMwPsmvnZ8B4Wd4Q9ltVHWGV4bP98HPclIO747+b8CDSzVpHbfffB7A6wavkHuinU8CWsatWCeNAeuLSt169w2/i7NcJ0AbknMOGuaHGMjVRUWmbjJEsyn4cElf64f8JSLxwBXaAOogB0dpDJWIrqGfrbKywaeRvGoOSbXNWLCeeRUyz7W9omAtOB3WWpd0maGHN9QoeEM3B/hx1ORykWVUnS0NEn8x4QwxEaaeQEqXWev+rfPk8yruFNMaTdWqYhQrYK/oDgenUAtiBACzoMcfLOyS/byZ4XGr0RjFo++qD/yQEGCJG5mVmmLoui4zbp+pM1A+umuID4rUGiXJi6X0Rd6g/LG3rnrckHOTVz/IRRlaK245fg4ZAQ/4bKqfdTCXtPMm5jwSLpReedtSN36jijibk3ofZGEK/tgW9b+pezqgz4d8NrMax08iJtKYv2BUF0SwdD9SUMNWN1hvnD5X03aqpfb4hkeSaqMP8k/0B3pJLGohrBn1Bf+eSiGdc7smBG9Y2PgX9DLLTGWyv1O/c4yzRZV15qccqKzkVsiAOLDoQJxgd8RhuxJlhXQzd0PNNQd3Yb2HZAO1t55LmTQ3oX//z8ofu00wz0DKnA9BT15PnyUKbCJ1AGcbVVxbpscq/20SDKloG3bpB9ytuWYTOEzlSRRaIko1ajEmzNQLP04w6NtNe6sDZgMS166iNsxD36OpQgEsNl0c1pMyLHJft/VUbsHIhMKyFy0xboIdG/MDa+mZ6gEEQbYXtfU6mTLlYtgomhywmkC7I74yvz7HxTyrm7/u0UZfmdsHKOBw+yBQ48m6W3GHOc/EIYSszW38/mXYmUkeBeFcV/1HUtG6n5LSXLk7YOqTL++cAwlJHn/eFyB+PH8/HheHXUMkNY9Pk2rBLxngJ9OxWlGAeahAxumOl6lw/3NTY0Pj6fWNYOE8avfvQCQCq1IZFSd2e9qCdvwEJ6sfs/7ZJWnUhobIWX5v6GfP48Ogl66e4ry7LDWETlrpT1zAsKLMj+Gtw4Pi0ersmy0hhMsoaE9KLF4o0kbWm481oTRT9hJwqD59c06teQ6lYma+dFpSgCo3pVH/vTVDcViXrq4/eV7UF3CEXEjwcXqeGOjrkS1d/kPIGr373dvn7vCnXXN7MnusNO7KubVQugpRLwk0OuK/VRItazBuIv8Vef3IRNHgHspKfTBUdhS3ylfhOtSbBAKwg/BAfMDGI+eUj6sG66ahYQaQT/gLa6qcPRc1LCLJG6qbnYfENoJa9UiBbU7CoAf5CMTsvjXEuAG6oEOW/my1B+eD1zb6xmV157sRobavHhbL6dBMFUDaFOZgHaPnt79adkgOH+RNhGEwvGeDw8xZRgHKyMa/zPPVl7EA92pFiP7XsYyVt9tFHIgaHKwIxax3wGcL8p0lAMShtwZPVXmiYkAntloJXCIIO/L0JYNcA51DK5uuh7xDf5I2il6lotG/GncKYN59awv+Jud1syR+L9Hu9h5kuYlHRjuiQzTIUbLmv9aHySWUUeHfZPpbnSPptkVp3LEeLB+F/jdcyxyWDALaEVHrjritkY4L4SyWrOVknHX2ZgLm0WNAVx2jy8FVYZMAHox+kBSffzOpgTDyhxo7+1LHLbgE2C+cpxPw3FjksX3AKl3QEC6yf1d89AX3QG3OBHCvQzNa9WnzWuJBdTdQ7W0noroahbjVB1rIAQev9CTeInYhcCDbp+FkJH9/Ad6BRnZvGp7E28HYiopJAz6q1g2h7N2UoB8NGP0cu5eJxWCq1tWJduAer+fi3ubG6xZeUujrG3xxhx42MIQMm0UX62+a104lWX/J3nWivqF8KldALf+HZMPFDdS5Uu4qtjxPuoIR7rzrszK8bAoCi5MPi0n0ruLLIyUA6Bo7Sz3to/CPigl2i1HIQOKY7HCbKK2DYr9Q2uEOuPTU+nTxRyhqQRIqVYPCwQ9gztmklkzVE1TP2pPW7jCaBurD00ZX3DVZqUvqwRB1QVwvtQidHt6F0JvAAItefptrBOVOyOWxjbMHATMeTYGcF800ZvZd2EOXVk2rDh5GG8FAhWe6sZ1G8qxl8GNsMu0DDAW5HLZ1ehnloi90zImTCdiofXa93tcu8548Nv4WFy27MtWobJP07j2eM8ar4ALaeDYfS/+IcHeHNrsaWJYhtHYgYXrui631MtqbmvEO2vDPhKAMxmrUmcg6ILu92OLDyJQGNG6omTSBr2V6Y5p/XVFpucMTvlfRPb0+P7j0NG1XdURRYyQ0SYG1PKSOjJgq9u6ZJpKbQiVDNS/RUr6k1Q8UUVbYpVoLi73kZ5w1PRH8fVDGo9VuIQcTxQjf3eIuN/+gDC1rMkFgmz+rb4eVjmxlyWGcmML85zgw3iHIIm8ga1exKkF30Pbc9r0j5rX+VnKrFCO/bFAwJtFclztBVfaUtDkps8KJar8uYJ3z4/rptC1aCDZEjQOGuNhYYWnbVhlxFpynwjoesnIAQtHPQOX2Awp1FSNytRUhD9RaMCtSiif+66ttBqCVmk6E8AVVsRTehBHCGuBofeyUtUw8B1ANq1KVH4UujUvcIqHhnoGv1TEnAyJUmzg4bwZFdBPnDNeDsWxLHwYDdfEEsUUNT8ugP1MwTmzvqD8vKHsa/uz94SKP33yJIEK3yWO+ZtMVD80W+bk6S3biVeoc2bTRxsgFtmEZ3qPEkwOAKzAanZ4iitCZJ8ZVQrtWurLBeW74ezanIsSkdX1OBS9fvOdBkFsP6YC4oiRzqG0Wi+aWSFWZlk2lYz5Tn+Vh4lneEHWmSCHHlsNhUpuYMtfJ5/vcLpSaB235zsKXILuATwZgF9IgK6SjtpwHx/5xYygjRj1gQ2lOKPCTCcG+jqjbK8oYEFeTtKetas4JSpdlEefSGI2/YSzVkUYy10RfWjZ6UhVy7u/rijW6uSKozgghs8ZSooxF9SfUT+r3jiCRQpEHqAACJD0ps32EEvc0RQU6BrJ7Lk4AEU0VTIrlWOZFUVJfMxgQSnfsNT8dAb/U84gGEGiXthmJXOId6PWxUdpvHJTDEnJkMc3XdLl+2hWh7RVMbDbY3oTKE2OFIb+af91vrXD6VoF7y/rtKdACGWXlnaxrzl+efRsZHit9Kim1LIoWZwoF0ym7Lrn9auL7nWD3zrGJ35d2lCXohgBVnU8FN/8BmbLsXHNV5q2YYOR73nhI2oBEq+AN1mlCOcaM0zW7tRxhPbD8xLriGs9gvFjdZuOJsUdes/IBWGhKNw6qE9NzOO2ExbnWbp01Ze/Qi7HlrJLrxUfFeysc9M0CUCRy/sTGgetMJlO/m/R+B/dWCy5efqoKVoMkaQJON+2y9eT9LRvAlnR0nw5KUOhPs/TbkgALGsJVZ+s76GG/U3Nh+Al2CI4H7/ngXekzLWGhzGSj2LhPfaRTdDXWdeG7HZK+JHbezWm9Hr+8uz/hsHf5adv84S15jo+5tD4Vmqr0YZy/wiDK6jPg0QXqRDZAf12PC5uo2ar/Tc2/IW2WmC438+LR51xwbeaCTqSBtA2YwBO5WvsL2EgAMg3/qte0h2pwLC9lynuet7FtNwdSMrumXAlQNef5dPvnwngL82gzlo89XRnCoLCUyWl8j8nwMr09bTOL/d2J+1KQFgLhXmJMFCqlh6v+oFG/v6YrTc6/0Dg9EA+ipplDYRgjc/AOuf8h24jev3U2czJ0QHkh0ciJjhnMOMYkYB+STDAsBcwKYhf4mj40lJ7Pb1vLDfHYzLIEvWK2W5Op8OEDS0u9ATqPOZtcDOArZh6UerT8fRjOj3EvtofGGtEwW44kyuZzcHHAyrqUZilwCAMd+oglsMS656Plw5qiAv5SWm7q4Yk86lIUQBc4zJGiHF+0CpjGAeO5gfyQqfubcMeXuEivjSM7pMF9u16WUYpcMYX+qxpX6gSy224TcGJBaaJaAR6FxZl68i0O0J7ONsFP2SZjy5n2bNW2GGL/3cWFRy9wdglR3BsK3HAplfw7yQiBJdV9TXRUJTp8TGigYynMAy2WaMz6pjfkHuze475GKZiPV203fMRbtLVYs1LctQMWyz1LK86icQpk+Juozz5vbpibf9RgNGAXoKSslQLMmSxAqhBP7GSZq4UMAFFKN3ae/mEwy75PjsHq0N2DU38+azTdTz8toif4Hvyf/pM97qvomuCjyXp6LYIFEH28sbWR/B79clQhAkVo8GkDJSzGUTUHjMx3Gfz3mNj8Z7v0tFmKvj66adJV5clNc0c8S41yH9GShSxlne4fae0heqfZQY3k+ZwYOGPh/KfKlWkwtFK6VZW83GcGlmZEt9C0AowqBYeAsntPB5J79EnNvyTtdO5t165vwFIJKpAuHPgwQCrsc4L/L1eN36aibVM3fewUWmjJhmIQJ2mhuL4EwU+jM1P1w2MB3HbLjkrVeRKAbCC3sKJP8U+dmVNsjWOC5Vf1qYOs+P6rhBvcu4eHSvWHY1wStKCoNamycKxXQOUnAT+POKBoUll2Zh4eLY0THHQQ9s8iEGwSjb+GqG3rx7RFQ2gwYHM3xnhGrZERkSD15TVlyMYjUdU2LWPm6TJSgK0dxF8sD0zf9AJLvu7GeLSPaYmuXKT0gVHXDJgN7ZNmpqEtsu+oHL1VN1DScrXZfk7dYT8pC72B2Yqp/LPBkzGMvDOkDFLcJaapfFkMqapBzAhPillzC1cUZ4gmT8tXzdXArkBGqwyvfNsyR5VSTgOpvkXnAwBen31WcyFgeZOPeWPDTmflRBErwA2E4HCpfuKXqNGfCAfyb6pOLRwZZHFvaoInIY8wSAWwvXJMZSTWVWh4ZUwHxm8t6SyDRuXnvkPofTHsjNOna9UNQrWzwZLaEjRA7RI/t6kPzL65b+lEuo3MnSZxXumhGJGGcPJX3/P5VcMDAOj6y2m1VQDqi5t+nw64W1MjehVCyRPiF+kQIvv1Fo7M5E6MawNfgTcR/9M/F0KETAs2SfRxutIeuX+CZRgOFtB0dF8updYfH9zeaUyjv2XsdizxdjdGbEwCBzWL48m70Y870bKonb7HFZqczIjxVcgghwQRrmYaHXmdwbQGgeKMBHMW/DeljJ/PHiMzaytFeKoZ+pFTJDgr2SnJcGPjzzGbVsa1/lu4QaGq3h65WAeO8wIZ2syXeaJcdf1YfB0RDvEx5V7iOpuZpHXDujSLSu6FbjwbFUbQRP9KGZAjQs/gy5iqR4nJX3qGXAcrkkdO2m6PSMahQOkDHi0SxGLjNA2O7xU74jEhSrTZjDvIshucvKpDQCOA9VqGejq9u+Jeesw88CJpIMGSY2krL4pAAgOLS4wEPWfUcCX1X9LS3BY2xD2w4a8hXFWWHr16ipuw7ARwgo4q7pu1puvzkAkAAcxWC3Dyau9a8JlqFsN3nAcojcJVxoDCNz06Zpav0ku4EzjO3WXXnijG+GStFfGsFoNx9cdRMtRmQUxXsvujBg3WBilIcMNLmDa08nl8NBk4pTHBYTIpZYXecz4ufO3E6OsTUDMVthu4ZGJtBovfe1BzOcUs+he5pcdqpEZy2qv0sWHIcYForu93GUZ3iQ0pevLofSlBAQ/h0jzE5ZOoHfOZZTE/rv1eIE0fIAsPEYR/f8/J2clZVmKdTrvhEH0wi1KC3CxdUWjpc2MPG7fgh+ifafNKDgsWpOElnMDCxEuw2ICNXxlQbOlqF0aPHvZ1eXryc2wTRR4fo/w4pJ362+p8GbVPn42+C9y2mehzPFeGaHqQvhvFAvg1cXGTRqHSlxb3M0dZbvETTdtXCqT/OfzQpiC3l9IO3EiHGJljFLVjvi4bC8kYFPoXtK6O6Y6MvwNeMHmz4sZy/eayW54MLaRXKnBEgKemVNaA6ExASFZ+q7AZYAUlGaNOe/p7qqqPl9ExbZCRxcOoE2gS2ZZMTtZ4pVPzFuYNnd1fYK2gnqpBeEnSQ6L6xaf2kV/BkI5/sHYMBzHsNIYTJQ0RTEabc3ptK9IQol0+6a6BkeocysxQ0XN5NTXsmfO+79YsfWFoN8bgjuwPp5lsTV90eVv/Wie+zBu1mb5nE1/ncbnJGT5UVelAUW51k344PvVnwarFTYJSj5gYczraw7KXrKSdoME0iL1Vqj3UwZYrDVkoVs8JpnS2nVJJ3DSQQ8yMBP0pZSxurJHGrH5YAs24XgQLIIxxhwlnKdbEKuJ1eLffKJI4HBkSE4epHdliTezT8xeI6T/wkH4AAfIoV4Q6WtYEgHQCjKB2/9f/BMQRYdYc9zzz/6DRLXkmdkuHlgq/SWr5EERWk9b9KMzZWqu1fagNWgUNjouWqHN1IMGa3sqJmIk+XuhA/0KC5HF3cSfV49mb2fe4pzN1W+nwvoqw21Al7E7k/JKcPyFui7SPtC2Lwlrgvx+BqyvH8WEv1k0NkYEY3g7DEGWmzlPS1oboYmZ/C+Dsltdo6B7qplrn0CpGxTTwjmg0R18zpoz3M93b2uye9DlPJRBvF01XTZA1oYR2CFgaznfX4JDW8/6sS9mwUUtzlF2oIlDdvDNBupwXay30UzxLjhG2/+x4e17FRoOLtg2Yn3rxVYEsLdc1BjXF4NoImSn3Ri14euZLer+8pFrUIPvTxG3rdlz5VHk8Y/69KrC6+kKHoEPX2eRlicZIU4TYqYq3NgZw0YmNVWhe/MoGW0GcYQs37m38gTSXYpSV5F1km5qVZswgby0yJuZv6lKy+i5tWJ3S1WKnkc534pYKF6RWTbCtnDdwiY2eq3A39JlX/Ln+gw1hineFM4eUh93BI7YxKDau/597Tip1RGrCPaHiNNHgCDBoKR2dJbaErcW5lywKzb/laKcUcnc5QtPKEb7S/2Jjhe3CoucF4SlWm/PB9NKDAESJGz2WcI7qIrKvDNvsWy9YCRGTW4YcyH6wb7PN41MEYcCbU6f1HXfR8Qz27RrizscpfWbF6Ur7S15vUuRtLNuGp5Gsie+n+iYK9OvIrqKC4y28y1dT7ZOGcaYR/Ho/mGI8EmURc1yP/k4sPS+/OErJz8gTgiOnSqwD+hJ30pH40q673wc5/HOWzuD3jajar8ycDG8UI0YkhnE6bV3JYmg9IIXm/v4G7D9WJKweQQURgdqVAZnxG+jPrFk5kXaU3zj94tBfYr0yXdJivtWt0AG7C6CqgdJsmGq9GFE03FiTvBPW1FZwCg0JTLw8NoB/qKW39v5HkhIVbNZQGW1TMCUuVeVvfwifVAgdUXUe+PmFv65BfH9IIrMgEd43CogyRk4sZTw8kWTKg3kC4wPbpGxGYGKY338jquGGlWkXgpZMwYbxvuTV9upFpfP+nxE9PqlqXyPP4SGH9kEbG90E+LzIQUP84Jojyxb+cWOLah9palc1X59RMuiY7A2lAH1m7/IELVoH7lBDg1JfKXeYEw/EDmLRimi1MEsFzKue9ovDhlLDDbi47kgj87SgEahxn8nylmOMD0jnCdZd8LGE9K+SsQvGVdU9vSYPaJDrykh2gkyL/9gRzGpnbdbTwEPI+HrY3qY/Di2uOdh1CZWgPCDHf8btAYCmAUKwkUEvBeu+XdDNK0EhB43neIhXi/y2FLeAylhb5r+NdKSOCGOcjrgXtsVR08PN0xKFWVoBCC8BwwV6yqsBC6PhUkQ5vPrP/wvavSEQu2YPkXvO8XZz6O5wfPUui+wIQ+luSQfF+Y8s4VvqD2bnfNFtALpor1pckb+R7RrMQWG12Fj7O5Ig6ILVbr5oV8QHqj26E/tR3EfJ/fXWZxH+FdNH41RkN9uPdCyeA/neAw79Sl5v/e2FadB2bf4u4IuWeGjTgo6/CbrJKb9jW1DiqSb5BKj4HrkdQh1pi2H2VrXEeShjSMDY0nCcq5ppuu7X6dv4QjLNj+12SGnlN39+iRTJFjlGkqVykPZcy+ekYuGLpbIURPEKk1G0T+EQuFu/E6Rjc65i9MQXWbW9jRpvmJ3PAqHaboZdZ3COk5id9f7+fjhcN+Y4XGsjOcyGvcgfwK37ul5Psb0E5C7ZgM72Sv9CPd1h8il/b1HklDS0S2srteRk/zHgHyIGPalQqHr9MwBik286dbZoz2meDCgJb4GwZZ+ocZevvanTn7XVRI9K4ODhuVpUIQuCOHOG6nYbE9bwdTUEyRapjO4HPaSPDKy3qrYgMkqBvRBTeJ9j/tsP8RzSBE6LHfZRn2RbSllAzNOuyMigNE+nvnWxSpil/iGkdiQXWgCqn4uBKOqHF43PEsqg8dXvl33ujwphwy2KXgvf1Cg4o8BKFhDKfeI30hxTKvrTTjlbWyHQIy7lKQt7C3tRP0Z4hT+XcUg2OBYNHOnDVLExRzEerT7NzfjDsh7faAEkMYo8skhk6xvO2PJI0RSlWFUIPMBFpssJFe9opLRRDr2PjTSDr2Pd1lrlUTwCuGuXWsagiH36O46SMJcSZpndqUA0EZLjJlLRZwqIj31RDMo3S+O7Bxy0ALx7JaeOk0Xwtl2vYTp+g+pCK6zt/O/+yaQcM7g3aH9qjkY2+xnpHrzdtyoyJjm7l/dxvlMgSqzt5KhC0gi1DafP90tckjzKdO7RYDtdqHhVe6iXgBqDijPqOmGWTh/rE7+ujxTL2ib8frMX+XQnrOV3yUNQBhMnVERc2AcUJamkxMu5SfRbAHPtdiR4usyjDfEQrWDe8uyhZDNUJRR2SLPbU/lZAxl+CQYnZvWum07gWn5uv3GR3RDiqP/NT9kNmwQOim1dctmFxZIwn0kOq5tLKGcP+T847q3RHWYtu2FMlMHGf/dlFN+Zn7Can6bj8gcOtVJz81A6eol9ZXAVB10CXEpiDOocfojVfhGzwdRzJ6kojN2EvGa6wuINYaA771F3NIALVBg+/3ffO5s07yomDSLd7XcHQIccjfdRaTqUr87sL9WDqYBj8O5DJwl8kKjxCsGdeEPUFBB1rRVSczitwUADIGWQ5sUjF9eeN161HzTd0Dhnh1WrFckRbf+ygPEiGxQ5wLJNHXDlb4HZyrNWpZi8M/Vdfg/ya98Iks2RNef4UDpgF0G39oyvIvucY4eSpIshIdfZSW6pt5pxXlWuWx2RAhzQXkhlx/IECZc8nmXL3asLcuKmoIVAym7tsQHK2/YlfFOE2TtdhcpZQrHK9KiUFSSNYkanQAIUgg4sX4Cd9wNH6mmWuDgAQwdW2AFVawY4IeN27ac49BpfopfNpeplwq6rXxaIkyn9gE77WDOKEygVHQRpdIp5giJ6V/xLuotrS0LfYoFehRBqLQp0LCP84eM1yY7KoMzeFANj3GE5BeqH2oGdJs1oSGEXLrUbiSwzjxxkI3SGOlmRU1191el8K3q1QdKFzT+lR408ocaPd1jnkyuvoIwdm/oSy0gsJos84BG2Ej/aTSDR+gN86cUR3Th6xg0aG/tAlkywLUDL1kcb1dD8IBQYWzyX79lT4Qe3uLlWKddTa2+vVkQj23DjGQSc/s2d5uJBdayewxatmYjMSjABfh95ulyUBEDHGYAYfUYByLeuG2MMgvdu85JSLE9ljBWRmqbo/i0q9lzvn2MEsCiEdsRPtlCu/7v61d8wqPHEiFTDH66MXkZl+SduiBicXy/eYyAqCYoxR6ff7n5qBQgzx+5ut8kqOyj9VvF2VdvfDeAGrXPPorPdMbd8InYGZH7xukAbGclkz+Bry4M2O7/HofP94mRkBhdUb4SdzXgMnA39tj/SuJDtF4g8sJ018xEqsdBkdqut8hoHtAY6PZzCGb5R6b9y9QKFsV3g+l6TmyPHgzLMwCkdCadcASo2fgIar+joNQ9Mcj3qsgl5eNDxKIfurnZcHVSLUTSv4+ZPM0Wh1ctIwsnw1c4NnEH8AQIW+GVtP3hTVtCMvkNFis5jmTI/J6PdCeL17DumQ51HmACwjfoP2g05B62Eb/idOm/Qv/Q+AOcSJyRJXO40Wu59Cb5XcwmCtANFPyoJESD8um2T8b4HQuJniPNFazWkuOVlmfFOwRNdtIGuH+nqR8nYvmCnmu//4uWFdiK3krpjmKul8j2V/JyaglCRfAgmhUHjl63//PlKzrh2znzZHhL7Vng8VPezWi8inna7UfPw0FErFjsA4ktxNEdzoF3Z0wk0QAB9x8/Y6LDz+qQ67D/7g4aK0gzM28SPkq7Z3MuzkakDc999S0NN13VrsXslSYcSOvw7RaD5xqQTNA7O4NCmcAy2DOJIKgr5wcr/zP7gqvkfmkZML1KQpHDFB2Gt/RxOR969Dr7EZo8G7RLN0eh5kDv8aeSa7Y9oYE7eKq36/asYqqU11HzSKrJ7qkXXejuLUXDK2VJ8GbKSkVTxQ7p5fX+3QVj7EtK5qANAQIm+6OKr1I2zGbLo+zdenlW/Z5n/jU6wNZeffof2E7sdhi0MetIBhZuMElcLbFltGYyopZokae/jCfdrxslK/viB1BQvHnpgMvT8wyd4W4CFI1JBw3SaUZ589/leCgyxHxOBZtq6vfmT1/ZigFqoaHd7Hn5V/QZ7MPGNQgGMmjo1/+GDYAngSedZPk8m2/AV7QfQ0U7R4PEZx7V7JGuOask6z46qZ8xLIE1mJKVUtB+uxO/EN+JgTeRt0gZj5Kzav1KtbsUS3Tsm2EUWZ53e1POe3k2tiPkmsh57Z0n17cvzdSvoGF6y7T1lxBUU6g3J8/NADdhQa2IFbHAK8RsO5+D87Mwp4fpPVyRsrK4Nt/Y6ytnD2CArpGWQB3flKeDrObU/dWeuSHO+ourk6aRGtdZLpU4CX++Ri+Nq5Y3rFVfoKvQT61kAt/tv7dDHeKQ33zInbnWh9seDHJA4eYsAmIfO3KRdP7E9LgP1mdvOdZ0evaG4vF9vsIV7noFNVDxd/HkltzVbfEZxUjea73hNMIzToMXHJupi+X6/8vBUut3JvlmABAnQLZFq/CIOKF2eInKS85h8qTypj/Qs/xYoriaWWO8cbF+UoId8lyij3VLry8Vnd3qw5QmT59lDQceCLusSebkkCMwkZcZSV05T3v78zg4nishHMAlYcREZgEVoW3xX94oYVxSW10SxCwAimrfkIjqknTEqPAj6FyM5bEGdcAPIUfJqk4qBv5bEmrR/2NIThphTJ5RK9JR1lH4qLV633kWMN7YKxCqmbJvUMaWiX+5/tQNgvfIcvoxnxxiCGGyvtDsZPJyWzUY4B1xDviL37bYCkyEMrj+x6reIvqAc/bkcPLTgTm6OtB5js/v6yl4WDgZ40tiEvqk9B7Vb1nXmRCQLqh0JZyxzI1dqhXw2apKr6SeM2V/EaENDoRkaG8BWV/2O/mHn+bLM3fuu/qxrjoVHiZbDiZi23bM9qJWAeJC7Er/H3TDsg8R35IrPA3ZFo/MvYdoSQH5pNL6ZIsvf7ghrUlk5zZEe6nwDnnik1EQZjaDhQUkJogfamNG4IYJO2gvP7oujr/woDcHw3JIk5DnpCSZr/wiqkeTCHAM4n9XSObQT5UA6ZXXFrp8Dh3y2yo+9oP2jr9khNQlG/tpCiEYN/9J59my/lHhNFWEr9IhXbC1s9kI+Puy+YwL3FVqCjYqvunCMAkVSsy2NnM57aQng9NuDbNnOXDsWSy3f+ZlnotFBz3nfTHnXLVQSsWWMP10vifl5eSKnnLWR/Jv/SZRCrrWHg5pP/CqBp6iBMB4ArJpKeZkaWoWUiZmZzke//deKFaGc9+SfQYlcyLp3+z1YrsLMhNHyj2V01D/P7diNvr22hGFTcJC4vPy1yz5XgwKOqi1S+mFEhbtC7jCiazFuK6a9+qIl+aVj/gPlIYv30tDaYHbrwu8s+9Su8EnSPJXQvpboL45OgPEPd3ymnEEFS+zjYjHuh4fovQoQEp3lTQO4aEiShMpVGcUPWA5onUw96FywJbt977FJGkaiKVAAc6Z15fjKNKwPMtQFc9/17mbDXxOJ+ZO3/ClkR8hUwLKrzKj8gQDwLu+P7XHVCufxik9IFWUwj/3cao9PGgWxLOfM8zz4kmYTshk057XoxIqnBLufBdzTSHkyMozHODKcHNa4eWz7DlT/Aa/JBAfdKwHPVgKmFedkwmH1UraH20v/aBksw/XDJ/qjn1oEcqP0FB+TtsI9qNiymGKUj8n/Smgr7gsDJ/DnJYpB1AMFfdpAjPtDfsryqVd2tfXYQdhUUtITcSkeZR1JO7aUDbvsdqqSi0CVbWKm63psbdfYvVIFl7fguLXlJ+dUIgJ61XmF94SMhNCGM/WwkF2qkcVIZPm1VIwWTgGdhpHJfRJan9ItAaNFY92WU9O4JBhs0/GqTL7QZiVqGPjddwtFEr3BpSVEMOw0Dmsm36VIfRGr8oCOJYa+RSCZMlpYYqMDaxXD1Nt0C1fVChpmR18h9LpimtOk0tjhn6CVwPo9ZtTSk17Sbb8pFabfkQv+94kn0FyDNEJ/urgrsXM2Oa1r8W3oSw9pycEkIDi8355Kunt8Rz1JjmzpqapgpTdfi/QY6TpW6299VfLT+y9i0IMOqLgqQUrW70ZjG3YkwrXCbkWb40OVWYHBOQz7FG4x1BY1LEJmOFr6t6o3qEpLotTXDAyg+8TfNDDZqatKCTsHMoDxcRb9TOdeO0JWOMhyVT/pfDrUjoCSmWJlmQu5mDqh5HcYjo/bJZb+U7pQB/as1UacCuYGStBmAACIBgrxJcAn7repnxx9N3TmCFoYXU8k3iqqZ1b/QXF1Zak2Wlau75Fl2nC0/iSH0wGnESwh7f8KfPraxyFpe5pz8DqDpwCtEGEizOUGVWzYbQHTH5ZvgZJ0AkDB4fXR3EYYBMyMXp6n+bI1XPvcXJrQqn7PoEPQBkn2WInU+bf4PntCQsk8TePrMUGcjLQMZFa9gAZ1p95RksJYJHjXnOamUOJj/j9mF/ln39K2Yi2kQ74tIJ/UY2eltb1Ag9yaYLozPPu6tt6HQiUkjCKYmAv0mN9vg2L56lGfA3OuTKmkK6Y5Kmj+dAQ/Q9WhGgYcSoczjH8YEQonPXrz35mmtBLrKi2/UowGVjJaEBBfHTsWWmr5F1+MBb6AY9e3C9RdN6UrKq4PXM8pM1zXvEBLDPPFvG/EM/V6KU9tyhjtyjzJepbriNrHWQUuBl5V68tDgvGvcWWDnlbz8DSUJKV2bAoriCKfxf3GTliRryhr9J4blsAa3Q4F9dYsteW1useaPZ+6yoDZ+smShL9zkwSpVueSyzlqmAIvVsh2eKpA/aFOa65ggKFO75wQXKuVXy8mmOwb6CnngBUol4vuTwbCdv7lOgKHcZi3TZO/Gc1kauB4nnEdLzHkhdAjocWXZQCA9IGCIaQ62UcGp63OTdBQf7QQDZMu3otL9K6Z1yP8VB3rIXxwaixwctnN9t/M+AVkgWu1vxrN2sBoE/ATRbDG17l51jLyrGD/y1l6Jwb5sgWiiJ4jdZUW8NoL5j4yr5d/03lWzQvfQ305BA3zCunfLAwCkodFkVO/cpdHZzSDV5ibjUl8D0qnlziARehFnhZbkxSrmU0gDXJT7AVD/fXNoIKi+nk7mGyF0unk1AwxGrCrMcktHuhJkFzH4YfF/rDMtrFYc5OuJLPZ1wpG8gt7w8lrqNIvyuHQlMxJzlXCSFpmFAHsJnLJtxOSZwzRr7/ENd11Vvp7g5RVqS5dEOGeegQgXvA+yHosKZva1OvK4BOxUTAugn/lqTguAQJqSnzykU+zVCE2rNq8RsN0gLxMHyzx2CT/Us8Q0ahCngcv5G3glMwlYF9LROtgtOYxlUzJt4GcPJ8yNEUKf/ZF2I8NOv4UcN21kaxDpq4L2xWYi784sECqC8IP8zE/hqap/8pIaJ9+qcUiJ8NEGI5XX18moBnB4fJcnibeLEfxkxaulqX3/BfgNPCgS6mBJWbqSS/a5kit+PGRS2en45EinaBR/za7++jHdFFg49/5boDwjSiR5vCXnw9ikiU2pF/EuorxOjyRhnu7JXKgjIbSekh8bjOAqsAwtPy3F6rwbTzcZAuOum6wr9RPbPOSRV5OLcdQcZU2GWzMk35vizJOrhYwDeXARtBPPyFkYXlsSfUgsRtImenY0ClyMjmwStDDoQ7HeB62lrd3Lb94EGRFne3badbzyhWteyYLyrxzK2fzhsQxNXwt+UAW+jNSFAinxBQ16bFi346kgn6Lw3RvzR1WbEtzcG27puUECgyGTA0vTvHeHUZEiEqexpMWvl29hcaDobdLXrJjFsb+mtKXWWiL4gaqqd0fPfDUuXrZJkBW0QiKjm9FyuZddlntQKXVpxNt6EFFaKD40wba0WofYZmRHxSisRgXG6dj6TnHpNKPIHNdF4TYxZ9GPEiNLjcPrOGu8QclMUAq09j+1TijpIsHeJnAONJvHIa9rPNfYwNooki0LIUwWz7DWZtP/K6cLewUnf+U1aVlQrN4xtNEZcofm9qkVKiKpSO75h0IKP4Ld+uBTau7skjKMf7IcvjRAdikuGWBNH8pI+TbKzlGWU6IqEuxvD1VQecz9Qcc5fFS49aKQSIW3dHF3VV+qJmeOAHmiwBX1fF5YBzA3U8PC4eSpucFIfuxcRNGCnpkm5JAl/QnIC2EgYCrNjTDZ1uwH9xNAZ3I1rka5h1M3GSSIiYli5hWZtOrB7Ggk/J7xeTytfDnMo1WVrD9RkEl7j//HaszpzaJUf920oWHdt/cciJQa/HuhlfKm/+1zvFhom30RYht5+bRAxjvm+GZgW102rQEwXq8Jx4aYAb8K+vuzFY4SyevqVYBxyuJzkbSYR6CPZADhSQChwXyjJKucoyCOCK5+AwRqlJMVIze4SJQ8GFFYgXxnk2x/nCNC5nNxntDGaZmGfUNNjmh71rVh81+61wUi0dfYlRn5+10yQSI87WBsn1hn87ZQB2kdS5BI27BMsEHh2OcKOuZRPH3pmKaUtwaa4TwsP+jlyjbh4HYM9tCagusfNjuH1AQE3RUtqBTv3zGdF9PDBaV/idc13+iBqNBrKRnEpr21hTTG/vMzujpO2JH2TdujJ951iOlVXmOn6ibuwa0nV3Sk9L9plyaRgYfSzV56qye8JUE0w+Zy12JGAy/caOsyoofNuItKqk07vefumXLwtzrme6FvGIezehNQ9zUheeXgRao0mttWr6Kr51VIC2rgMRBHqOYiGgD805xQzqo6zaL30boWDcEMoe/fBjNNFZ+QHt08bHZUba2fYihZMuLhuUt/MhfreYohNRgAXQH7c27MWqxkvlt9SQ1mbrIYXfhEvbX0P4XyM5AYZgU5ToReV3tSas4mqt8+qfjnBYyiZgVCdUQm4jI0PAnsKc4SFzD94ZMH29HKKd0zUbCs+QWv8hMV2tpA6zGpdGVphUH9dfHp1K0oyiXcuTvIUvOtrv1YIDtm4+9qi7FBvk5GdQMCUnuSa/xapSzPmWDaz8+hP1sxtedXSNA77HJL/wbmX8tRVXXvsrWBQJ5BRy7oKCNWPt7G55Ei9ihAg2ra3lLjonJRoGtOIZvhzCiGb1RxB+4nqRtLk/5FM6N/eJq5a0H68B1ERbHNGgSUMN1SoZU53oqX5fr57E1s597wjguAxnl42El5i8NXeb19dAVGKIBRCOq/f5vD86wurVPu5PtwDX28ZGeQoxL9C41WmUzs6b9pSZ/2dQ3RULYubUpsPJHQ49iUppj+u3o84RHYcBqcNpamgK+uv/335p+0YQAL/rxEney2vTG51NXoYDgSBny95SpFuWdDcwmX8Bvi1X1D7v3Vp+a0t74BgMbx6RkBJFER2ppKgmGZCqCEmgY6a/1plQJnMM7TaGVpm8BxmlEaRwnYxbOHgOla6v4m1e4f8nXJqzE9Q4CURatWgEZYK7X3s07umpJs1OPbmYAxFHd1w4LuKRoJFAzNoglD2Er8tVqQFiIiZh/6bqlc6858NJVEH2aWZJEvl3P+AwqW1/NgGMKfj9oz7HWTyBS+4xcgjCZroZtcZbhaAxUmaHywSUZ066Qv/fZ38/W7WAHRmuMgIgpviuRLIdcBDWM5XjN5D2GmcuMnLWfkSbTSYDSaacrfd7ZCujudOPnxqMGuBk7wH/TP8hbCD0aO3IvzGKl9md71BLprTjWG0CnpcKRDLliKnDnaVnIVgSwIrnhlc0KTItSVA23Zh2WxPS51YbgG4X0qA54z/P/06tKT3eBIIzIIYhMX5umGbG/eCNC7FG4PJ2N0jQUtP4fysC4/KO1674xMbEjMkNXus7DWO8QFbveSyRp7hIwqUPk10V6yG40DiVxsKolSJnRkBJPw0oPbFtm10Tuzx23qQS3yQsDdvtfDCJLlk3GvllbhJAWHfa3SdAx8jxgqQ7Ztkrl2NuBVq2RRPIABsFY/04Jx7q0I7LHezhABrhhS+LUzA6s4cufMyF9DAxM+cy5SsHiNGTjwwqg3s3jEz+hZbHx5GChH9GFC088j7H0E2RlBVs7fCpFPCtYh6LVypSGXgh09UwvWJ1so9dDWfImw7voumD7QI68hSGKDGVLk1yo6oI4AavSMSTgKI/SS4BBSNVrHGCDIPejY2QIlKqmpicurhG2wpuS+gW2FJV8D1XRp8CAR6XBjQIra3ZseTDygYd7eZ1/MDEBRV2DbqwbQ6jYEOwKfXf1hPb/dAWFp4vMyqCGdGRRqN6m2ggV+vn3zM3oLIs93F++WhX/0cTHG+1NW/j4cTvNr1eKGKk/RuTBC+lbuuINwvkMtVpVD8ZO96DbvREin6mld1MOolp0dYhryLGVDDzKRCuw2iXEAdvzHXnRlGZ7Xd/zhM7NWWoXZyaL7Up0ZCxh3P3Nf+ZZXBy4g2+aDFa+kuuEYSJ0sAN58ffxG27IX1MeECwwY5T9on7VeLXAHG0P2jYiZlhKOQJIEhDOv+yFAFkfJ2NQOM5H6dzoPWOwCA5+ql7IXwl99+yskCkhoGlETREPcjeoy0popPIlNhZyUU7awBfC0uphei54fc8QSlMp/Wp3ZuO+j92DcrWRn65jx/3kNg/ZjWXUEG94gYBAhxxMXKudt0/hDNOYg5t4j/c9ywUA7AztbTowLn7owbzo55ImT8WTxpGzhcpBTTO8AyBEHLmvgPSNDqdZ7V2xbUHi+TSxo8RUiPBH5B3fp5FSK7jd/F+tdO2wiiu+zXvgmG0gtvX7AlyHh2FNxBfrP08ICijvEr4OttmDK/8Fa4J/c6FkV/ysomgLZKD4IIVT5408f1IOBkfSnja6n3sMoKN3DNRrpOgB4K4jACxr46vTOkz0/OH68LZoPZG+uLn5Ch7a7cnIyAKTLWi39asALBDEMI/EzOi1QWCVUBcsDs3XccKxP+0sBaldHQrjG20B5h+sIg21MuGUd6gWwADevYG+6CJdXqjaYhDpjnsEMj+KayfoD4npluyAusHCh1bweP/PKduf246YfKRzM9QbB3rWj3rMmERDMbDt3BJrg5DRdp03c091NsAmpuCpNB9WGLe/5WboCfJF77n7YguUwcMeseE5uC8XOvEApgIey78HO79y+Zo8r9yv9Xn1+43znB6t1fp2mpZL4z66xuX07ztbrmQw62KpNRqpJVAp5SPQcikR3UBUAaNI5Dsk65iHZjKscBfR1T+dDF73KqjKRsvQ2TvDy170/B/2vKi57PBlAnJg5JuLo1JDzQjYuQiKwZOpkAPTPQe88WWQgZUWjmSYMfdiJ9422Bil3JAwlwO7JBYNAnGTFnuO7TLhiFk2GyJvq9/LOfa26O65zHNOxFRyJSGaKJuI+1DkzPvZFfbju/6w7e3jfKQLBaS4jvkV4ZgDlVH912hr1lCTajklHHu7Ndc6H5xMD8AMxSrIluyc9n0ytYyrtatsVexhm0Krt2q2BYIjlkxiJawlrGqRxK2w+5ASonsjWuAr2zUFnxZUfqNEA+5LEA5Re8ySBXpX/d+aQVKwLpH3LH2u8KTYQuKWOwREP5vv0JUTUxKMgVbUKdGIiZtsDLgC8Ad5sy3kZaDTgfOp6h9OhcRVKvXXt+2G71JsCIiFOp1ZdVkoRfQEE68pvtF/PLlCBtoLOUv+2w2H08J7YBSxh7qkxS27wl+1MPaKlTtMyOU40jAoozVD6t7Zah3HCbnDVbj0g5686GaDIVrY5PYt1AQRUzcYlEsQj9RKyi+Jyij9y2czqUai0Xy/jseZvPQmb7mw4EsDk6MXykBixpsGoalg+htAG2aa1IYqhpGZqv9zv49hqoCjspPjTfPpjz/kXgkPopTgOUuJUm63Q6qqCV54I4W/iKKRjDmhfZNzuoxOcqIJwtfdCg+MzE9/9xbyB9IcVXklw+ojbSuHmduuaVv2fAjA0WtUAIizEW4PQf/FGlQ1/fNiojXPAaHOlyfaSEN9ZLtKNqDLWIjvPtnqTgCbosMLQLb3JFlzqxrjV/RTiTFzmfA1X7tyq2X5bLSs3si7v7swABmL+x8EF+nZ+CHntvtvZKiZ96dSagD7p6iakQnyPXotFITUaStl6uPKP7jMVEoIKe3X2YaIGmu3aR7cwgbShhPOjRNJU+nta3NnQ7Hgy9V2CgFwc5OpKJc9MUOKBs3cauf8R2v4r3HZRCypqvmaKVBMM3ZwbjedksXydjARw4kawzvBA6EUX6IKJrXKM85CSMVIDEC1Ku3eH3WeMpaOnJ0QoVuL2svJXpCyS7PmRvLjXbX2dz4eTEFp5Rprd/pYHgHQpeKlPDzwp00rYn9tuGXUePAD6Q7QWAWBjAmCh0vVqkKUWnK2qHqFc9f7k+yZyDJJMyWM995KycVmvCo2/x9oxWTcCuV9Sv8C5zqTnyUbMwzTJytzDAAgzkqohdkIMrXfhd0gMpl8w2zoIzskMu07IHhoqenS/sYeVxNwApwVgnsTEYMmDdzkA+Kr+ajFHJ2EBpvRElli3pIwIl+8Moew9k59Xyx8lppd6Yzb10VJO7gzhVnUqHTlGtYue0GSo2ILM68A42YMHNX43Z+QSCTbvYBaP+lDz7+2IbMaXjhhADGuO7X6HARK3YbRApsTGcjCnE+cmrL+6dOcC6xTvRXQPgsa728jDXvVSl25+1aY7aJkyJomRwbNukgMmQhMpCwiIajFL6i6wBRSpm4fFEjSkZWw2vpr0hC//2oDeFmbbwseb3klJrzO0nsdKCbW0YwtQintTFP7UZnKUb3Tv8ZAYXTMArjqhpGYbe5b/ZhUb09PNPEArNhr7/Gn2439T1amrtAhb3Lf7qLOzrXISNBiUSI9FOmK3yBqdfVMtuYbzA5NUaPAya/XBk1oGIiCC2yoAr6OltorKBRwXBl6ZpOznApH7cydNDcYUmE8RY9Bwkj4pL+/ZKlJexp8iy059Yl40mrSuCjWu48sLmr8u1mJF/24dM3yo9twrblZmk0qRGq0aETc0BmJppcVp5sbEyPatveZCMdEFubm3Lrv5uZapl4/FRpIJHflWzNfV9DorofqcHqNc2zZiHx7smPm/kqzkrwmog+qVlpe1NjfC6I54BN/ckus15aqwUzL3Rd8PEmRf67OHL2VQndSrz087qIQaPxc8AyG/9MuH9Z3ZDWmwF5WGuwDLBYthoEvAS60fuEOkcFsbp1Dv7TLALChH/bBq88OyxTmaURrPTQv6uYcp3cq3B8ScrMT7xSTkmwgpw/3Gaz6FiObtpU6uLZDboggZs6cbmT1w/8KUG6U7BdqDj2SgUyffQir1HqAvDTJuT1Edp42ljTEM9bsFmo8zmaz1WnTB+5j5JSx6uo4fL4Nz+m7Vy3jcLw2aNzANUWUWyF0WVRutVXbZxhnMMcFNlHaSiN0wXVZt7AWKeNLABXewZ6HYlAFxWMGxzr6+P8EXEGI0KgI18Yl/YjYpAvXrq6F1Br2mH/+/nv85UY3SdFEu8WrH33lbI7Hj+PJC9xS48NDBo6j/sOBzMPKDYvzfXdC+oVqHbn5hYfb6XVAQR8uT72m0dIB6phP05bPll0jJH7YwjFDzXEPJgrcgnAv22zlgy83GC+QZvT2rbIKKBhscVaevknUF1t5n4sAeZKG/H6fTMv8PW+FOPtza6pDRCI2R47z9wQ5rrsdLTkgXgU/LvGdvbdgO220GgW/5NiRu0gr2f8D87IZ7haCUsR6LoHvP2c10F+TbeCkaZ14cgbLyqHO0CjTlOU2sikf5DNMdT8lS1vL27H4U+hman7FVfOX98bUMbY3InP1tpERo3cWm0lnfmJMUqewBdqZXxhDIHzrbx5X4XSQ27U1DvS/CzO1s6tLglo4mwRCllUMJ3/5M/XmA7kySRZQThgSlAnbmOJs2q7G/i9IMW4WHymRGhNg3ulocYZUamC2wiP7ga7xaVHZR5avjsqIy6/vffse20ypyzBrG5Pnt2w043Rbhij7hlgfvaTW5L6bWWTNK8RKpka/D8erRIfzN5K3yNNOJMkio4LjbW7DxQ7HyplaQ8kGR9P/lPZN9MMEoJX2RzUMT9qnq+0wM0Geqo8XCrxklEiKdSwzuOdl6wlGsx+7G75FyKF8Zktp2Ji22JDAZx86XPBxYPEj7C26liDGOWOxabbvER06psflo1bof6GwwSPoRJ8QoHXJZCiIxofb1EzxtIwyXq9XIQF9yuruMuCeI2cs5zwoCZ2U4kVwvcQLsC8BcpGV74yF3OWozemVddPbX2IKt6WUwQcl4pbI1jFa+K+VjigbC1+CpY0N2cI+y7nGe1+cafe9k6w+Bu4R85fVR7tTOcdjMTM6qe4u9z7yvx3oRPI0btvsGH96IQy5MFvzmEGOo27Dpr1IrOhYQw4gJ35RL/VVZICpFx/VN1sUKpEbTTdfcIXb98mgmhctqQRAv9207lfsmA2e4REtiw44cyqVLGZ/7So7uy5s6tCWa+DyBGxuUGLtGvT41NVLBEIepzBE/y8cUfXycQ5Kcj4+BTzLgaxvN9d7bKwBn5flMS9rbDsXV6Rjtt9Txy2RVGvGgH9zCGx3d/ejo4Ts0Gpqto0hn991u4DkAm7/loHEdukbBdUIS5NdnacFlIftHK0HmaBrYF7QcMdtTKXlOGFTMKBQokzg0viMI+2gbIXUfkkiGnfuJO73wwSutDU/KePS9NT+2UJJfEF5A7eukENoFtB+6SCqMAfkpXeHXDLjKWvp3exgS9Sx78v3bZQ6rBeJFAjpa8QKh0P0nMx27ZFgokQzo9WS9m7aJ+/fkHuqIXbTISUZXc6SllKwsdXGci1aeZoK4Zgyi4hyuoVucctkETqAOk2zbzATaBYuLnHHa6d0FyJm8dZpQ3UD7AguAJcJyVBPVvBoJMqYm8dlDM5M1zLsh9+1/4ECklh39h6wCncoFh/HJH2Sd6gTpIJkHPSsMeHC7eB7NOAXIrNX8yIUZpjpfPYeMcUHGM6OQX0m0C0pQoo4tiii9xoA1VigAZbqYIbZbg/VV9eYVDm58Wvqv3Syfj92np/O8eMOOubw2rVKqNUsoOgpZDA0Q8IxLdp2SnpDH7HNXmgM9XuJieYpe53yfWjw0B108uk8SPhPV8VOwuE6/42mIqqOyQs1ubWGpli+OBNUpLVA27dATKOXvPkG40m5QObU/P5xeDt4f3POyqZN4wgdRD2rWcah1Bc8QjSgUfFEYeRjkJyCuY54yUvicb7Grg+YFNGAoPnXo3t+Vcdtuys4p9g6zRgDN8IHTcTo4VjzvyrCXf9rgQRmz+1ba7eDhoRyN3LehPTOqJH0DoSnfsyrG3VCFocILJqqoZv6pcLSzK33Vll+dKZsbr7+inE/NxMAg7NC+KeA+dsBMlwV6ew49Ro+FHi60oVLZw1C7PQG7NykYv7VXro9J+hQbZEpZ3kkZeNrZdelWWwcb37Utt5F4WhEKx/A55yQkpd5bDDlaK/Mk9lWmavJ6iZqGAlzIthq7tev/Chis5YO0nckz019qyEmZj5bSOnUNKzIREZbfFFVdayBzFw8Yz5+umVUCdcL5thPn8P3r0XzPYY4400Bppdq6nRJKgt8zaJdY3tpDA125y0rzIDHolzfH+uKpocVpYu0JiVsg+ElQ+b1XoOBCsuC0Cnna7AA2Mc9SmHXGTgt7FntRSoLFvH2or7E4PQrxhN7geoT4T7P6Iq9hwtQWyU1CG0tFgY59NzA6b6dvMjFth1PZQwIiyunYBMZFejmPZT6VBBuALbJUL2nVOuNaEdicvGVFIx+d94CUNY2BnWFDQQv5xdfk4GcDaaZ1z0T0lj9Iygyz5CjBE6peRkTH5UwpV9CCHVvVbWpAmzRnaOr9mL+HKz+ewRng4GgOYzm0EhfHt8pdrUrKNcfUzE9jZbOaVw7Tg9kveLhlPTwUNOLHUsGEdml6xJXM4DbMgkvUAtr5oDImHnVtFEK/XnUR6OM/Kfh1DV4qo3EMYGdIj0+8SQ2d8/desx6dncHntBLYHy/y0/VmElfVzO1FQj1barGP/qPPv48TJ3ebiOaY3i8K9gp+BU7DQsjTsmJLNAQ1KNMWQDc0HEMpqEFzF4oxDnQfSxoz2hZLyF1HtQjIVZXf3pOY8R6MEHiFQELxMxnjnqlRU5MoB0wUMYijN726MzJD8emK7H6xHO2RK7/j2DZSYY4K9PKR/zCvIbljNRK3I1gMAXJpEUin3ca4PSvdDoui5C5/wB2wzgIKCWakSkuxYYthri5tkq3NKwd0tiy3EH62/AehtxLgcr6loMB//dWp6j41uJ+FyiDLC0k0Fpj/pP8q6NLEGL9MXlJcxCpQ4bKw2nubnyInR9DbyBTZ1vmJHRiRy2zXhf+DKltrVp+7xtz8/RyFeWdLA/DlouIfqnLgERh/9P0bb/nT9MytDbQzovg2jDQLTSCd7qHrNb2bF0te5s14jXoFeGgcmKc1m18Vm5+QruYRikE1tCH+7Kc5zcKGDxuy7oEd2c0hOHHd9JWGYgv8ihk8uuKpFeHD9XKFsGou9mCXa1J5YSjHFKT5UuwwsH7JDLD6psDaj8rm/2GxWrDzm+c60BjDuChgMjWd/p4Zy+7RMQDnY18rO/uT3YoUffGoe9E42ou3buyuWSEmQZmVCDN55tfuOziPhpJnk4rHpWaB4gEgwLcGdcZvQsUXVISY4T55dltuIc3Cy/rt9pADQb37f0qfy2Hrpz5PBBnvipLdewquEROgj+rUZoRUC0jD6QygAtVUNC5Iu0htH7LVI5WggJ7uppXc3RcHrHgBmrJq0SLBztTkrOhde9DZ0npM2ydVdrpBLZovlG5pML77TNRq0Q4EHTSdkNqyAmeRYw/gNV+HUBNhXtL6qRpqyRu2tF0hL/fbQCIeFyfX2fiFgmTvkrUVHkYUvcoGmhq7me9+GcA1L8b3W16R1wV5whbmlQut/PQqxVyyRRWtLgjxFOJ18oLh/fyYj4I9x7AjpJhyfIYqQU8Xq+K0CBdSOO1ZZ4OhV7uNIxKz1fXylKY0R2iNnkOF9cD1EGI3PNP5RxMMfg2KH7HAm3KDd9PmbNBuEfVl35mLro5RM3/AMOL25SHn6ET6BZAiMcCXng0cA+vkWTaiNRuEoKV7lk2QC2Te4vsIBFwuJcu7cWxQHgIdfKlHBQZjO13xSK4Zeom2pZSEgLFNzMzkk/BHipAZ4pFnzHwQW3H3p9NxgLT1kJgQinoDB+aSWWfAb1FETMpQJ+yAv72AcWBO/xwPRCztGHt0DQXjTGD8DiWZiNikryIALmPYZGQfIQ1VKRkdlvR5/s/PHX0A3ZiEnJ/KCJrjbSgJ7OLYcd+cM5ZJBemPmuoHeDD6+CR838mbLoxXLsev8hW5uYxooXA/y2CJcuuA3iKeUEpvksJ8vn5FQr4wlkHxUiB9/jFEnmXUyyd9EfjYUw8pUgT/67GuU4kg4dw/hEJoluccTeUmQRydPpe3oLRDriPWPNRcICuKoW/OI9H2E6qIE0SLLXfWfsKTC9Hd0wB8VH9GFCpIp8xA8DF5M69ShXHAr65uPO2EP2yEMJxtVxmJkVbl/JN7tl28PJG0znQkvfmmv5MKMWrTcf5S9H9Rrn78++9pkhmdE37hsC84JyCeRXqJsF9ovI2ELY8waPTz3JJ8rJhVtRvDw/S2BcrTZGMddGpEUbCjhNZcZUFysVQEjEBbZ8+QopkVxXidQBgfBQjEKdvNU7wnzeBY4R5Me+6UJNvf9rJEIEfduCXmMGR1vdxQsUmroOT4k+Yip/hDHJva1/tWjXEhf/PykKVgPP2zEyHx55HC/D5Hx8PQ3qb8dm5tZw64BlR72EdfwffLb7KDizfw83oc3oThhDKy8PIrqTIVAfuEmfknBS91Zaq/NiR7CCSOtDccLySnaAlodO6cDeL0nm8noo3J76g4KijlX6oGhSIim9eCYiQTCA6SFdruoL0bGjX9XYYKM09yaPLdM1o60AQX2XqWV9xCWThOOMxOJf1FOmiVKOpdj9QyAfs5n8jEZ9tPQTgNJJTh7rBNF3eJRssF82MQN+ojHMGGb73ckMMeYLtnVieeZXcyAutQ4+EYZMJcogLetf6zXoFLbAaIU3O3+TI88ArYb1/e78xvJUSpHAI0xvZQcNzuxqf2RwWbxJNkftMQX8XSeGAtznr7/to80t2lJZHPiBzQThn5/A6YFLHrcejkTqSeYevs4ucpq1xMZzSzOSUKpumyC1wjYcd1LkDWITs/s+O9h79CEqiBTW0KFwaq6eZpsZAFiLhQUA1WUl5a4+Fl59fp0lmnZqkt3wfobil+zWEIijMXLj69j0QT04QahrFopVSOM5aTJo5//Lll0KNPOIjJUMxwJEKOg3+r10EYskiTwE5FHRLMz7fDLCMy0fa/U3EEirebaMnHFMyHp/bL3p9f5UUIHyfOBj5u7Imt//scvqT3e64q5mrgs+8Mue+HNf6IR26ycC4PL+OB2P+LDcn2I7H0FJ6jjxUISIUUawgmms9ng8kvAR2Wr1XsygcyyfDWECwL/CbMGw+opfzBTHXQzNE6b5PmyXRSoI/Ppda/f6jV+Mv8BiJ8n/AXgT7MW6PzmP0w18u1pby3EmMINtPM0wYrCDfpppd68JHCis01a82lyntONjlHZlNBavr3SqltDYkl6q3/J3gQj7fwjZrv+T6FaNP+Vzb16oQ7woSwSFE86otJTVRBdajK1H165Ji9P6do7+0UCURNtybncOTXuwVmhgGWupm0dU34gLSSdaivUa6ynFAVKM5seu8enQFg1jCXt3ccG3yOtJF1HFg9wxf9CmrU/nk8QyxjOPNJy9O/tA2K0+3qqony1ECkx/ztzFFXNrY3bor3VhLfgNrOH8s/UFPeHJ6NG2DWunr5/1yX2EVIBVonrUEEJLK7pIyUU8B4jHGkAG4hSKBK0uBjdYCtyFkIZqn0qdExglvOJyqQtU1mbhN4nl9llsmw4eFrjjKitl4bRtg7wSKnF3Pfy/2X0MxpT45KKX1MkxtXMDW/E6K2wFcmnQJB0lOkqOTpgiXSLkerJKyyhAyfNlILqjuYROkd9QKx9kJeH4WDliOR3eFjCx3Z2ppmy34lN4GhC9COhe04uMfnvxHRTVq9YU0PKSqv8I4+hQ1IpZs5ULna4/H3Yi9cC+uJSnzcbIY5ghXHEZnj5z6iajvz+ge8FYZI2T2uL7NVp60ufEkiLEpQT49IWKRefLxN4VHdhrHckUPTNV3FaE6afDsvZdrjl8rENaMHzTRLJkfchTHTH6rxGmZBd+E5IGSZusqRD+QRaVh/TnOlzODWniqSVYSKLZUfVA5rZ2UEWu3o+0P/VozZFcr0umtBG3obFxIFRyq9ZIVdgZ0mS/MRva1zTbv53Ht3WOyIeU7kIxGmvj1OjPde+kppUm18SABDcmBo1c+eYmSMNtd7e1AVSRElksdQclocEaEYSwTIJ2pw/tAUlgYCclzWtB/Pi6yVV7Rqq7Udr4JOuljxM+foTs6nUlV3cWBrtr9wTaNfNZ1alCthp5iH9q2DCTraPB6blpJHWU+Uha89wSTYRscYBAO+iCxB1j2E7jPxxhyOLCwaCZGlNWIm+690WmEqQBwXP+OSp+ApmpPqDgzFD894+VL8v/kTNuBO0rVs6bYp5QN7z7okloLpVvZzn3z0LItj68kmCn3gKOpDULUcB1pd+6tZCAt3vCorCjqHcQ/QEhj/q9KXRLI9H861jn2E04xX50f+xsGUEBxZRL7B7Uvcbp940VF+csgvjhD+UxZ0s1p6H3VtpngNGMq9OtYCtdNXb9hAZW0b14BJaHW/vL0nq0qaga3veEkU7YH4tuqXZ8HxMRkC25P7lEC23UOiYzVWnaAkEEm6z4rz/4ZGmqxtiGEgTM47/aJHwDyR7DsHhihjr7G2SqOF+zxh8FtpH5X5no8A8iZ3z5Rys0OQLDVVIJ82JkYgrQ2xCW4uP6g82W5DiiRInu2FDZ1dbDx4PdYBE4TnEPTi6UIXeIUVwJ00+mb88bwSOdoNyhtdiT/uCUHYOydch67qOEy0EbOWTq0qyoK5/lOW9f3rkMDdzYTT046fu7khthK4oa9HbuvmhL68K8ICnjh6hpyOOZps3rVgHHFhngwO2ye2dg9O2yiF4Z2D0vZ6rR+HeGXtDd79ra6qxTDP/TgATsPOTO2OFasSVhjXvPUq0ofzfcfaDT884z9pv3Typw3k7/RR8NaXjmoJ22xFXHHvG4JeW4UaNGCaJ0w3tx+9XCa5oF3NK0saYrbCNQP1GO2E38kInR0M1CJj26sdgOfzah8kirCcDExqdHbg3ZqqRm/c3YQyDFIh5ee2Ge33qWHcdUxF4HzrqLP52d0s2TjrfpOIg9dFqWVrQRBsZMXDsdh5CDBTo9YIB8e9WocuzgQZXmnziDC4YIk6DF+FlyZ4pxGat5pwtwquPW3JahYZgJ3GZDO7P8oG6vI6ckUKS0btqIVv0R5X+Yd0sx0hzxjxPvj7AvqPec+I2B7u3ECa197UFOpwg0RZaUK5GK8MXXEFMt8P9nZKvgB6T3TzB4hnWBQyEyNlqNJKTD8kQBKxiydrU9ieY9toOcIXpkFmqKkA9wgIICamGrq0Ie1cUKeGQlPHfmBNY0rga4vTDwLoBCxn+l2cVoW3Aq+pv3MAJWuhCVdziw0gZE5smGscP9s/b78QXTaSIrvYKHg7i5oRP8X2DcVVyeBlUi9TUEDuWZ9mKdDX988LPOBW8+QwbMAiFcOW5vjLQWDFLdQNy0gFTRWK731A8uPs+he1NuZvVCBWIQ97KfF5vBQKVcGiEk0OlH7ppZ0DE3qpNzoIO9cULZEJOQBNx4bkaHipMUODxdCoOrSWs1Fu+q3p0ToByVOeWBwc4F+ZLNIT4WJFQsy5iErPJE6MMalQTrYv1ICe+hgyCByt55LQwcMDLgiwo2QzI0BB0QOweLMBrqco5jfB8Ez2U/5itD5VxwX3I6hELFiEdMrJ+xe2JS9TNAvMPOi4AJ+/sTBcSODIIiDwYNcwDdftCeMuze9POnDMNbWUSmwrukfiE/hiyxCM4vtnMLKaQMrshQUOCpJ7ZdBADt3wOFxv/564vcRlWKy4S6puReQgwUYZWjvACFDgRRwIO6qec8dmqz2UhD5S2DCO7MiaVxmZXQuCQXrQXHkosg89glA1psN3ULSKaaYuT8gYH0CYpwWJN7NqPupuaTrQgfm1P+Ro+OJIXtsxg1CgIGB2BZUHF2noQeQ7jwQDkNhdZYUMQ699NoboxMLNyngOKvQU+qR+ilqZLCrGUE/GzmQUNxUlTe+qxU/46HT5nQxBgwDIfHbKZok2phQeYM0YxsR7TBi6InafO6qr2JPUaKv6PmULN7wxumvSUm09h3aggRi1HPPB8h6qBCPw8obSFlKUPLkDL/PfUsVxH49E48ZH9MVFnM6GOH9tpTBWEK2uLSJlXJoazB1JsM8aVgbWKPrSUK8vvwOmTfjV7TURig3cAR/a2l9TPVR5+buEbSKOi25Q27/4I1ZjEgx2yuTqFqGhpoY2ZM9N83eyilXoHBcMpsr/j/vEnANd34Q2lvz/7lv8fb0Def46P6M10fB8FOv+JPxc7BKE5Ms7EshiylaZ2WWTLSWBjD98JceU5WL2R6hfIUAvMvbMIwiS7VwkVhDuNDAbG5by4++zjCH9EdUUmXC/rWaE67f7qnuE4l+jv6GCiEbH0e1FZ/lD/wDcJzFSmoNsJM/c27AgbzrcWvOrZ+dUNeL3pUz32lG5lNzZ/mp/mLIaSXh+uAdJv+AXGRB0oed9r5WyOB55b8P3aRm7hrLJpmlnmtyPpMGSmSnqlpQq7MGDdBjE7Yl2fvo9ws464g6BOEgFldu1Crtt42qFmA9IaWpIjrObH2Bv2JNfUaV2QtXY2jn3VgfMmuPgI8u9Sa6ak+osDKEX/pGleuKWuheg97GMsJ71BP72Z1cBC8AXD2HLMF9iHjzXeIalF5Ce751M1VQRYXc/b3a8pCDs1/c8oUvL4P2y3vRIheww25npGLC09CAgud5mt1qk5f7b+Yn8ZrjkPdVV8x1/LKgqdd6C27lPE9wNW9XzDm94BENaULN4L/Hdawh9cEb0C3CgDSAZzTLm3jpBcwBGo4R8hZD29qOpo51aIe5DsZpZJf4oAE5qBgfM+oqhGd11I7Bp08kKf0KRI3bNlOGcbZBQFatQ9y3OIdypKPBSv/GdgpWJ0tvJf1imeIUsNYlItZ4urL4G13BmKRMTUnKlQI7MnBEq5vAoLh63W90s89W5GBBwkFjxgE6HqT0iWA4Ku/zNYD5n9abE+Th0FqX1zA7YFSReuVjOs7Kp9VbblYwYdaeYcvoAKhHUfisF5/owcVOdO0luPm7WIDVOC1QBOc2HaXych6snIKtxQaRm/gSTALxTcSxFnd60bX4AvI0TiKrAWmLdq04Tqp6MfOpfEKn9psh2fcAR/G8dKeePB6hGfsGr3WGhf11lW+0RYiaYTTHZTQdAm8oiniZvS+48ssTLGVqQJR15ZpB7weIHPu61Tt+m4X1vrvGGtFA5pAalapTmmpFQvKnxG2rFElESnluXwFa6bccXzO4oPf3ZoynM21VDrD9eTKLAjRT2UD9xvo6/pNw6+PUVpDfLu76mNrUfxvU2/cob2Wq0OlLMMeVYJb6tNZuVKgv6OCEn8JFvgjyrgwcWSRfJwaCbBRYMypYxqXoOlec8S4pyIVrhdoj542jZINF/9pZHc27hc35QKOl1Q2nfJ76QYcmMucvM0B01cIZ4UvyDl+3EOHx9zfLVfwuSxC5vZEr+4BsD5zkKMxAeEhHgaKnDRWGgjQ0h+RZOgclz5mH9PLrxqij9pT5YRz7uk78wGJ2MkJoFxdHq9yS497PxlNApabsgwOJDaC4RAA0lwZqbZIR29WweBomUtSgVy3Q6B0KQvVepM5caR1W8Niam5VVHyn0trbdKKbalceqMPo5MqOsbBL76x0wdy0RERXCNiRdwJ35B6I0JK5ZnzbEgJuY7W+xWW0mksgXClCPt6DGBchcq4qhQhy985UJRku6r7lOhxLIWLw49mbJvHVPy7iNgnpY4HKP+ND1M93iFdUoHdAYrizEvh4Re9Uw0OkTv+X3beUaiAfotGp0mLcCyun4aodqTzH1J0VVaZAMeaNBNnUkA0Mz1lh+fc9HF+yaBfy51IOhM3ksfMtGvpCbMvUVxSuAi1IOvAlZQ2u3P/UiXH8YZ1AjbF79ntyJMR6ZWYpDeYnGGbv+PUJABKaW0L9j39k6Km4tyDi4zAIz7xwsX8EGn5waDldPtBYEqir6tSSPUtlHojNP9ohSJMEK9P0if5IKsh7aaUabFJ8ZjDRT75+mSpHQ99R83fUVYI5De1KKcp/5cnk7K+TlXYfrs8ArvS/Yk7tFnKvKiTLrGHW35xWKUznbaFAXNkGAuiLonCCT+5IupiDnq2QXkvYZ9yKPThZs9iBcC563r8kDyzcMOlnSe2/jXH46btrODVo1pBzPn67OV4JlnmjerlrGBfmUUUqX+4q9WpFzPbl+no8rnDJdt7zLDH5ckaCi7kRAMTkoTZf5nBXYUqDH0fd3LLKLcr1tGtGwovWyWrpVUkCmHZ/sHn4kqth3YgWZIqMgtWEFLMeYEnn6QFX4JzawZFJB654E2M3kuu5OEmmMbJ7nekXHQRJRWEJ2ooafBlTTEXshD1PeTiwGrqiWkqtCv/jHYq3oyE7oydwjr1iDZ8BMIJPpgbNXApVSAkfD0SWrlPzeViyQUurrW6s6aeyLuj0ZFdMpO32m3YbL0tHoWBxbrw8TfvVKijyQ3wI1yfhP1YuOZeYO9IdmwgizvdSejojy8y5tPSCrQpluM9Gs7M7tn+/g6WrQrlb9J1G6u6YYZCiA2H1wrlOnpRUnAzqc6Dby4mqb432gsG2VqJzcJYl4VGEaAJJJjWqLtUYJmVB4BKKs+HuNWazdZNBPu4DaXqLZLSOPrC1qlT1tBKcl9eJ7FTIeAFcEWinCXM9qUXGf+lH8hGCTeRQhI8fJJRS9OrTnBJPmzigFTHtgIfT2q88dobgRw4wPv1fe+ZPtKOgLpNtSwgI5ZwWzzTTTdmfCWTezqX3LeSq6D26EZHzww41/9t8tOdz/mmFAhZEZVfIwu/6EyulhrA8oUtxshp58RA837TEl9PvOBjb3QOVam2V6pR0fuv+VywDNsepsoasgsvpNINPFAhJTi8G+AuMSAUZUpjP2IBLZaQaNC0b8PQMPVqAdgbeIH9iia3ulJ1rT2DNBng5sJuDAkvGiYPirR0OL72iCCBSoGEDAKGT1QNwyW4lKBZn1+wyFyyFWjghz780HNVRfwFzZ4owYcFVj7/gySSW4mx24ZsWs6OF+U+ZfOcpWHS9OG150U+opG9uzYxP1oJd3zHXPxFazgijA3cKyy0378ZfWnDv4sjTbgIYlXJcnRsmfRFuOEpRrrn5cbv3TvMyKgShiMGDSnM+Dkqyv/gTZoUvNnxtgJDcIwrGFIvpPU1zBNJrRB2NrjjMUdHNqotnEsvOtbAJ/Z+v44XY1hzwo4ehZMeaMAXpA/4GSv4EeE4DECIh9/JHM84Vcjz+zCoO0X6nKtdI4rgXTQQd71lSfDQuVb1ouH6gLs6+jHRi/D2/8GEzmcs+NVdv+ibNBABUeOGrLJ5+DBSrQQx8G0YnuKSsvU39ISgPc6kX6xz4HxnyGHo/LI+zZDrv6nLDjxonSJ5oOWL+ThNF1sgb7ZZLLVS+0KXgamx/EKiGLAX3B7oCIy1VSXq0QLKWfspKBzgO6fy3k58ijQpmsJTpR6KkF653fV/O4QQ4SZ+1qOJxGfSBKlX8VGnIclTgqB0RTMt9niL4Yj3aidBI/iIegD/9ubAHkNSmhcBNXAfLTErWH6Qs+o+J0sLfLapn7+BxKycOoBD8PKigfJDESLTfUo11iKCLDPPqpQ5eDJDLj4ylGTnOXvBS6/iTnzsTed8ztyOgDTOv+F97TQ+TXELm4S7R0HXWFPNVzeRFl56iu1d3xRsIkSP5dGBt7lZPDGaUOUiCMzE/lDUw/RFJPbe9cnI1GdNFhTXHZZnRCQzuxsVR3711SldktW0wYUSOmfpTb/aOabgM8SlnFNOMjk/Ht6wtzQlurbzJqyLkdCSnoG5UYJPGWeAXA0w6a7WOSxUHyCGl+Q9WfD+Sf8+GgINJ69Ib7JYwQvxy4tJl0CyKxzfTtMtqcHEKqBvdmWdH7MEk3dqtA5IL149T0c5i7kS80/hQquzmkoART/6jpQYZn0AC2sj1ReGtBUjJgrMyjVnU+ziY3llaQwghMcRgDfOJABqAugKUinQvxbNZ9yA4BLKflZyB8N1TJ6Nac0/npnIddzCj+mVy4fmWhjZbRw19i1voEveGtcPDlVH4xesCrO0o7526Yvy8CjbclpX4lXEHP5fbzE5ibSF61te6CqW52wrohigEYDb4QZ0DKuA+1rc96dY0UfwQRXqzcLfu+uPw/2o0UGvxUzeSU4oZuERaK7jDhKZ6LUicawdWliI68VLx/G3pryUL5bzTSWe0bP9RHm5hCsN00mkg1bTfHkT8ONnBFT0TZmcdkqJJHLc461PNiSEU8voF3+7CjogEoeNVvMKgFI6rgvTiJLowywhR2TK7+42PhEW8HZFCs1jz8OjMi1SAQw+qyteNdBAYqHpnENtryU7ameyiH3X6kPVPBe5c4Xrzn1IvDqYwntdrTNOWuA9Vv/L5O6xZbcMbrzy1l0RcK+Z1ih26eymTmcmg9M9PDGClV3bvcrw3BTEFGvo3Znpaw3PTVvO/PfTwycmc08zMjrCUZ6V4ZH8w06KeH1X2hmK6cNnrhzJg2rruaBQ8Binb9s1Br2e2mr+So8rA6S0nh/nHqxYwvS4NmkUN1rbz3ZZ4MFF88QKsinKH4sUo/2zK34PO3o7fCQryC/VRcz4yB8f4v7dBALy/4EDKMClKABWpnD7PP5MN3CvM1gTZu9a3V4RE1wSQEINVO+lIy07/CRvUnrRVDzolSf7quiuFhKKKYqbx5niWwtFmMxOt2KT619UfG0NmqD91lYMfqefZ7i2yRq6tw28H8WKYerKz29xI+sesPmw7U15/OhVcccePNRMh4lU703EFWIFf9ctVOWq+FfXn9vBpdNRRY3LCSDUILTe07d5p6vF/9fZSfACefpeqvPCsJkpoKPkfT5udwPFrzSlmQI1v8Bt11Us5dcBZ9mKItow6bXilGXvAYap6YMcmIBasYharcZKVZakh8KTexJBSpkXHQ2OPBeoNIH0hbwGHmFuGZDUI6aM+FGvNdKGbyzMPo9tateZ/VZVPThxEBUl4mhU2/kS/Syfa2I8NjMP4vrmSZOsyTYKXLWXERjiAj1z8RLP7eqfHrX+AJRMU1fD6+Z8zadRU2tNu0wwqPkyniTw7rKGUoFVXIvrKB/ValnhFLQfHJmm6B83WgjyCYrLVD2N8d9Z1vXRERmAUqWoleATOJhKHIMSktWDnlKJJwG4NzPvD3XpFFve87lojo8qcrfQsUII4u7uPS28s13CnjU31ZVCZJvgfm8LnWRqV8C2RGvdGsa9nPFxruH4lzyEKw7X62FQttZ7A+A2D99FEpfhItSUP1uhZdqRq9QmT4fDfSrDZJSCqDT2Tlc+AGGEnC39wBVZDYGa+/n7tGGDDMipm7cgNWABPjZR2XSUQtvj+6iB/q0i31lKeImRFD4dwNo98kykB2xiT2kby01IyrPXoF98XeNazt6LTULhyqpQaHHEIPCo/qxYzfDKNMw5VXKv1qKnj+OH20btC/yr1M1XUyORnTkIys40zhOrwsND6MezRnR8qGCtDU34EHWFsxJ/tLEWPb53zNotl1zt30qZeJ79PZeYYsnTGFiZbV7JRHQg3hGOaYkQOVtoqX0gq4bhKFpHCueZ+xc/sNM572vicPWpuwUaSUtB81yIFvev43CzLrcuzqMxnmKasoAUe/Ya3SUJNEYPdgJwGsj2ePrFeTZRsle4Qoa7QITvj04tKCaA6u6RLKaBsy23/AonNpDRQ0Qdqk1f6Bw2Zn3i1j2BMCU8VD4cgaWb+ZJ7ZBkqj/1kRG4ugBNai83Vq12npFvbUQ9jk8HVgRYFPwSPG08R4CMtM2DU7UMWuOYKeIxNw38/pF2uPH1Ph6ohj45rkXPpbx/MI22eWtQLl41XUDkn3ju/wUdSx18Iz6mu/iRQyeHRycLxejLcD3/kw+YgKhAY0YiRpoYWpY9RQ7cfuW0mLd1oPVQ8yEdnNHrQLYqKD3cfWRzf4BrXmssBRrAWzQnXe9r5rhvi0PPQ58wLntRMnQS0dDfpKO820r4T81xkpyYK4o9+fn7/Q5ACnS3M08X0Q2TeQzz5d/SiD0XuLKzeKl6Rxn59UUDhMm+s4ST9UJLNpx99g96vIOAktqLgZRKNzZVw78jQC4dZFvLBN1gN0tl+rjWbHNU+1+S8wmYH26DOAJTCWgQtltkQ8+6/3ucxuPEhbMPPrAMtJ9PHvJTgpdaH0xX2snGimAF01fO0e3CQUntK3PPdH30FJnynt/YJkqG9bdhlFo6f51aGfD+BgljI0hgenN5LZbRk/5Dh/c82Rt0IJTfNt1sYWFbpKkmkIkdeZ5bxT5QXbfcmdcvX2RQNnbh9ae5p6q8Hiijtxsy0RSt1t8PQbz53GJYMLBOPc9fxhwr6IA7cF0NueYjAMCjreAnsSxhWmaFuUPK0Ysw6+rYpy0qNfzPMpHKtpdl2bUUIpYgEkj2HsxGlfJOex5bqupcr1WQb3g6tTpUiI9FKvMPWvscZPLWvqB4wWthj3TEl+XrhX0fEMqcUmbJOaDcICAyZ3UB66OowyYqm+y64eFtSrZANiKRdKIjAMPUCYk610GkXTmalUOp/KSzTmXx77tHZgAQ8lHzc1WB4KJ19U35603nJcI4VYS6uujrnGi8bHiQkkcUbA/QEXOs72OV9kswjaV4X+N0epWfnwXvEryVGw5WgpqQPASFsXEpCZQ10G5dSGgAJ/eiJLStCn1KJr2z+Ii2JNTYaAcUjv5VqiU0zFEVjbc71K1divB1Lg483GU+mpfCcZLF6Ia2SdLFD2wowNoP1OZO/2sdCSlvj/K/r21F6B9vLCMEjG1EggTO4l0YgPQMOGOmAvonFk+81Tp0sskVix2aKrWHub6TMq4tywv5sJsTE1Q7xbKitb39xDqMs4q69lhFksJ2ntY3b78Q5MGk2Z0dyAaO8cxRW1cq7CBytwTZEV7vH+oext8M/F4LO8/drew6Fwmipfmikr0TU7PguKui8/Ch+0rCMcSSSUVyouujJ67rmnf0oNloqRfw6BFjO/zTFQ0hfrY0FozoMWLuqNZ4GMMaVfSXE00WsyHzag40ggGiS06JoGDnjB2hmySmd6HNOXFIp65FwHmQfnJx1mwNrHI3huw+xL8lPmEa0zhYAuUZ0qwsF3mr/rRpP0RyjJYIbqn6nQCV2m0MvhuVWQfzHASH/lNLsxjtS9fDcraMWFvuBGbIJIx8k8qzFlXPiClKRnzvUams+EZVU7eZQg7oSEhXJRBeCJ15ycH/TNy6cO53KpOQGllra1dw33kojEIebe21+6lKyiC5DiZI7fQ5Bn1HVjkIxErz8UOJA4QRjGU/onwAAhDrQTtVdQBLRl+AHfvZ+begerkCnUZX7J5cKctclid3gs55eYYFwJKQ9TxOdmQ2DG1SxTlcUKJSvFzKVvyYNPX2CpGguJoCpzpFYx6UI//hUkG6cycdND6l3Q03vwkqLtHgqsfECLwZRq7lk/grrrknH20703A1uAyUvGCjgqjAJs6LGPc5OvpLltEA9jYFL7FDcpTCw/bpIyNsyyJnEBuf8rRsZUJiwB/9q1Luokukr0ZSUAug6x1nocIJhA84QNuKhR8zqsgVnRMxWnyhhOMZhrn5/BGLK6CFp73D5HD9F+um7K4IdtAIFy7x1SElBcWhu7SdUhnqutP93Nj+WML4QmqpvIlQ9mR8jmgOW5QA+TKQerH9J54QglJzAuD+6ZgY7cbMiaTwokcU2vtC1M/ynb7kyRIdlEk7nerEcRslJVPAm7DDl0GC6ssKFwWsuMqwTOHaMPzmdviIKyLbmw23yqyGrkyWwX3DMlKgzLwJQjfFWwuotWKl2wBpdyeiIgc3AZwCFqRpTMr0uX2VEPWKEufZdFpOXkqwsz5Jm70glMWGcyKHpge+ovccwyc0izBnL5ddWf8eZxvUqePOQjQ4QtmDgTZuTwt1RdIQCJUDQbtUJHindFOkcdUappWT/HpeqY6zB7CyAPTrHulIa7l8QTkrtcByLUfnIn5DkagbEptQyjKqHATT99jG/gnx6syBz44HkNZTfXo4AOApwR44bkzufaG+lLaD0uF07h7odxVwb0fAvqNcJM5CiBOp2KUegaBh0CuCyxUW2gvyry3LpmPU0ZKX7bqjeVZRCUqaEdTItI932pQiPtX3kKUx//G/0rejfIJ4m3sDIKSd/p1xrJrSpGbIQ62YxOOy6xeG1DKgo7T15dZ/ofIxuNl54poGeX9Jl3mStla+2WLDYjCa1HWey/I6Bbc3U6cjQptXufJbwQubuU1Gtj7uzXOHOC/GEtgF5z3+PYK4NM6Qt0M/za6+GmRtuk/18U35Ss6yizLlnPoSqGtwg847OhtYzSKKOjAgsjvz6HpWRpGjCAhq1uG+l2ExheocNSjmgh6S082OH/B7Yyq/wjhah/N4OJEQ++Ly76PM6yLwhU+XSq193OHzMUarOO7PIXHt04wsgai5o3wqsdqAlrzDOrk62dMa0WVBKQBuxdx4pR0alvZbFQrKXePdWlI1X1oyGnEyH00D3a7o9QzXLjM+4a+J12rJ/CbhUy+PI5pEkIkhaD2gknDOuZ+Int1w5tiH5iVDjYGbIESMfxe5NlX+2YTUF4Pk43awbXs3Cqn9+kMC1Slm6NCfW2vybTO0XGn53/Rn4zYjoHwZsk0XZhG42gN6KvpHaURWeoY1FriGqckn6Zg7cjK1Kt8XjS2gbD0h5vg07jyduWNTqdHsR73XFAETe6R5GyqctC4nMBY3Gf9U0mcFdz8V7GIZQoU+HVOfQCVUYu6Zgtr3Qr0sMHnhiTzu8RIm+2eyWApB4q0wWLM39ooQbqo80ELtDnQOeRguSyK9+WqpI6LirjDKCpzdpKyjMsJgp1AO41XaOIBrUfOimNJ7c6AfKsJFU2TcamM1u56d5u05JI1Vc5GYUNVFKMuvGR9c8p/WqScLBzbjAGGHQtN0372qm8Uqp3WixhS4WPONkzOkwrdFd/EY1WU9h1QZpf7D21e/fNEB5P+dc1rQqspcajN0oBarQ9dNl5pGxc1O8x6cLYmbOezC3HjL1+wBWwhXITXfmym2i3ezTAAxWOEFun+MvmYcdHxWZtHoyvod8Fo/UZNBoMEZgYuWcfBwkFRVFyQfJLNV7U7l/9em0qf2doWfYORNk+VKrR0GsPlO7WmPaEqyEe8UK7J7HN+13iv92j6mH+kKJNRIPd4RPU8SOkpJAzJ+7QkfW8hpd724YWFO4AZHbTCuiprhCFWADWIbOniyz0/dfMpBAOLGOdZjTTXfLEawiASPMGUgLRRlXVl9pTBKy30rJXRyBXwnTBlr42tBdDbt/FZq2e7WzXwUVIrFruAOo+5G8iOfoxmnhBOtmg6wKPxsFuvfkqh06uJLevwOE2GNJyi3HLHKW0lur7a1YrC8CUtoldkE54ohn7XeCBpYodU5KMe3xA1W4yhjqnF0yWBii09Bwc0lJ6X/M1oVHyEFHvGKaiDBXUHzS+ATAYfjAeBUBxExoxI8DowTKCcxvlqg6qqOE3bG0oX30yONwUOHqopOAqnRQsjdzKmbtCXV4LOoBMdLVZJn5xLO/aYeByRoerJV6Iem4IC+gNm1st5ZrO98342yYPtyP5izpKC+L9yISBUFEOdhdxoX2vuZ0kSty7ZtnkmnpnnqH2WWOtquavH3/sWrm5wJtGOH5CFhGpoHa2x6GuyhWv6C+2V+inRESz/66740ZyUOdqju6YYX4ev0eQk4NwZT8CWbRBeIVzU/TFoKWWkh6ZAVPFG7XPqZSewBnxFfWuSljjM5nANumszO3sf1Zgddu+9Je4EZHzije9wjiTCv99eCc7co1o115LJcdSlN+xslxiEWXKDYnUbDlJ4FbgMh3Isg7PYIXGBl6XJ1thYmJv2T2MTI6vDJ5d9lqZ/m+B5LQ9vJ/bzLYA+7i5iPbcDL66kz4yAA7eBznW791MXG6fCN2/Sx5umuOM+1t7VP5wPadb7MP+LHwxHor6bgI2Xks+j1Q2ka/0BA17OQA+AdaJetEM1sXcoPOqqWTFhfOFO1Gui+9C5v686ywm5D00qpByklEavUbLoL2Ccp44TIVDIiRjiN3BH1kOPYQjr2nEH7tMOnJcPOiL7qF02IHw+k8rUQh09IxGjBzWwsiircaUnlllMcSI3hngXNha7t0HQjAyIMasPZPAJZgEFsolQoelm3GSPdgE5nORPl/TN04ZskZ9mm4cmhGK9OSKVjz2rFAuUkG3vHF32F1S5zxwPyIo5p9BRqfkXCC3OqgLAsVoKV83wAezbs5wfwHS724AeWYJNHwUApgMpqVjlYkXNzebwKyAPSXT5aA74rH/sR5qH8xqYhCWwumJhI08rSatRrBvGH4Sm0iDZkAjOThpC6SzSJ2FO2SOKH7LX+6dBZ7ImbUF6MbuM8a4GRUJ6vZMnix86Zu6q3W+fKX9++v21w32JzXFT8XDHhjQu1abw8CD17ntREQ7/srZc9q5lCA6jBhnj8jjyj9TcNWotAP6jngNse+rb3OIHF2xkJaVBHJMaIhNIEt0b7gxK3d0ju1RGh2FqEfPv18xp9x+5EU6TozkDAnIGGPOhSJs2xyTvtWvDiYGRcj6eNT0EP6CyBKbmPJ+FelQVA17AzWHy2P/F8AiM69GdT3s7S+j75s8/p0bM+0y8bBhPiafajRS7h3XzaDsYb2WF0qaWfj6YPJeeeRVANcs6v2Iq2K2PN5Nxq0J9uHckgfbPyMIOw4Jk/Yq9xld045q/s5J/pw2Rbcit9F72JHFWQo7jnddifG/mH4IBmQYtBozplz7sM/iTEscJzdSz+O6vUNn2REfY30AxaXHG3mfLsqQkhXnJQ42wa47vWow58GSmanazVzG2rgwVVPmnCAwymc+HfdtrJIjGCrEQbr9cSosxg6iY30oYIPSVI55sN0KfIWSkl2EDtXDqiPhMICRkNTu4hdFkXUIdFIDbsr5P07z6+QMUSusSBUoZk5nR53DZuKSy3SKH37JvB1Sab2046Fwv6gnhyZuoXTe+89Jm9iJim01YBETAHLfCx7Ul1GFqi9USKa6dDmzHK9glTB55mdPPBNRSea3rha0vO4UKkPAcGGxVkDQXqDe/Ff8nvrJrWAWVmywGjKtCDDJrZOEx43AIWiBvo/LSGyaQpsgxZ6GGczU+Ual2wd7prDOdakqch4ACL9MTOeJX5GsMRTrVb8ayiLGhHuL+CTdO33sRQbPhqQJ849WQXYpwWC6OGlTBb+jwGg9A+37bizLg5Ij8peM4zeThYlWSvMHPwIuALVa9fdhKcx7ssCiPkc0ZfeyU5/E4cLe9kts7bCgWZ8kjLSvOdVpOpOdruEfdIusZrUR5RaYixwtmrSd69Qbg/jCUCQaYU62X5hczlQ+i3eXv/lSqfLatpgaX1RG5IiXCFsdsSOfjGxBlEeNYDGzEeeMIuXAO0mzERDwfxNXx2/+Mvdq7xfiybK8Uq5tileJpHCQw2HoZoHcSn0NYiLMKHmpAjh1lDgx7b2f7Mre/TWbg9jQXBYPdsOenFhl5FHGKHVRYbJZqmHRGQv7Mm8IAuJbzzK3YOv+NY0J0LlTLQY1n77IWls/PqSA+8NDWdlC/yugLik4006RwR+kt3aqskEieoirXWbOzIDSc/hLuPlzm33LEvt2q8Phqj42Sp6lKq3+lWGSkhvXA6z5HQkIUYoOqRraI9yGM9OUeuLwysHOg3g1bqWPZ1hxTgwKlIttM1smTi4qNSoGN5NWonwFURkV6c5cSvYAb4k78n9nks7JuY0tODAaA2UbxaUi6KbRwgfQhC4o7mVFPTEyEFXHo2dYZIYT5lw1lRp1bitOehzeFS84aDqE5guXt1bL0fHMw979H0c+IkEsD+Iyrk45SBUWn9Aal5k85VIbciksuyOHv+1niHZbPg1L24THxANnZUtV7z/BmoxaSINDlsw8vDkelbpMX/dQdf0WMXXep8zd4/z78vD9ggve2G8h0KrtNzzY2lVPPPBqXY0jkvtuzWTbTvH1XfLNNlgbtCctc32cpM2xYL1OutEuW07gPfhoIfrdo83b6XBOEwfd9WsZeWJoAAD+Dv8vpTkOScCcLfKfdMh9Xh70Lnxu95j9SLnaY6U0f+bKLrZTiwn/UVlqkzyEmWGZasNHHHHIEA2elmwRxKN2dDNgas6njOZvo8oF3nnrHYORSDexksuDpGeA2my0zVH47o25yk37HRhjm5fMzIZLfp8lt/Uc0mLPgDEo8TGrWdRE/IdpRSkDTUunVwcf5ggwom/ROzp73mDgVcZ+WVAnofGZFrC2OvwEl+RmT1c9qGGYplufcyRJiuAa/D0PLcDM4TAqC5gA1WBuD0031I/auLcQ4RrDAvWkQqT83JXcc63bNYomiKauFOkv2HwiC8NUEo+nBAAuBSKVpMX6xT4BvAfbbjMxbhN9KzPrNma68ugLC5teT+8TDd8LzewIF3zuzxBiDgRsMShAYMZr7IVLlSBqgac4W5FJ0qVsDCJnUcHrb+vVJfnw15lCewewx6kR/a8QVvXUdgIav7G0+e5V8sna9UMfBWuv8sHQruJzxgoJNMWvH+59JeM8CqAVZvE05cE+Bjuo26ZAcEptYVNrXy4/21dSTZM2Ug8TzUfRQPZn7XqmrsHacQ5pJup5783Vu1MksrivF7TjpwxZikMfcd/isQJx5mjO0fEdFnO7NoZ7yVGxuPQGNl8gG+m6jjGhY5+wm1065hsAdBAzJlZ/obpFkm8w0/qDv8Ob47ndaEyl4inKoHvZq3Gbz2YpKu3ghNEHi96x9MrW366z0B6EK0Q8BKzmjRVp5/fDwNpEfPsH+RThs5auCO0WCs+zFKEh1N0b3qa9q3dJk6PMkD1M38SX/vFn2Sk+jGjh/nPntzrdcnFMqCgKXr+ZDaGEg9h1apUaHs770MzmNPGR0mFVYt8KHpHPeywA4a8auRImsSAwxy1ARMHRHywHFa3c2ZkMbuVfFWM/96EWAZlaQAKS51CjqYgp4+lMd1DsMDKPsJJVtPOfFZTJ6EYFPDJP5YkIW12x3xE3jSx2L9ANuVcK0JxzSQiwWfgR1y5BkaKj+YYIbfwlDjitBdWYl2sYsykmTzM1hpfIgkrxR1LOv5ZxOF0wykCfs2GnSEnjZyK44lncMHyGWBmLDZwy8ZcoXVQLsGzRhZKlWw3FRma3av3ZNoT+1iE1yjTjblNdCFHhKk90dTQnIrCXShJM1zNqLFaVqrxF1ilc4FSvJUtecFj0x/txyGbBwwsixTaxlELIcaYN2KMEbLpEGg7OTNAh5oTWcLAUO848n6hDJMjuAypI7Cy3/mwZU2S13nGDFoqvj2a0aD3Ia8pR9CC3TE59YluGff+GLtjXvVHKSVXM71kq9yvV8KKh+wfVttSWjEadynwUufxmXeiOGGeOu3r9fQp/ILPS7Au3MVIp3SJs+D9gnrAOhD8UQ/xJMWRCaT0wyhs5fEhxp5LL4DCq4XlZ2dsAGTFOmcnHiOrG4SJbueMHBPaNGLpy0p098ji8Cd6T379odYc2ylRj/JjADdH1TeOWjU5wl7q+xyXTD1uqkvgXhqd+8OwN1vwGisBy7bZYxRHp36yzgplb5njcOAxZOHocVTFpmhQPnmR9QFq3OUv73HXPWwZYRRkShhjwx+3N/v3jN8kDQcFwxqFz882mhevTzsBHTtM4HloaLKQl5GROyld2x2X9Pb8MAwndqWTvNijl7pL76DYCKapPTaM8PIpiKjepp5uTu/jFoLWuWylSR+zzvyDeUWLjHV6hCdvF0MheInvKjk7w36R9vJRcfoCxd3Y/EjdqQv4Cid6oTbz7XxBcLNChBpbOKfIrH+6W21faWDPZvWAONtdHuwYSi25FMrgpMJZ4YSZB0KkzjhHCgAK1YHCGGD76L28meu0jzlY+wTo+Y1naa4NEE9xiTTkrpUT2oVE9Uabh2tzDKuSE6lTla1EbgKE59xbOvjkoud/hJOv/VnY7C6uEZbKnRi1iId/w7wigUXdZEF4nOHhaaJ068Jhl3ql4yodTAcNqaJtjrSI95Dc1zBhQ6UH+BF3L1eFGoGyG98xRYNCpcbwi+5jArwSipPf5tk+YDfMIgXZeHVvQNVVXuEk4WJaTm5xUgcHxreOP4USqWcXw6BeQbvQ8KOiKN8N/nujjRGUULokP6FJf8SSwKhmG5BWJg7878eLQHNCnMudm/SrxVvWTVknAW15X63YeoYKodgGMdPYrU5igCtOcolnly7X/ZXFaTRcXTZ+/lB91QzMolQTZVrgXGegUp8asyX0TI5Dl2OrR9Gx59cspWgE8exsRG0IEOnBDcPIsEfNlDBH/kBWgD5PK2ZeJaxPBX6clyP6LUo9ieINJZMcVT2cyZEUHHzKCO1MpLo13PzXJPSOJpJkgAIfQ8roZEtxgO2b4l91fLG4egK/JYIF6+vvohNEVT8Rz6UztPDrKlmUMlIzKJhMCRNoatiYbjYY8ptrp98AdXldEMnEg58nYsVKVfw0wu3CZJr+K3xXPqqTSvi2Iqe9W5ySKvRfWNGMVByWEpszJEZukwjGJ+WzyvB+UwYuy1IFfqqKJDW4XxY3K9fATefnIkyZOSarVM0LhAjpYKszcRzhb0CMpuISOXAc98RvQpLCdbrjw365Xj/w4gc50Wm9zPHMGCPvG2gHPvrlW5h1NyVtewzXOEkpFdQIQ0Qr7+aYA7OniasIDCwzYV5ZnXue4o/xlWbDMyMmZ6EbUNx/W1vTqkPFvgT+apM3QWdAi8pw2EDDDMZxkFFOUewdlySA/96XQ+rykoDCWGpofRduN/9uQycXA0rLD27qFcPuFU0BVb3ns00/yhmcBUKz++97dDuSdieBZNEazmGkUp2SoqnwKusvd2KgKoVLAQLKr3u0qHfzprOPdN4S5wtBayBiNXz2Bd0veQABNnXkbKfMiUAiJpYOXTvQwXIcwfpIvmidvoyxnLinwwq/E1z060US66ZnMDj7UndcOVdfph1wkCZSskcbbV5XtYHvso/wBsR3K5vmgemauic7rsTJ3xAYEyUkRV9al0/suS4GsG3SGwkxcKJwZ6+wMIB8N3C5ungjz+pGgIyTLoQMinWNILVJGHafVCNVQaw13HYxmL9zIJ3QWdYmP/UHQJMJYJKt+beDMTgxfQkrfxe7CTkw3GIb74/Z2qwNITT4XB1ysH0Mi5HDC9YxW01osn0DUxV9wOI3VSuFhks0IuFtTyBeLaDGJpwQGRa4VSYWXX6iOChUE1VZote7xJBNTFAtuBo02ZAJjqtfc63mTw7sKSWnK/yVjp+P4gMdhmFIoAoo8Bv2OHAwSZZIA9d9ENN20IRW0awkzCvpIXHOiRDfky0pRvTBFIyZR8UHZLvXzkWMODdS2rP992ZYuim2+blxTWzjxrAOF8QckK/IeruvghAT8UTOBhiIlW3/VaoG3jnvtisVGXIuOmhlO2DJLk0UJ3px7yTQnxG2upUbxEKu0WsCvQgDkKK5FVJOUFHs0KLaU9Yg6Y96gfZ/mPBmR4doTPHPI8xFdB59KYCpk05TQOepvmoyX30DYX+nTiVKAVMEr1paH/NYUUPB4/Ued3a34thWpeGOJPpOC+Cw1U2rHF7TZKdbSULIQ9GYQEK7dJKuANlRuK877B9OV2Pw2IP011jrJBp2f8rU0Cl/plKKIETixPfJjw1N5SGCIZOxQUEWccThj8gDeXpvW9AOXxxUWDj4cUsmvJJcMgppUA5NtG3RT/nnt20vfDuEIh4HE8ae5LylWJ4Ql8CQcUFF5tpG40tpw4IeF6sZ/AclzQ1tx+k1gHjB/NUngLRYUx0fxsfUasguebI+h7j1JKwpn3X1WHySPxVYhZ9onFNs18okXTAnBjVPio0HZpD5zQ41qHZPNX26j4xc/S23buH4Hspd0fu5zwUcLcay7vBNoKh7CVT78MHUKSQRCr/o6UP61ZxEi2bL5vG/I1On79fS1HpnIZmabqEs1YxH10yla8KuzpL7Q4hvoIFbLRl6nLCIBIt/JqpRvIL1XIxV33xDfX1XEHieMNLMMTT9PkaOwiktcn5AquEZZ/Njp0glt4f9wc2GY1p8SD7nXjMoQVn/K1VzOdm/GKhF5HtLzWz4wFpU0jp7TJcPpKm5oI10fM9S16BOrDffei4nLy+LnFck0wMwbzA3TuUZseHnFgEgxOSV0ddicRpC0jgc7UhLxYg+DiCTJpiVjl2F2MfC4mt//iNbNwsxHrnLMekkl0mV/fzSu2xqX6qrgzPfPrwDBRwafOH8pHuN17MC8hotQFo+tGl/7v1DfRMUU2148dWaGQT37WJ+D8Jt+kymdaKkw1Jj9b+RryFPy0lQnBwwrCMaePRsZs3QKBsnilK9FlkEfVBMLQNYH+eAkW1HTXynoxyACArJT2gEtlJvB3GIJ8Zg33FzAYoZPlvtNuhXdCs6V47vptSp0VMvIOOBnpwyj9ns4W4oo1FFehAA8dR2SJPA3sPW35SGmLDZZY/Y47aq5ZE0IT7S0FlZvBGYVLucSz12b31hLB4XUguHe8Yez1g07QRQbK5GzQbwP07dfDST99mVFTm1e1wIa56SrpHhKVOaSsQoxCHvtyPNLELWVqJkoTaz8O4sf521cllV68bpCZ+p1JVypR/AEDnRNaaWgdRQy+vq8AbkU8R8nCWADKPy5uzneZtuitNCBMj2drIrNfhXE8CJ5htQ7+qP33K+cHTb/itX/PhVhXWy0Q2vHZCxaGn2+kiHNN9+DRy2I76RF5En2kw1NeSKO/Gbkbyfa0TVLSw/DoBcK4hVQHT9llGerZVNF5ti9ntWUh+90+l61LPDfQu/XG0iCD/0JlHJT2bnGHe6SXvG8jMi0Z8Zn91rXJujDPKRw9RiecT7K6Li9aGwAsxmjKHqDr6ZsiaXHndGibWAS+N1Yex4MLK5LoEcoIlbHj3ojDRmo2AkntB15YmOB/4GyGaHs7EyBP+FC5mVgyxAfGZcTiIR36EAeJ4lr1toNklTr0O9BuW66uz97t9lnUriJyftd4UEOTdD9zNhn+Y5e6Z6e1AXWF5CdVd252WOazlmZ3Mr3hCQFKfC3zG2uYSif7EK/fB8pdFImDUzSubDTFucjUe06gzh57x+Fqv+64wjKYSZs/EMQe2aYHvFyiuT3MwTuUHxZx4QNFkO8e15PB18sUPpnrRgv/WlaVqdpOoVuDqu4YGY7jxvi/F/I7Kv/UmRl+KEpTQa1T6L0otZ4ODMEB2GocM/fCnjh7Ir+iKkzR0dlLHdiGRCBt2P+tEDSErr1Os2FZjFd5F3aASvbiX6NpOfy4M0ffWBBJtYTp4QOyUP3wvdd5IKfANnpn2QA+X3btDMtjk1v2gK4mN9UGlWWKf0VOKkThyOEQ5aAeBMxnMR4zMJAExQ41PV93PZhBxHp2OH1+PElad4TTLXk2FdJd2jNg/DpD1EsuOcrb6E3oVMbsSWRqBzL6He6yYOizMpBIYkQAzcCyBeJCbdUvYuYN8rLAdJ2ENix8+kKGd/cnNiAFKFlcodYmII4SlF32hR6Y+yfCw1/qmDl+CIVPBAW4WUW34AThYhDx7kEcaWcGBCo7ygtyc8QOj/mLIAZBrAlOW+6xTdW1BXmA7OLj4xJ7FeHdLx3NlRIoSWYZJGjwcrkLmaH/qJuuQe9Yeuf3lkkRmazHJdfX8gyIULLwA3ULfNZUKXQ8bLCVolncxk8GIed/M1K+nAjA4JYqxIXgjZ3H2QFpGq/E8gv1QygNachqX7KEdkRE9nJHUvhIUpJL+ygxWQwrLE3suSEsFS8wtLRJxQQyV0AiR69VL27CUP80l2EOIuZjCe5La6FdfIDh/gSWHYnOHQgnhkti8WeulYAH+s/4liJGJ2GNoZPCjuplF/PTF/YKlMcVuUBSYM1JQ++TC0fjaF/DHi7NTNkpN0oNKYlgnbUu1jFRKCbDpicdYA2ikqwyN7n2LtHfIh05i94CH4R5ZGLR6c9kHUvg9ap84Bb8a70xA1GWeuhjGN0xyF5XK2v9ZcLbczoceOhdZLbVTd7snYWOhW+xtmFLSdWxfzZ2MuIGNCMPhsPfPHLzSycTacuKhxUQdpc+S7Bz5RyuPW/srYL2oaTx3RaNZMKkr78yCP7bzZ8UbtS079Oyf17530G4ORnq3TEuLo9/ueBA5Dg9dHy4NwnXkWXv2T3u8BRWwfxOW7p8RzGPvis4yfcVEQFfzQpSmIsXA0FHsAKwF7kLRciM0/vDUj5O8hZS32SefSZheJlJuTCFOeH8yRj1cqMa+zH8hyFdNQDe4y7Ze1jkiKRkXSNCObMHHpxwFzyqo+1NubmXSCE6xO0Ziu0HgTtaCKSeyfXkZFo1VzT5694xpoa9wZyfkOi3gBkfzKVlAPolNJnoJ5O2/oUhcviNjHupS47uldszt0Q/mWN814euF0UUkj//WrjjY5KukkYTMLGpIF32Cxme0UCvz7FauUtGRg8h7GYFLnxvAXZM7seqmgPZCBHjSqTdIlppgl1XSQVbvCZGtE2GqLut7G6CHXGxp0W+2fDCWz0rbmJcuo7F2c/e8o6lCvQl7RrDBHW4V7S6GR3ed/e5+5GxmAEZtmOprPrH1bc4n6ZUvYXoQqH4n3Ie38KawpngaW1XsUzkTBXV0sOaUmF05NgWEEJh/lqhWU0HunTSugTeIspnmaJbuHcTi1CtCiSFrJDQVQJmLXV4e+IGZGo5fH+R3rHCVLC3OqYFAVELyr+xJlXEFdK+KUL28wo86JKgDfGMFsuoyC6irU6yYGTfmK0OQGbvVq8D8h8kCFYiA0fVr3JF5UQkuKDpbOooiiaFATLRUid+XxM5C3akxvCgpDNFfXTpyUgHL+esubOBnW4CwkPVjaGuDjQv7+K70CLnf/ZEeX6NmEHz1UrZqppM/0aAcBLG7ZPNJL+nAGR4Sk119/magcl91ll19twAOZcEhOicTF30QUg8bC7ogU3/9hsKzjdchGv3egt5y5KwaveyQBtkzCzpmKYTPP2VWTasUIsa+jNOZusN3dcGRjcILaqCo7htmSjF1tosgBUQ7brHx/fr1W7/GixpI+j98jZmDXR+CuEozJvTasa8/iEh5/iD7wDWHpwDn9wOVXtNieb8swVUGoVgmGl8R6tT3V7NzVpvdsZNzJ8rzDYo8YD2r9tSmdhRf35kp8UjCVnIenWWpTMqWX6k5NLB+q+oE2mCkQ1+XuO142F5C0xoEH4hlQMIYf+xgtkTQHmZuLxouloA/136B7E3inHZbTrOKzK2yZ+njS5qx/HgNf5rwxt6uvjw13LSaYwk9dC7lyCxQE16J3PS6t1HtpcXP6aPRc/7e+yY4+jyEdsePP2dw1n47Klo3p2XwICPgt/5LGnaZ8NUcHMW+w4Ful8zxm81x+/NiyE5CDISl8cvUQAyzUS5dRD8qTuY9DOfQkMgRnhH+djhIwR6hIbecuGfGKhkqdImLuiPBeVCGqO4ljlCsKefWvUWo3MMj/Qi/O/gSzPzheUdFocM1fOHMQdhfNWf0XVuBTrmmtlSn447GXqoc5I4QUNjVe4HZ7vBRjHJ5FE7LVJ7lJn4h44z7wyIaW2lTHseKnhUayqA53oisRmBC2i4lHRkl98prTaAueFKwNuO5HuYPGXEY47Cw0ze1VI59wmxeK9YIGtWxJmbWZmsTrOg6OVUjRHNoX4CRWVnZ3G4q7o/G7CJTN8aJIdwneKAKmQuaTTA7F7M5nkJQEE/a6ZeufnZBrr1TAIoi2hxYvOKzRqaLslr7jFsUcLBTlblS8qvf3/n3sksHqIWPCn0W9F2rMgUt6AAaqiTlioJUEvzdpKPdhzi9bCXuu2PxCtX/K4eCdY7F57lYnpBdg+38cVPkJlNH50XqjeASjSICZW+3EWFn7PihOWp4Agpqlmbp8TjyHa7Apa9jd/FF7kra3cAbvPWRxRitwOnHdXR/wIAt5ZeYXbouTAqbHgvddmdwM5ZFmKLC2f64L9iJErA/tqnKd6rU3UKLG/9OUUhqX+CK9fFY6DHKUl/RPr7Dv+wh4EQDHqdQ9hAJfcarUaNNWvwIoc84AZr76HZgJWdgsK55otlxSoSrMYIpTbXKMQxUB4aJqSme5poE5FqCpNkIg+wkAAvPY2w7eMh9MUcTn0PnUYLZodmAABMSt5O2Suw+y8agUPOmduQYBsTsT7ZAqS/istQfk9SrfGpV0VVWgNiPD+KFXCExbeLY5zeilcQzmHb9ny8QKvIK/dPrxZBn86dRJ1842nrPgiZ7+8Oav6SY7bcF0EwYzr2J/hsQXTRBaOCrDl+ahlerwX0vcNaaw7OJDnNs+S7h1b/7Dd0rEI6N82WumvaFaZAwvaQ0EFV3Zv/fmVU72HQaHFcHsOw3vhfI3on7OVLDCILNCyP3UjH5PImgVCIVkH47sfqYv55dy4lEHEdqsOJsvEMJJ6i5nDGDYBKmhAuMjkqa305Sc/b9RuiBgTirNpll+NakLST8OujhXZE+dAt89hBhje4Hrd2w9al7+yFFV0DlBHsBmgXmJZFI4lL8dXlwSoNk2hBsYj0P6RhKgXHps1gWEGcpyJO6MKj5zNoaIYKVxdgBbZOqtZ/MHZ9cdHyab4IQb1QBSQ03gbTONibX2OV0kytRgTdSwxu2CkP+Cmp4AiiQWHPaxqcLOWxxWo86oxOdkTpZ0Kxs0dvTy2s3dGxVRo00+fDRZqseGSKmcgx9USBLWS1hhB5p2JhLUxP7Hg2D49cHQmFKjHjWHKikAizX/wccQQX1bgv8RM/VHT5Lg1fVJR8mvO7PkZR80rqS9TqxQZ3MjgaDL4kB+cOIi1wo9yxmWSNKNl5oqbE+c4dAv7ElDL7voNTcmMx5YB+XgEuWKQYvgc2/VxdUxJi872idtYgZqICZHcPNvvHRYivPAHC8QVB2UJgiJDUw8fnxZJ7Ladxp/WLltXUZWn/DtQHR6PgIXNAvUVhqvfyn2JBV8rgeN4c6vMXNcy0+mqGovrEEq2e1q5IH3CVOTAhn9D0wkK7rD0T1ETG8MaqYGDa9nqCHs3jjcOJjozWRGrcS23EUv9j7+Nd0RwbwvI6PVjrtI7FLitwRxZR1VwUygEpa2SAaj41rDVW+OclVFIgTFZEWpaxyiItshIJS34x8mzKW2skTIxhf0uxfenejSheQBKjMpe3j+NJpbDHy680OqNH3sl9u9e2w/4mg8E1l9zPsMGUS7Hx4sTI5jdlasrt5fv/x/vjMI/T7QH/XfOXuWKXLCiiyR8dwXDjA52jZILStwAPSTGRaE9ySWFG4sQxHe41gSwGNPopr1bnWUTx24t3hx5yTmL3l8u0jjXa2NxG64reRT11LByhwA+6yYeAhJzwh6rMwdCK/ILb9EEQRSm9Q2OnT+qEaxPis28T0O707L3yfA4JbELTe+ahuZLkVMAOIodDF6EAGZOLfSjjhBqNvAoQhUnAw1HBZEEAKmnxOm+UcIXpGW6MREYJnRLLFpd6R4ZFC9dUyn3VXH/BURp6o46nSTSNQ5aFLHU9TLuW6yYis6InpURhzgSRUVPY21dgR3ywy+ttijUoW6KI7I/OIw9AB9KfPwE3vurNim1kYForhXsiLfL4zwS9pgZXbPUS69Brf3CUWgh1WZM+w2ywW5nY5Id9gOCnHjpX0aSVNx4unjERNbFYpLe3VqRGv+mrO9qRHbaP5CHJ0RJ89TykqNHNRvsx9eX4VAa/cC6p29XUP3kO+gZwAZVj/w302p195EI9tLPj1WwWEzxqVzI69tQ8KiRtfvoztjcPxV+8XmHxtTLns9wjf/FeMk0xXEKdRTf4NkIbOAAt2yk3BDiyy868zG/5eA3EdeL3ec7GHjt/BNaU4pHLPb+Rd1fCCLeuXgOfnqD534zX54CQgrXKMAIBwuI0nz7d/XC4b8Zc1YN94EG6fMx0Ov7Ie+/9JTHwjsLqm6LTb31oYdThT4jrBqmL1Z71hShq7LKRjoRaJN6/u4JRHghMBgrrLUDPdMazjPqApSSJ3b9uw3GaJnVTLyiauplKiFivGdosRf7yj8+v61B70bwoU9xuO2uxNiIRdnat8fRwiF3dAaTbfdGnIEPVfMSaaMwD7UX3EOWwTxuMBv6ZDvVbpPko8czfNa7SNxagAF8X7cPDvA0Ejfo7b0zfuUBF8s+fwnakMDdBJt/BSzlAJlVvYd3EbTtTDoDQevKXvKrAGVYFnji753h877zY/fAfJ6NaVtvlHDaeCFu9OEMQ1RQ7PO7lKGvl+HA2B0SCKxruGJ7lXENesIdE6gQ7uSVJLkYfGHBEj+RpvXpLqywCZtqvDsjG9yyW5BGarAHohwAb1mv1P+8RO4zBYOCtKoYYl9CzJsQsPZtqfqBYw0L17Z4mGbNCRlLVEiVnFRVznYImAmZWQZCybWGl6UrLzvpjewpX745LJD5iojbPVcksOun9Nb11l+GxI+LGBIfOEiBHNIgvlwZ00OabtGbTs2t3tMAZ2zIywAXvwKotNzWTpof/XuGozBGG9jmEeWuVRl3Jp8fOwSSqDRgw7cOfQTLvwhsh9Vvt2blDGVg2qJCHd7TYuOciRYsha+5/1nyQwAgg0hbS2+11XCtVSGwsfR2wDnEGq9coxHpB0GtFbNtcuZ3C3Oc4x95Rwlku2ip651euM7zS7KrwTYVJzvHhqPUGhKQWCLlKZKKhl+yBQ7QAwJWM4mwTZnhmJ6WuCt4EcLOrWxmV9OXgBdHD7ZdhblVNLxc1T08DCfVknmiJL/S42onRovM7KAFA/8YoNRJwhDMr8E9D58Xqp5yc9hHMbCijTwD/DomydHJ61RZMt1pLei6ZhZr2+lE56F2+nzDThUA0S7TBmN9yYWPWzOHnCUjB/UkiU/S1+m4cRRWpcx2lvw4jYjczYaN1Dw/VF4FHFPdLHzacJdu3lXTELWl4oxFnOLsGAHZSL6tBxBM6TL2tL7acNhyQ9uTyJV29hnENeZSyDg5NWK386RwM6Z7fheUcONbg+fWeRs5awArFAWdOfyMuEXnEq/O0re0cbwS5zGGe1RzhM9rpgTiIDTj+QTzhY73Fga4yHLrv8+Q62ImA/H92GlWPlyuqXczRWE878ZrpLro0aa6jk8/bIxp+kTCzoat9HVtWvhTYOVEZQQlaXLY0vAvA4uGQ/LYWQPs9a6/mFFB6W8o3KYR21Zl7X4b86hRkMY/g0k7mNIh1lx4Iect0QCVOndl18A4w777pXRLZNi9B06TQIN07A4u0VMjIHl1AsXqYcoRdXU3wzStWCECap6Apokuc1l6McRG4aelMLqTyjV6xXS/jRZ1ahf0tHi6XRV/MRaf68A8EMH+WP5c0JkXUocpMmeKXWkH3i40bnhSYJp6n7narLwk5TlM3Johk0VsQnjwG0LQ/VW57AGFLkjattrAyDW5P98LP4HXXWrRzHFRbRQlC0oZ1T+n1kHGoQ41xJHzkX2+r8CUTZ9ytBO/DFRMjv7COUy0XA2BolPdzO2GqQA0kNvTep+KtZEznwhaSy59qWk6Njw2QZnshV6wdugCW3ixrgvwyQk4RtPrvGllpiyR8RBdx4U+7gN2Pg4VFQMZEgIyRf8rPIN7+aYGH9hV0cZ8i/8YIOJit0IK9Y45C+KePxP/dXEjdxGJJH+GFILh+FsW3qsE4jsWH+XbjkuNIdJ11gD4RWcIIKl4UgJEag0viwbf8bneiOwrdXlcRNp/wOABMPAi20NFjR/W5XiAltQ4YZcjUZiFR2PEZMzK/A38GmeN6dEu04E6NulUf8Gum9FM5NgYXoBunm7pZhwdDcohK9buVQLpoVemdLhCMP3sfQ4Co57nXT4BX/FIkzU0lyEjYpzvAivPO6UNbwo/Oa193nGwKTt6VKToxV0lbRt3/kjV2czK0vBamjWrt0I18iHjfi8xQ3jGwTsjnQKMPoJBwfDNWdzeUvnvu7Zkl+vucgbiHlWV6KJvOkRlDHZI5rLl16qDSY5+wqyjBBSqRzrJFeZaCXHS7Q8EQJOS9Yk4jVkUSbq1DRz/SvrGfLP9w2m3eaVhS09cmn32ncU/vNYNdJfTDe35N7ubJaOtaHg1JU56tyLDyNm9Fqpiw4J8wcU+cjAxF/N9z4Qb3sBGXt3xGjvMO7+KqFbGNoPV/KPylE02eWIJV8piB7k6GTUJKh1ANMCGfQawDKU/1PM2GT8RiHvz/dngpbZiOxjC9V0xBSkOGq6lJE96U7Z/b1T+10SIC7YRQQuiheiRmaid9LWPICQQ/VrfDcX1ALnTgo7d7RkJhkCz5a9KDgzHxwtamUo5OlGEDcqQ5Xx6FpTemXS7yaTrQqajtOjnwvVAoM2Ay9R3Iz0M2xECI/hyl+vVne+/56p+DwTkK5nJxJKzpGJIity4jhFinrn3vegBN28aOIyV/TrKM9fMmU1dHVHYuTTVbF//Zc6V4xbwG0OoEVBieJ5yBzFKqRDu6pnYkSOuuq7chMptI5wVvfKCQ2Tl+fdWPr+rvX7+WEpA633JJnw10nJYLg1FpcZtQAeaSSSp+2U4lMrFxfRJRy9Go59YtrOCNizJqCNjfIERbZ7wX9HLQ9946Df+8JR5CEcOA/uLCIzaFqZZFLGM/+R7StA8yHfDHTN5iEHlNNSYujq4iJyyRU64gQy1p0cviGljE1cwKc/n0gzprGC57SQH0z3g7f27oNnCjbSM5pADoKyvq4A1lV26Q5E0FWo4W2yJe8cqun2XfJ+D2pPBtFAZp9yJsdPTMbiHSLTG1tEaA4yXBMewgoI3E5MKT4u7SwZ58HKlQ969AtGU3Z3GD1Wfps6qfh/fQOiePOncDhFQAICqrd14eLIQUECF9gXxf1TseDFNjH3NIeH4MEFy/5QbBUMjwTw8x1taNOoN6mV1ry+7N+TjkbqLOhlPEkGWACCSvOsqJ8LMrJpHLuclaKDS8MQbSTm8Jxm0TWLLXnLTS7gwiQiF7Co15ciR0aCqCi8bGyPknmbDPA7j2Lps4g1bo6H+iK1TKge1mlXNoTiIyN0JAocuO0bG5Kxx5HVSV4t3kdQ8JufQjiZbhH+wO1baih7Dc4XBkFvS0evRenMfDxpyXNa1ogmQ2mI6CCbTrB+9oyEK6c50zWIDIXU9n2Rh+IuhafCUP4EUwcLWzOd9uyChM1SQAqGVUK3CAGEixqQQ4+TQuEnBLkFi7xw4yoirwdP6MWFPvyc9ymVneBwYowrK8Yy6Zhvs5+u9XUAZaBqVG0O0NdhoMevWRE5C7ND7YMIgsdBzOlwanLeQYJWHci1AnNVDoTvJNeMa354bFkM8K5J9gimZV2FsXz4ga7o0cojEiN/az4JVNFEj2vHWd3dSbvDsTrVj2lHVIfHD+BLKAs8Ndn5AgCULMOZWFNYtBUcwhH2O2iqjl75+/2NqmIrufAdABdIbE3QtzSHVTpaO3KNtkf/ROzbcBcf4wyvtDGSsGjjH1HfqbvJpT+1srNRv7ZaNEf9fVagMcUp8Dvw3BfdsxHiIlzaRRDSPLCx22uG020+uVC2SbIzzSXI4XIoBIIhmJ/33Qx2aP4MHmrTfJlROy+HVx0n7rN7CudMphhoitAmHD+SvTT8bCxA/wek8ClBP5h5gpBoKT5W+7ntcgDUC88NuBjdLUXf4fRpeU9ymtcZXfSjOLR5wEpX0QrvdeyCllQ0BjLT5NYPJrZ+/jPZpJ38kNF1GOE4ZbKFEkmoAicag8KlFqi9zlHYDXim8DpIUusw1JvvlcP6t+kimwYaZFV5xu+oVFGIAdZks8VO+MpVBgpHlAioQ3xa6V+WcpM61vLC7215dhbtevXayBLM/6UvV+GKVNlbAjaQp4/zAuMuv8Wpr8ck9KKB+NqbAjxP05v0jqHcm4wVdkJAZJTZrNVwFvD3zAdDJ55ARsbwTsy08O11Z8iGvbExrw74vijkWunkoyohnYYXr1M8IL0kS8yeMTVl1AbBMKV2vFQ2gh4v/rimsN5P7RGoG4YH5WXXG3QwnFiPPYyP41MZIdVqqbYkWTLGdLQQDz5oCDWHQ3SoCjPc8saVXerOaCO9m3T6jIiKxfpmELg74TARjEbNBaVZ+VQsr4t4YggelIQ4G1LkZgspAZMxTZS5+TVFr8SsGvuJTFzmMOE/HHqI8DYG4NP434Cl6dRsZDan5PCPHVJ9cpdEKsaHC5AJzFqcFwi/oNL3ta6RDTrwXnIG1luuZl0ZYVpNwm3/uZ9ysR+k2+qF3mEXaT7LugRfDrMeuoNFh/J14YrhoGB9o9nE0jDeITmhqkFFJGuU/5BMFjPGX1fDlCi5fwWlMzRlw8T87j0ZVvVHFe9cBrh0g+M9k/QqjaCPkDiDurHNi/dZeGboQUiM4G9SKW/Hv9awfvcz+tV710UFiO2+r/6Ruuc830bcfz2PUAFnlhRa3LkadiJJoBmt3Jdnc3r7ClEySV73WyFIv4pH7s/p++/OEPvOuWS3SNuKkhXYhgAt9fWsCiXWBLEuUuO6b7pM1m3AmlunYnOFA3e3YKDTPf4eDX4LLsoo0iRX4hWlX9bnkB3Z4+ZnWf1l6czeJpM47pA7V4t12454Ro0G+6S0Mi9cqGyNJaJSGlP3fFmcijmjQ7QqTP68ai4WK4Xhi28qsbBzTe7T/84kYooDEUp16mwjbGDA+chBZvTQTSGBS5KTjL2h8/jg1AEzdi0oZnP8QeegHJC7PvnQK0qRU9pCEuxZZFfbahXT+GW+fQHE1ATJPodAtLfA2WhCRwc+hx0nRWsPnkTl09szFWqCUVAuCZxX0oR4xS50PFZtztaRhKke+dVSa34YsLHAimTNW1otERV7VxejWCwSKhagGCwPy3ocQDDfXEixUTPi05tt67C7drPxSdx8xWpLdrf4j/4ljZwBeOVREPn+IVQT5rLLabCGnA9d+SL+UFbPvg9s2WgJK1sudQhBfsh3QvyrwGf0lWkqesBUsf6Mh8WOq9d3RbLwobVh3mdm2v2gmC+cBc086nfQWGz6UVr3BTPYLdlH3wgsGWOu6CVMgAo65S46WIzwAyHctBdve8IfdIx9ccXZLdFHVo5jmSWSKUHC1wmMXcc+t5iX07jEjcHaoB1HeH+/qs1SmY6TLR6kSWEvGNPp2FgCsoxrNOo5KuctVyYxPstfimBYe5fPjHWwvrfDcrxpbRrLa63ljZNTcppHC/iga+GfblzerOSfQs9Fwk4g1TP1e9cr5JVcEPKFJndFlegFnITwnXof7UPCc6XZK5YSEB6XKgBJpGQr9AGDveg1eVB2HPMIq7JYvhxqEaErIU/AmjX9c1Akqwl0ZhmtfkEUAlf7F0CnoO6U+gM9k3ux1s9sbYMDquJAPqAZseN4P8CC1c/5xv15oW6gJwuanBuh3BBJ9FwZ6sDFp71DdEAtyt/6CzYHE91MRIzLN/Ba52wzz/+UxdLbNi8MTJ0rQgSU9cN8yVJWcZMDPNgSjh88sGAHNx9zA4AL3gB2Ntz5eD29Vj1IqDTMLuVQCd6+usFMHFzhIGzgd+3Hz7LSJiJ0bHtYowzbsSGCuhHFYmVHZ/znw1ECvOofDqqc1n2ohaJakF28gVSInuRzWk3BBiWhmdNI6iE/SIZ4meC3yDDya0w7Uh4JvqVree8Y7cyRjAC3aiFx6A5yCCsAziIHKSbXBQgAV8w/A5dE/76tWd2pry7ao94rFvgvb9ne+DeeTOyGyypb9ucUntVGqsIaIGd9x9NP3OefdLOQR+Rd/ws3ikDZWSfzPrVFSuv0mnpByRxVbiLAeqdQAJMBZbC/E2l27D2Z4sJzWggjAIbmIU81zJqikux2r1UCSFg6d+j8tGp8AWWWS/FX5IRK/oANWTJlYrHcM3yBur9tWeuOKUslMgbnul810C8/aiWWHzt9hvXSTVdHMC97c/NbRE4YYkA6C9uGvDdpqR2ERGPQ182pVUQQWmTiewod4rjGgRcEzH1OKppaEo40KbV6jJMG6cphYtagnM9DNo3AWinazMP39GscFUTqaui0x46N/dci4xx2wmaumPuVb18IPmAM3gpPWLLvPO3X8G3+EbModkPju6b+Hv3oMgMKAzWWIE/RCeNluIn4ALb7dbTP2fpJ+pM4M5vDrC4JwoQA/iTm/DJWZ2+mkRHbxzaUntlCIz3RynESz/DPidfRZbCjDxaKDpDYhrByhvTmqPKSs5VQVQm+qL0mPW1ifpE0Zm1HQBmjOtQCORmSm3036knFPP6EBnXUGC8aSIdTCNbu8PCWCQbrMvsLHZG2WjsdZ0IhWGL7sw0xLSpZkkj413kQw9htfUjsHnxhOfcJbW7rq98IcysGR/Tja6ytzFiyzFLDKfyZ3ahqQzHNilL4Tg9Ilk7YFOI6j6qHd36elv9e6tqm7ca8fo7r2PQd02urpUyj688yDKL7kPar4oEX52ONAvTvLSUBCvBmN7hn/KVje3yMbs7S3RhfqazJMZhOB32S/8tjwUEDzw+O1AQddSPh5lgiXldm4C490qT/fT/Uts4NGWvYCUdVt2Dv8J9CuYtLONi3sVJkxSKS3zLH8yDNWRx+Yk/u3ubqS16nQBSLSGLGZdDAzKfEMz2DglssErEmZrtQZ/oSifwT4otUMbGTWLGR4ixOHGcl6VCuWvj2F9YIiBit6vQs1BqfSUSf5xMwkjBJe3nB/adH9bLxOUIik9GT/reJiG6mLe+6QpPCWOIj4rVN0U9cXR4haTB90gRXaOLU3itKaXw3j+TL/TVPXcdImCcUJMoN1qelifeVpWL4cwS70T0PKRisj3uyTYGcWwUL8SK5jHMC+RhyIraZfuSs2j5S+74PRwusGRWDcEDrJCNVfek5jm21EvCphcgzdIz7D2sRnfLprh5S6B2T+JifOuSx8OamEj+xh71YZp6qv9TZ+JrSkapro3aSL1Ri2qdUcF6HNDwotDgaJDuqhGyfksxgCaoLm2hN7dNJtkIv5bL9HhLWjo0di9fefMqEr3JkqnLxs7i16ZLFc8qQDGMG1GPS4Y8hb/g0PAz4RMzN6mnWpptXf3rRVhoKFuBTd+QALYo6TCbOC0KJYjoPyYLlHu6ISGDXShWINxblnP4V6JpR4exzI6z3BD5i42hz/WJh2DrPIV3ULnWZvo15mpfqgOxF/Q9YLflRDPWgVK58OjS2loKvKmdLn4uRHO2f1E42Sy6FlMNSnNCsFTt75bTg9imXbp0y+3yRlVxVVgJ3VHDfv7ZPU1SL1MoNIgpztezSqg/sXjapwdkxwPPBNZ5GZQO+fPcAszxDO6eIXQf/6Jct8fyoE0FO5i9SJ6zV5nRiU2QnHLRJPe6zzy8qhaW2MKNs7NIsR2WYwDreusTOOXXtxbM2A6Fm1lOaC5bW/WOYBKVczaLg1/2jr+zfypusmJpG8csh566O4f3CDnm44H0Bt4LLhxR+z3r3xcmQxpOoOlSygYmfoX+J+IdNFqCNJDF4JYj0OFK2NNwOxgSOoBUgLHmI9LIPg3DKGT+3rt5cYtvqbELeyWgSAVsXP+OerOBNzagf58nr5m5OkcXSahmblqZNxDcIsbbZ3SzA6OEBTMzGOYoo/yW1OCAgzr4K993GnmXSCGB32rLbYdUrOplnZIMz7kaO2quU6nR/Kk2KQhSvdQi7e05oaYXmUgTqUIYuyv7aRECVek9lyH07VSANwJi7/ASe2EuSBPXiGamGgSJDRLxAEiFgsqgD9rUfB6NHTWA0q2i7OQG4KkPMLxYrVKxNbShqKxdMiGCJaITnQFIYaiRq9nMEOKXSRBlJFrPsK866SISmddRN7JaPoappwdm3BT2T4NxZtBWZJWYF7NJFBSvDp4Ckdj/laGmwLiy1ElihadxOVIBzkN0JYv9X0mlkHtwTnAcmMGoXov99s28M58dpiFUk7m/4eGfcT1k+6mJ68jk/b8E88BBlRK2L2T0iXsKs1H710AWh2W+DlNfnnrsKBANB/5yhb2HZ0AdlG1I+q2k4fupB2QjuBAb8+cUZh8zcRYsbFsrNOnBn7k7xg44BU2gMyp13Y4lC1Kx+UG7zaM6qUk2AS6nJR80JrirP0VGC5UGsV8Lyf9KlHYTlTgKxUTXeUuWuJSwq4youH194tuLDBWyAj18/fTO0J3JxFrkfeEtszrhn+IHXgs8Z3At++z4rNQBBQvrlON1JFuQGL8gMLwi84sSgdBslAb0gnHHrxUeQRLcohfoPtbpfIxyODYns60JAQtfPi+y/sWR6sSES3H6XY0gJ1KqF2urmjypdSkKdIgAolLlUyLLW5CmzArogt1kDCi3XbYQHN4aRHnpmKHwh+gA2xJjIynDkCW+Qa5tpfAwzNhsVhRFIkPd+PvByqWukUCwpWXwR50TWZ4hKhh+cfrhVoSKH9kJJLEVk6vuWKYoDpcPcCiejDRQ0HMKP6/8rbYMY/rCH/prWhv8T9hW681QrMGrb2eD7M8jA0Pxegxj8z9csnywP1rX/ddjvrwvVRtW1j/Kp5WG3wQ/ES4E1XeAtGnIHPKTGjPuPIE8zKQvHsuZU22SgnHNlUsXV+if4wXYixEShtETVRfkp/qtbsmuxgFPyTB86QaaEL1gYCnE2U+oizaIjkPELhMMJ5yzuC98myouoojKPTzOv5YDZfN9MFjNMfF/M8q2cIp4zPGyZ8Wa9y5cFAmRSKdnJ2JhjqC3ui61/A8hYnjvS7+hhJCljelcblazIucZKcRAeStfj6lCjyxcsp67djrBHEBdefZCZlCAWq0flEPE2Lp08OjMjfrxh7wCtEoMH1DIsTalcAEZF/mzdwNpt55BOCo6BM9P4fbzm/3Ef7QHbzH7AYUzmZsBqePL3fyGguhnUqsOBa1Ki9e+Vt1w5a8XJKDrxdJr1JuXVyFkM6H8eVAzGbOxqJFbT6jIh35SHtZu3EJZsFi6npfEiQF9Gp/SAEnvuRG+G7tNSh+VKWpUCXShpUj0DgEcbcuk6IqwS56jihRZspB6EhTnG6+PcWQJwqiXUX/Kr2DlcZ9yQvnrBQSZ45xBvd7yPQ73Hey3/A7wUx/5iD2lBV/PmVAfSBHZ6MyUoPCfTDJ50/m9eZKjzR1zCYGrjZy5jwpYBw9knpjK/DHxch6n9T1F0B54nW2+hNDjxi/g/LjJ4+t3eGm8DdrvEmSYGLgx8Re3ikfl6QEpVl6Xt1at+gNTK81kPVsmLYvuUZ94i9isTuiVFU1ZrPcG3QfNWAEdsJxCKUnlW1qY4qQl0YEx+23XqG2oLokdQeLZbpffSh9OZyD6/lbzHHqBeWsb2voUHlteLLp7RUOKi0ll2N9TEvYkUKSJUJzfp2AktlFUPB9VSlC7Q8zEu9HWQWfvdbOjC7hYNqqByZaLRfhnc0G4fmeOjlHGt3129Wg4Fgtn7GzvxvlBN6m8ToaUJWcwLICLysKnK2RmAZAr5O/HLeVfVU375nRS6b8eHCXAnlv4lITvqgjig813i25kTxtKLcGtRlMoeSEi9T7SMk2d0+OJY974VKB2JQZOvOsN3rM7xopt8jQKGGmGW1SzJ5KVld/xmNlBH3W+C38ePz2M+sZymuE1yUxSfx0STpAABO+P7muVjnDHvtbCFvv3dAeDSg2B9JxuhutYQnqs3xOdGl5VpKTYsb20MaxMykuFdGft1HZT3LdKtrNLhH55292zy3qvC1+bQUCwcDeELTACokBzyE/xrzi6xVMnb0a4BHcoleN4697spPwZlNo5jj7g7atXoN9jatAx1vnWbphhRvpRa581+x3wRi/3ZzuDhO8RwypL7AEc2vM4GrJYmM944fV34PczhstZaCyzWXFTpL/XWCN4IEUuwtvIDeKKYYFB9r+0zamfRdksNkpg3ErRVlizevkjQrZ6/j5QTDZYlSwI7F7yvOTGWcFhaJtnJIzLvoKUCdHPceWS8Fi1e+aUXSXUtKBOCMSTgKIGnQISxUDpi+s+ib+3ivfeLm1kXjbkt6QmUXzRCLQatXE8U23loiH1bVXVsxdRxautZXlNQtH9c7mFmEFlDsILpEzYGvgo1jx7JiVAh2VwRJs80jSF+J3AZupgd4seLNMdwYmIbADp7A4ggJzIg6FCZlmnIYkhOFyi6SEuzsgSwo4GUyq+lcrCqK9ukp6+TJtparOUjfO/u5YbaEcGDD591bELdWo/8HLvqwoVlmKa8loQv1I1wKNuFJlctDVM3Z4ilAoFIlHxdO+I2bbgtkZik52W9lWvnlOwZEF8RgqIMfZCRS/BwKvVdf/uQ6z07i4jxPNDmbYXV4PmxJvmLObLo3A3P6OP8iY3yJni/5j0Z2VncEYE/yyF228+hiKRmGJso6wbbCEU6fNdmi+11FLRCacEijRHHfhZM/J9OzUXb6dyTETrUZRsnyU2d7i9eFRFXamuIGs1vitAeMMiawDSNtwdjmiPyCocebIQVmsbIREWcMTo+ol4ar3spYX8PbtWiP3Y2HZUcaohZEc87WyTMmU/v4pgWH7o/Awj6cIb51jesuRETx8K6tSDEbDSyslxaQr//Mq349cuNvZSFQjXNpYXzB9XkScut9R+Fpqxo/1TNEjkBWL6oPwsJ0UyAD2WyJQJ9BPnu48dCYvnPCtNNn+FlmMVG0Vq3M3eXYGNQErwq5C0bAIdzvSdEh31X5BgUNPdUBd5xZUSA3rG6ft+5v7uGibY/UZgEfjVDMavxOM0tzAR1P2zxvXhx+lHnCMZAnpQ7sdY+dKNlLdmYz2LDdwtQypXQCYKkSoVvdgi5Hk2GFSSvkQUUyS7eGsB6SWX8s/jg+CY+0/wtcfpZuwnp+e453c/04f/Zz1ggWmoZh9h8ZwkcJPeGgYlrGbrjMoKgRIeIGLzeuGwXlzhqB9ATejXXZLmGNCoibBjytkrWc/BJbxd7QrXjbghfXxS2y4LZFtA6h8I7M6JCnrMN1i3Ti2wwBKSebgYpBrn6h0Nn/SrVo3TRpKbmjP1pxmDEDToYQyt5j8g6JW4X4PKUpvG8pmTQQYbp4wS8ZdrCe2h5HfFHX8mMWy6TBKJoOpyDW5L0WkjKxAIztoagy6fvhUSRzPuFwycaeZZAiT7Ki7YQx+TO2d+2zq2MkDhbJNycYPF4oDVsSG21Omv3fq6VhiyaauoV7GUAsI8dQTs85/7R8rxb5YWpSM2pK6aUTv6DjEWhf8DcoiqMMhRs018yks0YEzyXFs1inpjAImhMIzUZgdDWCOMHmUFM9RMAnG5gxNqiz+t8KouigoASF28e+1rKA2XXyK8xCgCHpLBprf1cxSV+KBdHdkTVq+4ZHs3EZ21i+RYazHpXExf9rGACKQt29cMozeFIxDxN7hs6jKsFYznb6NSMjof7XEdvuZq5upkPtCTdlzFMk4s78kxLdLxEshykKHsp2ZYRjHVF0E5BAeTXrt+ABvkrJRXdnn0OXxe0krt/gy7lDgNU+JNNff8BDW3pDdN5ir0Kk+9mJmuh7M7vfZYmq7gtN60UaZBNTMJzpQxGOxakH3qiIXWOW7qQ5EdzaIOSp1XVXvB5jy2T50F0Te6nTf/+Fhovq/zILJtCUWk73uCFqa+j+MihUHe0zRaZ7jTBQN9mLmbzq2gEqAAIMpkhlyRgGqYcThPDVx6pbdx6aDwNaikYB/Zhz6oNgpod8QR+xMlDhKdc0WIxzSG+nta+C62zXj0Wdg7suAk+7qPXGcNeYq6zRXma1dVnU3pkpvFscIGCDmXfD18mPQLh1G3Js18Hx1xbY9nZsXXXLtPhBI8fSZ9oAMViXyV9NCoTQWEmRRqop+kG2lbD0dEYuCGcMFsIWNLxnPZngHlKsTzoOPVekb3UwRC5ziavqiMuQZsNQyxHWNISRjDkh9Bt0zCm/U5hSi8R1LLGKPqkj8EJbrC7exzYwyYhE9jAjOgiIgunkUthj5f+L+voQc01DUuuIpy5ckaGq0R+hSMXWBT3kWB1SI4s4UhZeCzkPf9zQQmCygE14NbIXUd/gzZdN311FwrQgceF3lBVz9yIKWbMyjcY0xIXsJ+y6T6oJdVw14XohDmJhaBB0rwxf6hfumNeVg3qyFLMsf0868JCAVWEfcKaWh3T7sI2Z3Kvxx4IyZCGtr5KHtmodqz848w/JzWcTQiKnwS/AS9rB716npz2QAuel9O0V4ehq/7gQ/HPi6F34s43djSNadD6oV7OSMZRR3noVWvHn1iz5La8RifmJTw0AwkGknizMQOJRlGjADNDW8oozSRgw1L7dSBz4850p/bY5LNYv140s6LwAdjUkPCVVJM/r1TSBURvOl7v/loLz48yZX7uwWXcXAlGcgiBLgf6W+llwC+Ab93gq8WkfCwTpICMhtsCv6nGvGXnVBESQyDXD+JQIazQesOWQOnsBK3unMbSBTUlhTl75PEo7b9VnYBGLb/3Keu/qIVykwVEHL9pgjHT782ey5qJcdZ3Qjy0GfBvB5uraoFLt8a061XO2s2hDiQOidTicEy+uGo1VzQvyj9WgnxCojGctKzqeKYJfUU9i/t9Jc9N+4i+vY4kpC3LPlra9GvkoGjvvAfr0c0k/PVvnMxLLFx92Er9o6o3p76BITi3rWTtZXoLLXsHMxg5HphSffBwVRRczxfUooKNgYeHsL8oyeQpwZBmJu7ypD5CAW+JDIfpoKGtfa+jxG0ABuZcmj7At4kmy1IUXskParNmvV2jBqVmLfOsnHMdRIAq5/OMDdLt67JeYj0Cp3DhpQ03ZLYURyyKsMyNEL5eaaKfSqpoU13CWDxrh3dKM/nHY9Wb6sMp4t/YFlvyUfn4S3DbXA4fwVtz7C+KMYOanBJgO4TWSqXLxO1TI9crbFA1z2B6M58RSIWn8FHewyhAnNxfN6PhQ/VGQjlidB607K5ENFG4DzFY8qh8j5Qkgcygkm0rHscbZadUzfTx5H/t1KsBkQqCOW0kvuGPnc4OpCi0Cj8ILlBk17RHjfKUFZz4G9ivymJ4XfSpdHQrSh8x92JnJWB5dbK3VABPX8aWS43ZQIfd3rPZjzkobQMFuhJlpxaHUI1OYkvjicLNIzNFMk5l9d7VDVIO8dv5fA+8pSi+tH7Zf8EZ/4T0SXlGFhvTYUJA34MuokGhe1wwu64sOT1G8kU+HOD/P7HL5MIqupqdeKE6eAVq64Q75bQzCtIqcfpJdIlopvxpabWMTaQ673ER04CeQuSMnKHD8KjNNMszNctcL9V8Pssx1B//7mGRddFbU8gb9QI3CAmv0nYuDxOGDVlJ8hylQjb38SoPN603Zs10KBRC9cDc+WzoDLOCE50jlhCbaC94ZALPwyZWnDnI0w2bsp0/FpWmtoOmXrdO3rBxi+DXPyKrSc4aTXYNm6eWMlzL0BIWGsRVyIaubDs7FHR9+j7R90az76GimWYZHJoWfDeMhGM0XyCxEdjsgf6vg4sFPQ5SDFkXCitdIG8j/j6VAOcw9h9bMOn7Mwd4Egy6RAKzhZttdH3cHyelUkfr/nd/s5dw5EVfhSyC0o38W+3mx/gM3iPcW2wkjQZNFrvQ1SqFTPBrxsfMJmUhnPBlGkuGbWp/7wVxlFQ69ANoYwSIPVgrz/JMfdxUTwEpVFGg2MXpy4Psl7YaaPqq+bRgRQ8LvngKEDj3X1oKFJqSqElmFINGYmfLRxFWw5KrDGimrjEbNJ32qXQsTnXGNH9/1YOmDrjt3avspSJqUcPB+gHFfQgX72P+0loJUk94Jiz9OTpmIEMQCkU3Gp14gh3Cx89gcWKpj1YbQBtHJ9qOOCbKDyzBj+N6TNSopatf5ew6hA3eyKcCTiiOAuTx50NCkwajFxvnJp2Zgy+C1zcQG8/BZyxcFNTtK7XDp0xXjVTJ5OicHZJmoG1tcXRAbiQpTkkFCx67NbTRaBKsQcWdQJs6Wi7Zvo+r1dD+SM8ITIRhzoJ3IYGN0fAS9px/xXDShJFAF6ZiW8qaEQ2Md6CVon2R2oK+uKenVOVEuRE1/na1s23O3AHgloFuVR1gvb0vPLyXxIeH+iISVzR9LCUzkfCZzlc+bTI8/Da9OGGxFoQWMO36Fc9BJXZYRXPpM0f1rVV7w3a1g8eJlBczevcfGVVTZy1hc2O4C41Y6zd+Tb+E9FA9EaZsIf/46q0iEf79kV12xWXqSwwglQ1uSz9qIMH3lXIHvAC7apTIFF01hIJdsgp1qsARcmXXuefRASpLhxkbOdJ9OLmw7DciseBoNNhGF4zGelcKKRQiUbb1N5tdeJx+pylDF8S4syUg2mgDtWRt0lFNOtEFQs8H5qn2yNkAb4sGgnRlELAmgwUd5BmVDF5P1qBDMTxPKJS0eT/OeA3YIlv2c4Y3wtQJuW4ZlPT0v0gdsDynoMiHmUIchQHsmlsnNsGBUs9YQD/lbgCS8+WFrpzKZBn23W6Em3fDVnwD2yEZQg5IXzY9Q47MCRDeIQKh9MRe4SxEJDMloqrlyWbAj86Y2MzfYLcEu7YNmJf6rC24g76uqXeSQGMYh55ywHPWgG50fGWeYnBm/a85n1ZkL6kF69InRjP9CCHNenki42hfqhxxh7/ji6dlxG6aMHaZmYcOTQZhWi0vPGxccv2iG8a4xasj528rlK4aqal4X1gy3T7ZFhWjOP7moqRgrP3CCqflH+McLXpyerhczAK7dYnECLQS1J6sdZ5lfZpmaKBL3nUXq1IrUdbEoY3g0a0F0rBCzc8XIRXD3zylrEnoHD3ZWzj9h6ULCtIQ7nYcv7ybwsq061rFcGwkYDLuX/yodxkler4n0kGjUSYncvivBZIv7B1uQa5vgxnrQ5E/NopJelk0OL+xIR6XkfxEPGfub8Dq+WKTgWGb0UHqE6gmyLKO6lEZVyyx7izRn3pjUxDJlRNUbh9fQPN702CPeu9SpAg+z5IDXwk5A+qDLWsU1c58Ars6fT8/3T+VKSD26rDIoikDFsQy43dFXi0OWSGMfSeP6PJw/BsGhJ0Hprqv4qbBV+AVmSf25+Qsha3i0DlRapIAGoCuKM3giBrn1tW7yHYRpvT2SIDrSjP87XZibJRSgTJqsXgNniRdEyJ2Nb6tPnoRquQ9+0OtkPkuCeRUTgpgWEDHhcDG8WcQe3/Nq6tj3QpIEpNGzGdV2rnqQhP0QC1MkAULu5BQxnx3q1V+fOvQTxCzCw2bchVkurxQNvWuau34f1KV/inL49IgJ3grsUru8nrZQsJOR3Dxm7pvv7Cmj9wU+mHz3yuKJxnS2M5MKDECCQCx9T5jceUg2Xz9HbXa1wAVsNOmuCInX/QjhuQisB3y8ldWAS9KI16mqjMJbydEYB17SZux1Em+WJqawpJsdo6wqhA6e2EuhwRWpaO3pKj+f3ymmNRJOp2tzJe55xmpXaLTYLD91K4kTaEDjnwudbBE/abtW5IPVzWEs9UvbLPggc7wVDOFXSi/JaiNLUlSY6YBmBL557LDTyZXBYb4scP+3mvWJPg23EGZT/WpsLstDKkEVtfvg2NGXTv8/6C5cndmN7Yu1LY50KfVHSn9BPACPwqTN6zkVi46NqdWEeiv6c3LHGPvVB7DSMEjP6XtWBswS1qPLzWwgkCSh83WTi3ixozhmBIShvN/SydMSLtaSltTJsoaz24aBIwhwVtM5yPiiAfoR+oQkmrqHz/w2s0rlB0YxENNmq1/4avgcE9Q9KfEFdKJi57IGwnJtFWgb91pJSF96V2t3K/SzMDODirUOZL4E8snaQ34I0gCvRBtA/sQGB0ry2TqRHJv/IglT+CbSDws4++e13RxQN6i/nS1cE85cVFoWg/arU1NY3omYWgC8jwsbM6ZCASzECKShaAvosym3LgttDjPFp0XiGf6rYfKEpKoEzxr4dQLAVgZibOVko7B1eA4c0RnQUdx0IUkWy2s/kt1B43S76g4gbvNvpkyYhMSK0WgMKFLkNhZ/kscZMQqQAjIdQAB1Amx2gC32QYWfIwU1EsWTk9HKJuRIxXbD9gUD+4tf5TZZc+4SEEwIC8K7sn96qalMQ3mYjhOckIMHFtFIe4bxVmM4q0FHHTe/wvPwJ1hih5d6fLrc1oszSpQZW7nHqxFSAE5lFW2cTS5TV70B/SKSzTFey0hoBFypWGZvfJ38VDBVNmluYgZY2UpHHzMHkJZmyhO7t6e7Aay2nSCF3l2uvKytP5BtIA7c5cE9Fq2lhDp/spbUdlbg/NVF5JSZMCqtLWMVIJj5WDBv0lwNfa3xSDfq1Qkydc0cyquEPzgxrqzLm9w81P5xaGhl8quFAX+9jkPmIxxis2CnwUP7vVKC3DXmrd/4fiDAhcCeSrYeNSw8mSgPdPf06ltw0/7IMX13THCgRzg5UdofETt6/5h+zqmwkC4NSGbjFtKbPvAmBdRLu+fajBxTiWxYgGslMIpiOnEF/q72CacsiGDCu45/zKaNO+nXOxE51+hIhebIKud+WxjFOu61QR20gxz+PBTFRBVwELV5b/0/7qVhp3fGMbJCnlM7fA8dpNDYir6xCYlrzzicSbkVFo0NlQhi0veZ5u3SJVW5Voi98JlA+RlenRL6XNpX/PpceOnlTU6b1Qb0Qaw2LAl0CtYdY8KtVHWdiLMchctFSjUGIu8CTaXhVSjkPlsUtbvg+LvJllxOXqbYl4HP3dTWWnqrGjfFMVQpmYKEyaWkDrBT5C2g97+XG4LYBa6uD3154iNEC8mXYjnJNeKt86pxCbb/eqgaM1nnbepk8S2/jrUhPZpX3CHp1bnN2scP2pKPxoj0ZKm0LVJeY63En8uP+vBODClWsocTcs0ZRI+nhWnHrhEJ51P5yXKh1p+boicirQZ/gqhwe3kwmCJzfE4+yiWg3jR0hdngYigwpC4jlJCozdAnWYeORtrKfOIQNFzNxAbYLwuy4SRT90AWDAeLXqzI+fD58MWme5Ir+yMB0+1O2Zc06g6lQON470XEXNZBhoATMJEHdw5Ka2w+AX9V/7GHESLoiDoQc+NHgpF8SRZMIKE0M7YJP9ge8ovzYmMWsj/eI6iSYU8S8T7C/eoOQSYi8aLImzteWdLqURsAKEz+slsbr5As9Ykm5hSd5gKwtpOcLV1mAmx8h/Bq8giJhc6+IhItc+ueRR/aaUCKgLtSZG9vdb7AR6mzbk4ve+U6W6jfRtPOIsUJRO3NCmdjGxpiDtt9AsAc7zAKXvU3vbVIa+fQfEsekIpA26Pi6ti8XDMJbNFXCNJPFTp6HSNqEV+uHYs2n9fuBLkCqc2qQ2hTjSajqPyohTb0frKWQDM515Bg9/VuMR6A9NbNIxnAaEVla7nMPhixkzKojvM/nYFfvF82CmsnpdUnYbwtyaNTFgWxKeiwUAvG1lbU4ACe5+ZF27xhSSgVOC2WDqBAB9dKrnwNPSRDRMFRu9Fep8HASMGjkcmYCXH1/YFPTB9wz34S6WgSPedcBNJUktKrnNA3AU2qH0V8jeQVa1trF47/drH0rtpJD4q9EccVj9P8f7dASfvUjlObOYcVQl/JeGWrVwpvODl7XVvRQb6DSRxoveIPi2D6tKBIJ6IHcTHxYXnhLJrkGbS8uvN6qW+tezGs4huijPmqHTbHjDqqKyTiy2md98ymRJLYLRGEhBH9JMrKP88MEqYWMNN96SCfo2Ha9QGQyKJLaxoV/sO3pXeQji+aAUdxHO79Ou/56Gxsp0B2OTaFJqndsX7V0E+AdHxoZIE/y4E6QOef7fqqAJFsn03KtHgYe6sdzLsU7rUNlvbDr4ycCdXwA6omPiD4Yb8Wq0P9BGsSJDRvjC8XL5irgaoTVm6/YWzrmCYVOaEZ07twMcqqLcKt9VquJam8KGgq84BzL1wJxMAgaek/9Lwi2SAZzaLJYOwQjC/Jw9+fx//n/z5a9QElSwa8vjt5fZ1lHJzy7osA6NYXYp3jjNkQ113EBIbh5dLQ/Wm8xKKP+MXqpLKKrw5b/yiUm0x0hleNP/0Mmi3zeB9ZFpga0v8ew5KbjtpavmYyhAMe9bd6PgQ6VdS/u04m9AkU4faafQ/iw5yYDE3rPkocRNuWUAQyOurEA2ekzA8WbpI0xm5JpAmcWuoFXvSFt0C5bp/e+BKjZV5lT/DAtaVsutALM4pFfoxX0ckUEL3VNTXm7Seqwpf2nem5F1CiwywEJGGQWjSOV2FZYIh0LF8Bk1H5mBjF2oK/5U8ZkfCQfOFOzoI9mwiLfLYwp1z3yxBQEufwtD/n9Mn+nH2tCyXO407/LUbifBPD+x5FxSF0EXvQlY/N6PTVBGBf/5xMlBNTT+DrbkIE1Z6Ow+8q3ziUwOzRM4OFOxP8uZCakJ9wnZRrKRHhfDkyR8S0QlUmDdHEY2dI/FMImC0Ur/eLGFk41qFoRxMgS5mv7KnSyu0OWJw5pfAAGe0CPql7SV/L9TCOJHrRs8L/A9nDz34BYgh6VlfNoMp36kG6HtglspzZfvc2u6HqmKzpESik91SzmCbrW8AG3Yw36EG/2ELLHIjD8cK0MAtZ1jhTdr2Of2q7bo3RnWKT445yDK6+5T73mrFGVEJQGqyx3SxiYthFp4YLxg8Yz/J3A9d9/9CaXEo6Ne2yTOztgNDVTwzaD8sVmubvaehcu8KF+Fodw6Z7EPwZQT1KMLrXs602s5NNqFsJ5lE/v9yHr8zu5yT73VPEIpV3nimCoytT0zethcShBukhcjQu6pNfD/9Eg+8pbXnmjt1Z1iE8VlQnq9FaFld1hUqnCj/MCEsCpOIVOmQeyV84mbsPWEaOw+/LmY7PUBtXpg+lwvXEb61mfPpJj0foco2KxtFWLstBs80c7SrUIJVe2hrpLd7ptvGg79mHcELAYBWBUgxb973mL9qF5mjuy4y05Ql4yiPe/wnvs/uul+eKxQCCYiHAHZlzu82ljJeILiUyxCA7ScK0S2NZhGYtYR/Ug55sSVVA4p/JmK9ISIpwL0pu2OkUybVFxz/+IH5w4cvEamVEVIKKIunI9AMHoM9mi1uyjblknxS1pUPmQ93A+VMcSHgkp7pUiQZvam6dWuXHd74GRM2FemPhlcXKA9IYj60yeB/x/R9Pw0pUAytRYJ2XiknrNIXj1nEW27Ohxku2NVM/6QU5QPS9haY/KjcjkJcCfMzLJ3ULBIVvSr69j1W11sMWOTJQtJBLK4nI4OqnPf0EdRRpmXSwgwYgJb/BxNqrc6GxcaIg0YkuAcWv38J6ieZANLAS+H3W8iXgwHWoxpTGdZ7QeTu5O/omm7GmDeKoEVFt9aQbosKQZNcVLVGCb8h1Sqp0v1BNH137fteBW0T1GbTXr1sFXXhKdaO+yceBoBR54YFpdv0aEq2rUGTvEHzz5ebFpcm93HyI0mDlt9BOEmDcg/eZ0mxGUmQwSsPkoaDBSg5FU6D9fKQqJe8r5hvQc2L2bnigcKXVzj/VR1GCQAdg88nvA2cyk4ryK7PZRH018h2iq47QRefiLdS1ZN0PK1JH8LBFpFWnHBNspuZzTzTUYuuXF7JpQ53czSaMslvWJVQ5V1O+bnX2ZAuBljNsbsZ2aGLhtD47ch6z/9ijgH+4FzBxRP9VagUdGEsEmI21PHpbypV53nS4sEnld0zZR2OaNGNWRR0j77VjG2zII4CG0wDES9M0tAw1muPIS8kcB2iRtYJALJqAZmm59+2A3XG4lL0DfgPRTyG81QhlZpoV1eZoFEIlsLZDdqPtnCdIBmbgUrZ7l94SFTnIQyHIEd1MzRfs4M2f4JXTnFKDv6pju07DU6ikrn9+TlWWMm3Xkfbjc0bn4gfTu7hy2YkyRlVHjQ01VUmfxOcWXjZmEWK7Cx95lvVQLma/B8UAlb11F/Ina4jFpkipiSHRYwVlaecWOd2rQFS5dW8kc2+r7zaE180FAwk6HDbw/3voO95E1Wm1LK082LcE/uio3mS2uSzQU5MO9NaSD04t2TLNChWTylWm/ELHzrI9htbHbY470fMlnRTBgo3dyp5WR+PuNIsLgSmfkUEdi1x0Nd5dK20nBcW/D/Cx5ROJh92ycH7a1PmNMyvPrLQoODFiwYiqwNkLFckQwh8QUjrRJQM01vXy0ZzjMtQqJ7dGhLAeMNggT5K9LV5MAF/U6OtE0iNIta5uhsidizKF5IJiAN+c3w3gi2EzJw4VGUPwstpZQ49CuOLX3DHd74GKoedIpLh8DBUjZTeguB8IryR4nvMS29RyROfamQeWzTQL+vINmyKwAinxXyjFzBZWh7Ag4HyQDqevx9gUygkt2laYuPYAAH0FAkm4XWmNnDD+0UI3OAB5r6Levj9pi3c3kj6N0G46kxvMzmFZeR2jJL9Luq8IxOfoMZCUQRTEIiN6LCSgmPlbRwsOoQGxp7fslVidpIjTpxBqZ4dr6RwuKOqnLvlzxyTJ/Ied4JHC5Qs+woinCKqpcwd7Wt8Z5vceTCb9D6dEB2LVSADoz4FmCN8KAsR+J/Ox8FOMLM6AprxhYl6qn7y+qZqnEeIqi2BMTFbvPqR7ECNGTZlCunALluwAIvkGqEn3Ps7pq7TiWOZ4O24w/I4WxMW1uxuVhc+CVyatCsdz8W0C1RbQvE6UGx7PF3jhI0X00Y1Z1yjr59JOaHnZ65MjIJ3SwUYqH5sUo8V8t7Es4+KJXrmDPmUp0TYfKhSg5jtYCByupVzo/bp8i8NKajPxy6dyZK1MWRCjtKqsdTa1rv4uLM6BPAatVzVbgBOE/dPY5dkq3kj27AqJCLW8PrtwvviIu8mcZ1kiwHIANJ3QUCYSNZ8fXl+62PULnSuDmO/1gB35hvLDom/4BDTRXFJ/ZwNMFp8KMkZ9ochtbbzVRe5LFKqyuEd1ZsFE1wuJzAx+dNMPhL+5PMXebti9ZeZRqtOGRE9QAmAzujmXxsPO3C2rE+cCmYGRA9NkUCYBp8p8UEzg+flikQ//9CqNWvR0f5afFsw4K1gkj8kij0rE4m/U3eWDaI+dEhIbcssKPU9rW59hoAmQgQRHKn2PjGtNXQmshbo/qlKigb8dUX6bj5sr1j8nmO2tYoFy5KhdlqKnt4fVVZziv3A7bD155/R8R1zoW2GUQuYajdDgeqHPNBS7L6lXDdag0pKDlHDyFGb99YQLOFRZf/O1tLlDMKdLrQXMR1jCYHIK4cT/VSf5qGlAJCLwiKkIVn6kP8khpEPmPQ6QUNbqsps5JsHHoBs2lEZdYzf6/pynGR9/YFpyxwyf4oBWS3WZYsQ2iMQTNBj/oeJ8zaBF+MYrz+GOhg9wO5EncLE0QlmKjSalRi4JCimlaO8zTEZB2b2l0HYkQjF7z/8CnArEkgfSpNxBnZCJoBTGWk6+NOiRStkdU9zY5/B8P3JcZYetmoKEiVedZ/5dPD4FrFK4wd7JQfG0tYq9LU5OQdr4NlQ15uhuoq8SC4W7mqn+C1axhE5VXuhD5pZwQH0rMR67kxXJDga7Fq6uIee45fyXocHbpJTZ5oQUojsc3g4dmPqKRx5NS22OSTATXJNuFLlF3rRZ9frTdkrdD1xdxUC+mgLbupgjVsCJHnaB8Z3hRNySPAygUq5Z+0pcQqxWvm+HqRmdjm02zld2ovnJi9KR7+bhwnYLiry/plrW2pO3pbCSkzAZIq6Vs9/W4t31wDhP6jOgvRuXWo/fFDc6+YgeLvB5r8NwDUK3oIfI9wI/quwc8mILjoKOH0zDK/Jajn6mXPgVvtN5eDRz3BOfHb7zt9HF5AeCbn8OqTPrpdHXyzX3ZMby8Gg19u42mueuqEP6CusTT1FOwLEtTdboNusdDB2yhmUsmXAvPCVah1QZ+uLKfndWgA8Q9oE2jB6ZD6XfWcA7ULFKI+utzxLP1smmCTrd5lUpTEQhvS08wF1OFLOBZVJGxHd85azHXJtY3VMi24naGDpIkM0BVT5hvY+f2ebogFEjCyIZj2z2Jdf4CEvIRnf5cFcNI9w/HmClTD2Jucy9h3xpP1d3dcx+DU2Mgwx2WaUnnrMsg6GPQ4dqSysy1nRYcvqqojPLDYr4n30IyU9xDrV8p66kJnXbx6EkXWNNAKwFPMQoE8ANpzXEGgZkXp2kEtXNCRO94nITKBVMR+ixY+8mu2wxE7N4nhavmjeq/9VtgCMh3ECs/mT5z/0fq8Ywgq4BkRlmEDcEwi3VjpIEoXp90ohWgkSB9JeL/xDAkC/jMZMGffnguwZZuc+W5tIB+qd72KSW6K3QxpSmtEoYPxY8HSqh3ynAhH4DyLtRi2w6BgJBAX81FOePPsifHjwIeC2Xp0JuvhQ8dcQ3i1ieABk2vMVB2Jhz7Cdf/rxOHhp7YZXU4+BoQoKaR3y+DMJRAYW4nRrv2JIrq3ABIAskkNKlXZVoppQw+nlc3Z1/9/TlYovu8JkwF7G1DDAozV3+q3S5v2x1Rra9lMnj79grWUXQLlcP67JveE9LsTxQrJ/K0NnGkZhyU6tW9nVAzHVmtHnDbqtGiLDJEvX/DXQtb2nLrap+wzDJE22Cg/4QVM61XTmQoOkRO6R4NumJWUam7oOOc/YEgJfa1Ho+8FLhDkRvWuK7aPFemN4TpwxC4BLkGj9GB7GwWjesYbqQPFsUrEtVire+hoGyH//EGPKA0OIceHE0oMfgGx9xWvzCcH0x9Le4lUn4vIvQnW14HTFLoDY9TjrMKMl361k966ZP+DBLVos7gKQPC4rM3CKnJDlEEFb0U2zPfCs0/mcjjYGpWxdARsJo93sasS5MuV3qMvT3+nHtz5GJ1h2daFcN4u1+IIJ6l41NNVGKyGHU9C8oNF/Sdwcu1lCmJPBOnLFTus1GkWTcnnhB6Jcueez0QEQWk2sawnMvwqZY57ocR8aHwU1f5c9j/e080enA7kFDaMfPS0X2/dhtwxn/wtqFzfOMwvGfCwpCusoX11ZQhbGVcKbOTiw9j43iPmqCA4q76Qftc+3Wy9ZicCWJ9ICG3Xh9P62gpJf6eYupJid+P8o+vCdQaGKpt1x5PUFQRiNMmYsqB9wvdpwaeCaznTFhqhCOn3YA4eja4lHN4iQvy8t6th1T/38XoQcC8izSFAHwNQyKVZz4dFez/XqRlU7MfbUOiSzOMTfxdKG2daIT2gGdQZ9OjysFl8T5pChbi+KDHTi5hrKw5kMcAh2CjScqp/nnvzZp/+mSMFNEp5xsSGBlR0p0EtrxKydyQxvRCtWyN5rULKZ+G4WYy0exONGJRI4sNYfY2dN/rkYq4cJylzBVB/EorvPPvUx7hI9ISuR+rtvbR05MFc2vC5tUx87JV5/ZE9NQr9QggkKfHtfYesQMdzNsuBH+xAawAGUnL86g4yLvTkAfiHLBSJ4tjJwPh2h+k+P2qaeBCmB4rPal3MUrJUfVQ+wvKdVoTGgpQ/cmV87PomZNH6FzanWmmnHKOtjd+L5LqN22gGi50WViEwtjNOGWjnKvHM1W4WwH1MshFzerJRVWwa/ZYkdatOBMrRNu6T9zxkL3/SN6VC9ykn/EpIJoXLDzo9IRrZvSJOxExXUh82OSdZjuZyE/whg4ZXygCPh8ulM5vRJrnB4qXfjUacFyVB7Bjwio4kNhESLinCduufas0ZhLz1Yyuy/0rkvGS2eIGsWQjzdbZ4eIOzYcl+bhyaLGyY2ZTrddmNRNh2Vthn37+y0k54H4cMoyzSfoGIHOZ1fdfqSQBtHAPQ8l2WBIeFfP5bv3HXhK3G90pc5QRh6S10d5jP3Iu6iz978NZ7agfXMrrLURvHorSNd+46GqVm8oHDuDevSBwaEN713F7O8OcUfWd7kWYc8QdwgzYqT1/9WHBy/bjau99JPZEQdgFiB4sxyTXUUBuJ33Ccx8S0w9LpC/xJ4nD/IUrUfgi9rpNGhAnta3YZzxSg2nYIR07SMzsqdMoVOOAE6jRQkMWa/pTQC81SfO4CL5gc5i4sgYOnW203Fx95mE4TJP9A5WPpJ4x5ZMG7WOY1Z5pMDRx7e3VZGnhQCET8p2Dz53xi7NJ2DS4GHmWVdVxjGhthyRMMf7qxjhySAAjhAonePy6WmRi5KDAShUSW976GqQ3vuiBKaRWKMOjPjCI/YHDmXSJ9zUefnh7JviYrtRRJsbuQmmzExCIbJitCZ84/6O1vyGwf/67lqQ0a9dfds1H3EVelJbGKAmfFnKB/ZJK5FQIGxWnCeQ0tlaAljFu7APW/xeSIWZk2CCmlKRpcE9qXfFLLaFRkWnz5r19vPDNI2zvfnl+aUo9MDAZA0woBjoLDm/SmbpdvYX6nqXL5Fge0A5kR7kX20JSIkQrsFWGkA+JjdBdKETY3P/M5nObPGP5yZmBDnBmY5f8h+D1xMvbIT0Q0GL4cmGzWH06V0VcBC7HmKSwBCOZEd+HyMMcOoAgmuurc0jlWe/ao2zxE+mIvdC0kJBmzWaeob4JgRlaZU4q+hh6gedkyw0gtbpWDa657U+8J1Xdg3zTvumkN8mXW0IjNmffmDRWccy+7n+afjQbjtnXAg0uoBoABKG6Ymz7EqBdflElWp5Nve4DeGYNiT/+IV5rX6L4MOo4xWo+4E765NILHM0uRs35WXMSPyqNB5tG+E1bPenEszZzamALUdjU/AlahEgnNGSXxxAiS7NKxC/pObLCv01J0rojkIrF53H4F4UfghhtPkLfx4Sqk7tHYAN4qAdioEXnnHuNaRP4iDrrYkHLCBCPMlzEPsDemnBHTOqM3sauFbaNzO362tBynCF+UMLahvO+jjTGN7eiNLnwD0lLKGSW+yfSLPJEMyzjSK1HNSo+VBCVrvUva83dYY51ec1tF7dTVGg7iwMQpRjbsDUEBePHGnOOkXAc7oT05qfHUtSxKoJmgNQq2Sxbg4PH3G4uProtQjP0x0xAPO/F1h+5e6ximlzWNyG8z3U1ERzmwYsq8HqJNCjISo3yQMlU6+/VikSi3AuBYXzywOERwhJaj71Oh8YbVzTP1moHcLZbSkLSmYYc5mU8yb16kgMg2rcbUkob9tguiVzUYyX2t9wnshggzeZJgtQNPAWCe8SdtnbY2pm8PQqv+MpJdHYrfhRA+5lp9ZMCHXso+XNieub9hpibJZN6/du/ZiIbuf7lZ9P/AzB8W3wLU9o8Q4OQ93pB10xr6zPPmwny9cp5T383sqkBQQEOZ/nnPjbQub3hQeF0eVhpgyftr7vPRC1/RDnASeApmSc6j+a6kG0pi3LgCt8NvLBzwKLKTh3q5VYRtBEwzzfA9tIYEFo2OhLW02S47a1vHa7F9oVFV4uD7cTu2E5lUdGixujTqI10/MctJX7BDGMHj4a/K3vUHvMtDcqufcBmK0iOCwA1o5i/JsPIxusK1pb97iopdxLmKaXiaCW1PrMl5C8f0QRpmDaW4lBHn3sVyIVsHXxhtnfIvPNuMv27SDynr1MxMoH03oko0yHM/spYbEhYo7X/5FL5/uTxqEF+BSr35vbAQwKB02pOS/KbblNXKkxfRwmXV5p7o97kYg54MZ+6cEGXS8K4J+FcHjbY4i78uTX1JlLWD7VUwsp1LXuiFdA7bozyIbqeWpe/A1WYu2DxaHZTrRhqzzreKR5nGrNq7kLaGsJuEgyIvS8cAkzNKtsbMSgmCKJzJmc8GOIu+ZjjazlgFSBthzeARQXv1it9RR1ceCyx/NCfRgHiVfA6HsbppAvTl7NaQ6CoWiYvha26cZ2riCXfxpz2MClqLd4rJH1bKgBLGUtlLn7BO925/kbCKlSIoAVleHMqjeo0GHb8mFnQfJFeX0ayM6VL1yKmy13nxk4xKnR8VSgGSsiKwaLSpKjJpYkl+LS1w3XRFXgmsLL71evqH9RBVcl5cgk4DO8JQAtTycZMFjDifM4h8yJ7Ow7fP4Y7d4ynL4Th1xjJ/81x38CDX/mcUGrdsweyj33QMDjnNOlzyq+lI1mviEmhq4szX1pI096bY0hpjhWD1SVHmO52eVhC0iWzI+t28e8T8D7Nh1qQKAVwujFLlLFT+csbsbmjMj55DCtidaEr3l0g8CTv4fSi2vundvtL9CalT2XxQZimutKtCwL5nOoHuCixeQ+NV8/SN2zZgxpYLB1oIJCKdyCpq0gpsFSibGGy5kdp42Sw0y4LIXOFMKedVhiNgWEjCPvO7RQkVE0DogiuCWo0+TC6lmVwLTL1cf0m/49352ETjiy90PNouP6yN+hvRhiAJfWu3+GZt5Lkef/U4PO6FpFwDO3PT+WSFAJVOKY3V0A38VyxQ99N6ZYlFOwW1n4uhs8FcL+yDD0zTCPPcREfToOyTiNr37Dev/ABeV8B7qfPEAO9Lj0DxkXXy15mVlXmUJQIZYgrqXycTgTkuZ5MyMf3oRiSvwut5WpcBrC79KAzHLzOCkrpkYXzOLhSnLu/5iv04y7TWB2pqJ2foXGigtlidcRDMN/8Qxgzx/jO7Tinh4zbBEUyNqP6letBFwuXPyAtos5rduaTIFW+6k7ioMHqdaUmgZDZEP6Mb6/gtSPfJgo5T/EptLQXUjwY5tjX8YbbcochsIeipTwinhiJZF5rLTl0henSjB2qrgFVLPTmNf119anKAQqg14ZR9ODS9y8JHfcC0pxnPrcXcL8NFUTNMRa7v7Q6642YI+6UySCF8VH96aM7OV7yW1AndjJOuHJc/S3TzFNBkAYz7KlVuyXNNEDLbneLVbo7dArNHBAheuZF4y0hW34yXW0IMAwglz3XxuiisH1IXgMyK6g3RkVMI2eK3XGEBBm8MP43I/06HgQVBHWoN/zkLUapuVKD6xv+u4USe7AHNT7zTIpRw1HwkoJW+zvffkbdulYF6sASul39PlqykgYjIMmmMS6hRTR9Uh0t9iZtLf4HGshDrRZmONXUqXL7p70if2wTzEm4hnpfwLyzZTA7n1lL2i6Z5MpBWp+sueg3zdcyG1U79Q6gOMCqTJEogccIq0cjiabU50j7NFNA+yyKhgbJh8dHLw9gIBFZ8BApyXquwvxJ16xp9GBI6Zo1TlxQw7qoHqiy1HHPNEPBOE9r9KgJ72ofpX8/0vrf1rnLTFvg9qLtgeiH4QXOIkbT+17micRzHTjrhW7kzKowqtmpaAUNuPchgdLaYaEuWaC2PcqJZJAyJiXgmeCYE5d64qsFIMBL+AHR45X7DXLsUe98ccF7ZToLdIY24YgGPRWrIz6nXXT4XZrmM3lWECAA1dF9/0CY3i5KcG6Q3k2XOHItaL/NAPz05GHshJOMWnWHA7RUXuOK/ogqpyXAbc8AqHkm0R+QHxD9D7j0D+Yfuo/496tjslxnqDrzBmAc37wLUnf9M4cU/f7pe934XTvo1c+aRx0eQJcX991vkregT1JC5UKJu/mN0UXNieffUfdmwpwtuVzLY4pMKLlgykc2vGxCQyvZVPWm1EebuzepPWnMXbcxal61vf1HIUTyUZfiB+LdFOsoz2oL7nEIQ7Lvq57U8ryDfPXtehFZyqgMKH0xs/E6C+L49T9TbbHliXatgcR986mX6aw681RIHEXoW19jiEJLm8N1RYEV+LX06CZohi28rTJETUY9nyQE6/UkOG/CN0pFf2t8Q5IZR1Rbnm2jW3MtF9A1JjYBWDycjO5GlaYNfMfZgpmPZxYesR2PB5p/X6mnMLsHnUpeqV7RPgGEDMBcXxru1JHZiYwusoBru6L+ouxsWKztvFlY/fRsJkVtcVeQk718klfgQkzAgYo6yonQnBj9KziffcazSkNnlEOTLOJgo6yxNZ3A9eDKQ2a1fFiKXaInIs0ufLrpkaPAVxEc1pJerb+eP/CIB0I6fcxOHCWM4paFWOyrOB/oOxSlBrLwXUInSXCqJQAkoXCD1sB1CHvMRGYRzDpj7YBMjKDWdGTurP34OSSEbsKRgX1+fmzEBMNbRHesGx+IHbOVovwGCW4xLbvSTnXZONqlOz4B/jJRQqfWyY6yxQfoepHmIFdCTZ3hvHkblGhemrnYLVyWXd499FzRa9SW15ccDGRHQmiZMRWAZ66mACQ5FUADRpeAv4ZdpDJRajVELD713mcWpT2A5XiUjbHbAJn5t5F6kWcvEGojvTU3J+Dmf9QtRZo2B3++Ekw/cz2FZN8lx5Phn5XlM/6OMxmU5/W/1vic/vGbkMbXCcxJ9M51d55RoBAKUAmVcEHdQygxzgzLmS8vhqRHc5hBivIKbsUXnYOUJsdw40gjY52CH8bSw608UnF0PJBgsNFSQo3Rjftp/w0HdN9URM/Qd28xP5aS+Qe8wUfLM1Z9FiWt46vH5CELFa7usflP2LTcMFWug1d3lDckeYqcKcfS4RJSpQ1JoPZDCct3oQrHXA6cmTsRB0fRzKRbVw5UkAfD5yh280DF6Rt5bW/hghS1R5z26nZWEnDuaBK2/t7wThiMEhHTatzQLusNRnhr3VbSraRALXMrlR8kOylpQxQ9gneTQ8UdKEXI3+VtRGRk47/3+vOHaEeKV6lB3PdXI02NQs/DLCe+RzAwIIzQ9yp+TCKx2HCVc9RBxsj+TM98zpiK5IdO+vrZ38eSFcGXiBB5fG8ZsRVrtLyFd7jsrL4Jr3AvOa879zqav7wX3pZo+7Zd6N/C4MgdjbZgZogMJylWAgWt0rXqsy/8bLa0W4SjMUb+mw9bgJRQjw3uhIx+SSiXBS954WnW/MOjBMia9tpGWMbopoqm0QOHdWZXmVnFxbdn1y+7dYJA4Yrx01opH13EBvhy8Ml+OF69RmCBNzi8KOcSE7G4dDf0g5f1Ufd5ggytazds9FLM7V3BG4mmVdNwM+6FaOKttyeKwhMSRWpLNyPy4l0UKgqrcZ5yQi35UTQrIzx3JLW2ioAVEOMZNGnKTWBg5PziXjfHSbWyi0vVOLeY0fTrE/1/W2KeLX/APPKbeIMns4iEtAiBqr8s1i0bPj0AKU7mVPF0BO9V5qnMgyX/fPq9KkeqcELxaC+QMTH8t0N0ESuc/q5T4InDPhskrJU98mBRM0VvjPd3e2ucPQ2AiwHyIgQtdQ+ugF9lISUPLmS+bdm2NHZmAKLTn5KEJ8a0M5mofixCRMC5FmmyH9VDODrtsbVYDeFEGt1H5qjGPDrC5gP5kER1P81awALRgOv/q3BrE4qf+5d8CMyBCwWiytXoRV0e09EkE//ZsgPNdbxqA6Tz+1Rq9vpZdl2oC7QZpmQj/1Fo2vEU6N/zh97j0EM/ECuMI63a8HMpFm5n569i2y/1g2InCs/iAgohxRFTXC9H/B6ZxqrQ+gBkuIl/OMgQ7FEb7wBeDsiqSeM09qEVXOLZbsKg8Xvc9/ZN5gVqplz9feGHj8/qx5MJj63mDdCfp0AvO6SyfVKkNZaqkadYsHoQWK9yaEWmISiXfQ+aVfzBhHlui90zKzlMauVXztHTFAFRPOnKVoDSSFjiygWu9Mx0HGDxHgPkZ3LOJPVCK2KHQdLdEh6sNP5oA5/ShckBiCS6KwC8m3BUMGQzKMkBkr57AZFU67RkF3C/RylIpU/TvokOBHcAgHfb1bOfupcBvK/2QB/P0bh48qnM4H7C5jbVl+WXJ37yG+i4tRgx6WbLsUUFgRUNLknC8oukkL7Zc9eXfNHLJHTfYBLxAiTV5Hgne9tDF34SuV+WojUfHeLslDim51JkwmozSgv7zJEiKoXMAcEz+ljooDw/+8gmQ9W1wawc7zZqJUYrOaZRHD8KsUCZ6OOUKeim/ENrd80t1+FzjZDQEeUKoSl+er9B4e0OiBx8NLv8bqQsWFJK0mAtK8SMGkbl5fbSgTBzU8NGF19Rwlq5xe3kJwW4kcinp9+YIjQ78pde4OVJ+Jkr4H+OuxJB10zgjJaTBXVGiFD/cGDX5R93JlnEGaMh57/DegT+dcrbqlyoI1K7MfnSScr9QrlY+4uoLslFsdU7DWimO4JOk++su0yNwITb65pbAvBaWeG0FhebUi6aFoqIydIxjhD7z3WpZM4igcw3f8D7YHBGUSQ+CgvI4zuGxX7pw8HJLmVSeIUio4u+c55V7+1uk4rVsjWBBacKY+rLPSePv+ji/JH5MyJBLSLqAg5Yj7DtKUVFoRiN9P9NnaXQGX0qdxmth6hgYAN9bKXSeBZA5bqmYNdzU+65voUBkf+6ndGJ/4Dz9gvwLKmaX2JozCXm3gDcPGSBdSwyjCyIqE1Z9xv0JGSK5J9KLpT3xaqivwg8Yj1n/R64FoOIrHAiP/foGhrX+1VpLLJ1Ze9bE9ThTCR/8+bLbGb80osGlGbI6nJWkE/Y5wiPgPhItT/kjmgB2Gd5oU8bEl1ifT6vyYzuLyCH53wr7oymeFLJnZDoFm+R5+3VuP2EF2Q9s2FEoA+BddRJaD1MxFUqretg7JVojhoapcznV1GaHXW5cYmkkKwJS9fL7hYWlWtMCyY0PaZwkV0O0zkOc2ASEc7hfkDtDlSVl7J2kkx97YMaIE2AS2h5QzWxM7H3gkyQ6mbhwM5WziMW0RQMUxTFHuw8nUaXwE5bFlR1nC0izqL9DkaO6Q0QsC1Xa34zTaTI2EtFJbMuzKcjkz7o8iPnSA7OOgknkNwrFKHwY7CF77cc5CuUD7T4abvkzlz/3xWC+HVIXqG8iMOOZIe0Eh7IcOzQAi5+a7Dpz8T9GL19LE92HFdiFWnv4B4Hn4n3Y6ydyyycSLXkuYtCLLblN++pZDhiJ2bdVldkNon3idOHS8lNv57/QwOiK35uYNL2UyghnppikjPntD8H0BNwxPI6MAvsmPkNLkn7/hrKsWmJyuNqsaTxqv4/YNMTH9EbqnvrpQueIxfjlP7T2QBDUEwufPlm10ERY+k0I17zzpp/n8hdHk6lO7GFeqsR2kHaieYqVeHLa7YMDbC5T1aAOkraKcO7EM6wsWvXz+MhLD34enOxbJ2mZaGOmH7up1KL3Y1mu8g9L0EwIju8+nAHgJTo76X87N0OBH44iI4J2lvfXZ7KtXO743ebklct9523EROBRDuNYyxoxQSwHp5B+ISqbE4dR8aGf6OPZ6HhlKbvmxAKbl4LT/uvZ4dJ5j/cXfMfJxmeP0jj7Mcplkpma4mGJy0JDosWoviOeFwB5ekyIQmuOdVHzPpmdYBi6RiY9PJBDtBYTdOdfWu6d/V1n59HXvKkueK2luOCIgZqEDy8LTr2G1SzULB4c6zUegO/dfcUfZBfsnN6FYNKkhXE7Ky16Ky+Bqro52DDYh6Cu5KOdwXc5/CGOnj3s+fpjdvCn/eDHIEPtZloaOZtckYKXjU7cBEP8FJRlMEMc5on/emIQAoVgBp8xDXWK4YUV+WGGc8NcRSlU6Kcs+NFpQm5qyHAN/rDHh9qNeOkq4U7ENkMagFgtFle7//vVR8tW0YtnzmcaKmwfxhLZe1/ZQB0+2+RbV7XUY9fHucr44l9x9AQWzXsM1E4IswgS2DeuHuYm84ng5UtbCHL4OuRpuHsg1cqiK1Gud/W2JSiIjOVYAa4sWklKD6Va9DOjoLbvqpL/Ufa2ICpvPs54h64vMmC/VxOX8dF+8adJaej0pqK6mqPggZq3VURAg4be80GZXyQtlNshzE5IRylUyG0JmCpfb508ua+05O2+0v8kdiCipFwfH6mQyBNvEdIIc2RBYyj2hPAmaqZ2Wqgn2fOsC3sLRZASe9IjYNu+w+j/uGGb4pBpV0IsZB/drsMIpScaf/QziTnUiRY1LZGyyPlVeLme8qT6GrKeIN3hzSY/KtIGuSPggpDbBTUeBsNu756mSmQX5Y+05TSsnA1TJXKamc21bjyUE+m2UT4EusIBTGZKee0CDHmibRKlGCcy5MxJnUjVMKbQBxEropbnhH3PakoX0g/Wwh8k5t/Kp9uCMFiZYL3CifMD+fuHJgMk5XZrnDKnYBqxin5iMmmiKCtY/hH0DUWW/Y+G/l+CCAkSmnyYPn4QSrzVzhH/M+MaE3y7j4E4IK5+p9t9PQd8zdIgyqXCQVGoDYuyB9HY/mHnpJqQlF2G0aMf9w3J7C0ivqDUMA1u8xuPvgfRnVedspil3++ERfwr/7Kxv/m1gs6HwdTaqPgtGwnLGa85hmMRC8oq0Nlq7Q4QHdUbTZeoIt/l/VNHXvZQ08mIIgrtlIu7NO7sjrR122cUlqC16UfMaI83dZOb3W+6MlWpbCNsjlgS2q1eVxPexj2Ktjfuy01Q11y4/V41uB6f/kRqW1W+OvG0UYLHhBTYGbNR+YD0dU78Bctw5B7M5u/msIcJv4AaZswmTioXtfr887Id99/D5E6XLXfMFyORQ1bL7romBbrJVExAdNJTTKxYS2hi6eV7t5/92xvmE0cygQcmFa0Ph5UZy5g98rn5F7JYwf2TlHQz5WpKupgTrTpN71vI4mokwOHEZZ2ppZWH1aUUuH0Uzxu80DEQzqXAO0RKipm5YriyxzfqP1c+ZyMpm6cpbrhunG6VlqC15eQZlmCXFwushEYhW8Yq336xUnFnoiARUC5BJJmcaXEa1RBBIArE68QNA8TI9TtoC/u1m0mzH4WvOyH3H05xPWKMF5yJ0larutchHLvhp+uyCCH1opxGCcXPI7r/LkNFlioC9QvDuMHR1w4WxvRdUTAt6BcosmZd8/dgQhsTU24nSOGomGdVod9hlsxk9nNgOiAZCXOW8gE7s5MTNc1Jp4+uuXSLkeRs+hwlPiTTfCF2caxrxTaktP+mwwhCPSDpYvv+F974+JN6w9OgVKOxFgU01OYi2Ght02PychnpAUPZBkNCfGbE4icBWgI0ld+aS6PPj1KDrXqTTLByUHfC6WdJyEGh0AaTvYEw/sUUhvT8Vz2Q/MVckZ1Cu7hFIB50HueIy/DijnXc5+8kwjIaQXGTjgMernZ+TmwCpTc5iV+bnnFfaCReRUChTl3judsIT9knuFqb/LuwT34hV/ylxKkoiJr4HiO55M73ltN43QuMv19BKKPixS+Rg3Twd7ISYZurfYkrpHpP65pMbHbTf71U8S4DaTIa8tvZ0cx0nuuuZ2D3X1h8ywcuc/e45l1CmLMQROZt+egTVFM2bswwzVS7qAZpGZx28z9Y9zPhcDO3nEjLc/ekfrwhp2gjP6l34j4eZTvc+szvpgjxspZpqdU57Bq+EDDLvkayfy/uEsfG9G/UjBw/7YEHmslEvQqxZNuQZsgwKwhqL+Ok+xCpN5xqKuIQLrfM/cyBcxVjc6WswgDFDtyNEde7pwRPw4Jcqq8Nb8PqxErKjx8DK20URrvWkadz7r4qrn++Tao0CqKAX4oxoogyCUK3Jwm9ts5lhk0U7QgJAo7eusrcnG3nJcKkcuik0Q/SChjIA3EUu634Ff6wcneKzW07md6V8mGahLArC5z5BMs1J9kHWJh2I12QQQFTQagfRcUZnUO3lby8/enL8jhurx913WKMoomNRo8CydVcKAGGoNbKT62j5lY5elwHmwAAFkG89Vxbxue2UoY2Q0LHjTTA79KMzHYQ/A0Y8dKrE2s4yT1O8DkaM1pEcpo9cN9ozPyoT9HbTPRumsUEHzqqu5oMcDEPKlorI9uygy1OfIutESOcCHU3TPhu1cE/iyjGoIz8lhywhW6kVAACv/+XpMt1fxMP1bPRusWtss/OIj9bkUD5n1Ft3nAC0o1ceglRyXr1HEkr5dIaqIABCZgU5ZJyCSm/XO5CwWfb/QUfPJyI6XPSafclNlJcgVv/DuG+9DzHVOujEOI86CKgz9B7KsfQBJX/+9cp0ceUgda+lKkC3rnDFaDB1coP/JHixJMWdpOxU9FYrLGGyy+hXwcszT3dzQfIUgNXEOnA641FFBkwNaUGl7v4Xqa0jnMrUx7gOU5xE2yKxqi8Ld1XrcIdK5GnRcuQR+rUH0Y0cReja+wXvFTcRUUEE9WKxS29ZLnFgb+SKhrQ7aS+vjFskvWqZLPoYLaKAYGfk1gwBlim0HyzuaMHklcpH2s0M15Il56kkw9H7h6WgAHQ0K8TP6ef7yOOYiUS06qXgfEvIMVkUK9g2v3eQ5Y1i7jsfHVveAMKsLVWqF/kWxpLV+CLiwJkklkR6EGYsQuZo2hDFsXSJqCAQOpPMZJjeUhqreNeePntooGz+l3mA8TTDCfpJx0D1yAl6SqfynH+lsw0FxEtEUfR6TOeoVXtsHANx4s+UIJMotar7sXM361E1iKanfccSSs75GHSu18+CYFw48pJRzGxxUF1yq/dCotWeB/COw7kmTWkT7Wc/hZPOWkEMxIQn2v7eORvv5IuoYv8UsJBBNi/O6xGdmQyXvG32p2MTevTt8vtujgwi4ZPcmokHEFYNNhBzVyuklxp85Gnh/JlLwiC9NC7CZQtrdzEdBTZLJARfcVnlZN9Y4w15quYGS/pKqjl+aj6miuXXSq6nNy01TXhdGv4GOHsLftrBSXQ/pFeGla3jA7qqbXBJnoqU7k99S501YKSm97jcOlx4Dr/NSEsGjxEvGB3DRA68Caduv7ovuMKmZmbcR9h6T1YTy2cGh7c7J9ULT3blKW6ftuhfJ85a73LGeMrnwSLJ3SDft4Nm7HcsTv7TMydooYNCF3B6Q8qG6twNEarj1sMZfBfm8pOdrLBEpWwu8mnoWq3ZezUzgAcTO9EaQMMKLRuFFQzdUB9HtuUB4jZpgegkEDTgwwv0wF4JUpLBbjG2opFqugpi/cBj/w6jEPNeuJGQosa/QWxUAQXTDxYsM1OqpmgmyBpRN8XDrtysxyh7wRCUOeLbC2e+XuuWdZ7TGylZ33WdAXPabyZVoo5yFJKgXR+4XzDOVKOTdXhDBoZlqUSR/9Fcei4RsbWaciZ/YG+KyQbJJzJDfF+R3tvLkaGV8PX/q7Pa5mN6N3TOAdgGs0czljnN/1NhXLRMRktipqu83gDS9nNmWslcM5aMFl6xZwtWXv03r6WoS4eAThpD5rZKe2G2sKaajWDbHQ+tUbSWBXq+KApDTQq3tJW7IF37wEq80U5eaCzMuOC41J0gxhXEyd9528Uw00JQUE1toQwFUmKS2VJaULmjNWw3ETGKAH/4HpWCSkdVmHozZyQe2Eog2o1qnRA8bkTDKK9BRlO3ZrSoIds8eSVdN5SYHa5WaHcM6OH2wv1GsU6DiuS1Z0z0yU4SeCEb0pxMLhIL4iyW4KyKU5IUxCm82EfZ0ApEuyluEmL2Y8BpHtOz6erVAicLBnWzq4yC8tpCQcPwMH7Xa/jP47SfFMB5Y/oDOFHFh+5MsFOhFFs6eBBogG7PNibnUNMOdzni/U5KuLbf8IDMgLgjMvruLMqJsablvQ7gNA3zJdj4CRL64jVDr5avJ4gFxVZAr2SzbPE8Doge5wPoHtpvjueRBmFvGed9CWxGve/TJ3q0460Eej/4LKcY/19Q7zZdiJaTKZF/skR4uhRJxJC0+Dt1fC9ICKOrlGSbE/U0sWgsc63kUBWOWi8PCInJQgvxGVU3SHnkdmNEM+icG6zBYkM7sT+gWojtwu8Aby8SJImWBZQ0Ashp1SAKVb1gco174In7u+pnVdmsM8d1VaBFToQVDLLXi+3O/9sJ04cZvMuJIW13eapB0UOeqRMoT/iXzq6aVFwdQpkiLJdcrKK5ka6bFR7PbUWQlGcU8S3Xj+Tp1RvKCihdVc660mWnCmMUcl+aKBprG4kQLNo9X0TFHQPKdRJWKzvv47fJ4OIs23WuMGOoOx0AckhneSJCnxSaavmCi0tBr+Voqlefk00c3JvEsj3b8h6TkL79m4hJW7o7wtCGzBmBidfI5x4yxvMJrS/NgDE7MA4iJ9ma1fGfKQaJDP5jVP68w/4EWVzff9am6qfSRu6EbED/iaU5EKriq4urJ4IrJRP3ulgKdxAhKthgeT/VkVxSS6CY7AtW7nf+2h3kftGngeJEz5tWMvKIJ8HBXsB1z+t7OPepS9PCTorty2/dBek77UpLnXJy+k9e2pK/lmFbm/mEq/Xz6qQy71s0EsP7rR4YgAst8UDYy/EHtffC8iFUBEgS46xqoRmSdONmspa9y27u+ujQojExpqW2+7l7DwbvQFrT6Q+TYx30ddksEgiCb5/u1nQmqDNZi9he/pn35AGfJ0m6q+6MnRdXMqXVv695865DjhXDYtdA69FOayrHG1Fo+MXAU1MpxSAUm/OtYCCmfM5UjMIUFpLTQ/nrswN6TAUinORTsOIcuBwVFc5s8OKAhjR0/AuhuugWzwUBjZBkzrlJs9IxkWm2TZFWI8TQwHWXFUgFm5TgwsJuBvv+pY5wcHpEFhaXB3nE50BWkqYpUEjWdKPDKtDzDmqLQ5ngmlVCMwLGuXIlK4VDeSBZxZP0wgVdl5VONaZJk0EJA5RLX5EArDbOPRHwLxcftrBX1Ypaog7FqNQ4bQkC9t7I70jn62YH60HYKlmDJrtYbEr3hs88VmQ1llKSdBxKr/qYkvY9jQ7vn2dP/GVTUgqWdbaDAg8ffMJqB2QTBjG70BAcyNbduDFhYQ//9XjF8eAEiTPApDu8YCbKs8njZzJRLNA0XdltlhQyEG/MgZ6TB6p/2O83qLyT/KBk6ACeA3UflGPhp/ufAqCyZYSIPWM26aXRengc0m5zVTqz3rLE7A6XavcB3Zd6CV9EmuxwcunjxijCLXSYryNTzikvgWYuTn5DcRqQxZuTOxkiyMQxYrXJ5OdliQhoL7aXNr4moIRTj/PakvkV/+cAX1eubBOS4TDZN9sXjpLD1/kilQ3FkHIjJIwHY56k6FgSLdNhHeAlmLtCChfSuDmaVWPLyCGc1kKqGdRXmc7r87j6LvyHxBFV+NNa6JC4+oxYeD3V8m8k6bcP+yfZAOVRtmbozyDtn8HP61OPmTiY0D2+MjKveDt6mhvTnqAccAzgk5yukNJk3XEOILA+32/ZsTm2T3A9tLIpSjbmiSaHfRdwIiVdIryjAoTYdChyzDf+Vf1qikP1bDBIIRuRiOtGOb+jcjFZxxy6fBipHJyE9x5fQqVQpoJ+sT0lL5IORA1cAj3Sx9KR+CUiYyGoagzac/0Pv17GtoQPCor/K9UOiprIQZxs9blMZO8cgQQ2zu2UKLsZ8dbXM4/e8Su9Nyy/EYW0m0EQKb+e/4F54H5Uk1NgUVH5XqFjGrCpmL06D8IRbhJ5DsdG+H3L7WFA3RlLYBtkXEhoM0XM3kqXc5oPhI54TMT5A0SU5ZCgudUx8S4v7iS81Vvl2fVYAWQZ6ke9q125qpmB89ObwcB/OrYActg+N8x1Uhxma0Q95C9GeH96p0mYFfyKrBgi9/8Z/X9q2/HE2Nk+WOHqpr26A49/1W7YZHR71tdCsUCiEgSa+/BZahiuX3FzJ/DCp1QwGS4PY1w2i9RJyMTf3VgaSp00o0Mtqs4o9MPFpVdhacrKNkSSaK9Xw9dx/gz5L/o9Yrw8ooEWBWU84ZUxmzLfEOgL5/KPRD4ZTs2HnV8P14Wv95/g8IWTUO4KtYG0z8j2FxV8tsnfok3bzc7UZB8U24ceC7aFssB7tqCxziLFXm71xva2KdNe2lEldn+XtgZ4bb3bjQR4Mqrxe6ATcPNhHVG0dxSzcriEyt+Ghfsi9hXoBxbRKRRazF5V+bxbmHHW642el08eaqZob9rrZpf6wLOu3r9SAyAtIgpxZZyyBvBcoaBD1oBfouLE8O6lTJbuKDKKJ2ooA/eoSFGJn1tUplSPNJe45roZ8OSz66tVF/JgElxFxEhHZYGUcDR0e5GO20Ow+p7q2AA+8nEhJOMzWwcn0ec4D0NZKBZFJKPzg2cpmsa5IlXwgjQNWaaMQi/ER6u0fKyy0uqpCXyp+cWbgMT1YevI6xpdTn9aUca0eJT4yfyUYQzMtXWZ63FXRJdC0iFcxaEPoBPFX+4pSNakBggTVRlCP6rP5drVMm9qCfk7uuzvZiAHKWlboY/NlpRtNAriWBGG6W4FOP2Uj8bnQWpJD3dUkzn5W/7NAqVlHmZzAnOTEv3AUamWTAKjBqsHq+QMLJlPlnO4oG+ccytWOu3lC9NpVXmeS91oijp6hffTJA7HQkC6IUC1PNej7G4UosAlhL8LOoZzqb10mB0I6pXmRJkISi8W0RYlKM49BVxph6CO9S7FXFpd19kyicqKpBbsSCgDlSHB5dQZg5C4Iy7etRN/H+1bX35NhhjzFnqk5mIPhJJ3GakHD54JvyQOn9y6lrjoSdnSdhn5vPyfu01S01bX/f6WVMTMr4/LUgyaOHmt/niyNPLq4RfFlwZAsEiRrcHfEqBl44bAR8q4kVj+xiHsQf9KRRuIkYtV2RaaxG1qVlrCw5mTJ+xOwaylaro4KvE/T8T4AevYTOi3vXd6IdtZfq+IIcHuwobQYWUva63bRwjeI7+pRE+sM9S1PNd5dAQIazO4tsv3wpPf0azpVe9gePz8XA+ssdrUHwVy+mcbLlZxSrRtrQ2XuN9ifS0eQxOKTiVG8MVcjdSd3WmbmZVCWuQfTmk2kP88wN2v76ZX7gXr7rQT9v1PRxxs6ked9g2kbPcSQZq1jqS06oS8gFcufjlfBqAeiv1WSoh0fKU2ycRTbMXhz6d7IQuaO68Wx/nDhwsqbtIHFn9JOVABlKpuf8Tm7CpPQoODYKcap0VGx5SChOFXrRO/TLuj3ZECI/OHXOikTf6YZ2uoLdWfi8qbrA7wXqtNuDur/LX2JAG5psN3LFWapsYmwIqy1i1rYjEzoNYiSdYoTC52CROC6TZhxJGjR9sfWIMHW+dLzxLK/1iuMF+TDE8fGxhztgD3s1ia/gq6DQToWrrn2ph9hy62ZZcONE+Ivdp4iucMArdj2wELHWcE6PRw44NeV/McAyWBcdlC743CfCJcOYCnCfX4m1whwoP7eLFnhRbiSyZUx8Y3rMSKp/FznSjdEj7ityZxbR0jaB8GwM532MWWnFNhHFJr24jNbCiXL5ivcoX8nZMSsbueGCBqZ3iNnkFUcYRGJkOIhBCA2M5f4nPqoVS7Ec7aE3PT31QrwVbHoYwYXKJzD5q6VlhNEQaiEViSYB+S1bfR27pBzlnRfhtyfpiAUsSBgleX7qqgDoDl9he/e64Js8VDNVF1/WeDXtanmAsZCRKZbnXRRaq5i6O66YvasS9gKai+Sl0sd6d7vK/OurO6vo4khF7xwlAnExyoGPIh5AyIGjhYd1S7s44Gdb8BcyfsdWEtBJryD4GN6cAMe1gVZsjoXJuTPoE9tvfvBn9WLckBVjBDVReMSi12ipVjq2zC6+y/irXHyHAJdHOCdk9cFQhz2dWl8dDpfzVHFbQVFB5GeWHmpOvIzEq6aZgqPKRgtQb3rqyci/F4ma46J4p2IuydJzapJmDzke0mg/kFwIJDb92BVgWoF0fhc/vr1hEgtf1SPVkuR24WhUN3wHQ4H5gSTDq+kSu5xBD6kcksB/Vt5h3M2Wr3aJOxQH0wambk0x80ARhpAJx61J9S9Ga3QkEO1VfuFlsZC/yfoW/kyVOAuNjYU6x4U26eeIbsuIaOKToYKGEA4/izlSoaEGqyfPGVtld9pPKldMx11zc2uLpYCI1TGM5Kq6ikQ3NAoNq2GRD3NpSNjiXlZstRcqsVvxXL+uJ8IqrZO5PJiTygWBhQbpI15pb8YHEy9sHFeMkC0g4qqPwICySayY4BIGPo2gvXXzXpGtBHOlK83RPNOGIfqp/h+C0Pf/mggtwwvgcvcUYfS9TOPzburYc8fbl721Ze5rZXMudXRd9FYE02EeF7jiBFwdHHPRnehez8poLslsequrtcDm0bHWKlLxKMZArmLPbtyh/CKxuMM81TuO3VoufVIElsdPBmQGQk88MNlGF0YmSZ9gQ65mEpyUYGgDg0vZEE0TsX8mOJ5P4T+mkJrXB55TFH1AHXZbJqB7oU9ZOCdJXwa0MoiR3bNPzxwrFDX9N7fwu4dGMW/LCv65KJO3Sg5UOq8Zy1ZD8MEV+9r90bOORtKk8v53CVu14tNWD/Yi/V0Vat732Qz/BOoA1Py9gfSZDGKOwlp73W36Pptbs9fBhrWrkayrRvOgZt/AxjaBbLnu7UCb5Kt2VM9W9vxS0C5HV0OjcULok+onfw2yEXztx6KG/eKxXqo9EHNMXO0EL/nQqL48smfXbTTRIWVoquCIOm2vUSHlxfNEbOoaiEwvCtSQcZ4PVuuys2Lzp5WNbIvyn0eD3QoT9udZEXaZ/s1FAZvdVYmzY/HGGM4sNgwW/X+CglsqjF/mi1ICIWhwMEIFa7zTHa8h+rdsRIxAguGXhrTFCKwtRCkOalkoQ68fU6CqN1ALUSvwFa8Tx1TmhlkRFVgTOF37BJI13SCv9ic+oe5aioPceDHd37DbOrwjapbAVpU6wlKaTxuMT43M1m6NnZ67Jq68/1YNNvQzuPKKNkxR8dOLMFw9zdJrpGC97ZtEs/d8pScfWkrNTYK6qj5waPfpxVlHDT32fDQ0PO/zvSS5Ia387E4KcoituUH0GgkW13MKOvBKmeRKNNqmZTR8pZJfVT9TJtE3oXI4XolZIcmL3rRpUsGe5S/082ajY77reaMSCLBanjK6GMdb6ZBH5ItfXRS2XAXUXxyck6IAApeU8mT3X92C/KKz2/krENEv0eCUVDG6RmYWS+p0gZQg2phEzZz4NpTsQ+78wUwi+CXLSmfSzp2fIIU2U8IIES+xqKHJQDMvykHAl3djlp8D3atHz7qZywzAYbVpqWygdPN2pMMCFCQ8+p5vPDnPShaVqsEdCuI4zwTxQ7WMS/7DvpozIvRQTQVMcTdViMzZ4yDIrVcEVbyeTYepqfu5gr7mFoTmdv1BBNQXMRU/VkIduTOgxmU4/s/4C3EEGCYNYYByCfjghRTft7OIigvcj3r8iJuA6gIHyE9rwhn4OZ/lnGHZCybz38s1ZElYxI7BreJIyDNKkXP78wVKgLkYok1ByR3olEOQomykkn5FudSl+S4NvWWd5HZ7Nbr3IcmZMl8xYwh9ZJTU8gQVmKLyJluvCoU5wBkiqX6Clhq8VEWcsy3zaXCpXBKKHTLwwM4CaYFjvfmChPgR6N0t5QQDhG+KaBUHo7Z84y5KSbEJWTPtSPm8ncTDxaBHyc3eWivao4/s/R2CdcZZFnmkbToEPfn1VV8BJGgLR1d4nw9MpAAS3zVPMR7LiFZe1bmz9cJUjT0Ptn2YyzxlZHfF8NcybxqprdCgTy6Mmp4y7cGeMRZ3ibiWeunZtio+SwGwXrvZ33EsBYh6uYHv1SdUeOhxXDgqwgIPmOD3iQQkuScFkmTYM25764DRcSV0zmTDiV7wXIPH+CN2eiB02GVarttlvgkIPpV8mD79WQ4FvSRyV6MPMjz3DAyrqQN+2+lrKNPHVlAqhItMb2YOoAkZI6rkHM22+TmBpX8DjeP6RQToIsZQQEf9ZYzINPXVswu4ddpSnnyqDEYOm+/RMlm3A8TGemAdXsCqu+l8Cco8f5ClTa522s/OzEY/ZB1l+m51vB4nkwGmIj1rsn3OowT/rScoH676/x+iu+DKLm5Ri2GJHPaBstxSRAspawe4QChQXYSPjZ8PEDTgv1xypSYyqKfaKibQrAT3/dDlJe2uvGL/8/d2pbJJfZ5udhKt1dCq/7nDxldkHg3MALavRr+RYR6/7h/ZvcuJY4VHY540IpZeSQaohEEm7Zn6RHvGVCn4qZNk6NQM3Xej34nGYef0Mf0GJob5TeOn+bvGvl3vXtxCOLxMYL7KnwA8AgtZHHDrAHG5CpnTcyPXQU9jkAynZ5ChsUfhu8ZjyuOeT9G4wVbO4LqbfZIpghhwalF4ISIuZEOtHIcUTO5issOVrZ3q9p9HnBWK9bHcaZBJbKRxsM5UIrvLDhQF56UfQxWvKMDE7EG+i7ia/Ji+i8kdtnrhjSUtBkShXwdxv9ycHyn83voKab2eOW6YYukoRBflmjYH++fBS9soTj6bbKb/L9gLpSrprVz7zCrd4dTI9oy31sI4Kp5YNE8Qmz3jA4egeWplN8VuQzi97MNFcRSGZSIpKsjMCGXx7wRydvTo+qxcpjsv5p3pSftjnqh8xYmkubzetNnckorPEcCFsmEeWhv0o7qs7kU8Z+kxrpXjl/67lZV1H/ggvmWkaZf4F/hFKPJ4vVywJRp10semGKGw9WsVuGe+RsmvbKgygfnSZ7qdPxgaNoKI4uPHGZjLdKWZNPkKRPm8Qr2Xp7vXCI1wS30WM6pYTk1tPNEDf6j9uoxBN9Ov5RyCGxFzoAvXH6D/U4ameFv9dDtUK3rTYEpMWiRJ4qwq7N1Zvuwq/3MFrmqz0pQAfnps+v0W0Rst7eRKqHthK/wOdsh5mWBm+CoOs8Xvpn04Xr698WeMr5wqc7/Gki2skQw0jA4X/9ysDjMjKOccct2IhsEB9eu8dCkx5TlmKc5WefcJSKspRa2layNtXPBSrcSISiNtwhfbd4oP8xOP4UPawafhoQyObAGlpJc8JDizlJpE7eM5RpVhL7b3SocjLKYfqqlcq1Su9RDCYlomA9UD1fCsGPdtWQhWrP2ww4+/eVO9fgTQDJ9Vqu5TtDQHvieVJNNtSFaisZxawjBECR0VXmyEjdBddS34/X5kTmUYJe2NdIHtZybyEAcOk9iXTIEjl5a7reGP0gfnKZ8SAGaEl1fVLDsE3la5aypvUO2nPgILNvRKQNM5ETJvopRdIMUaNSm/i+EJM6xVTHYQeAIQqEd00qMVenkIcVrmjmrCKjmsQkQS+mv39ObPv+i0sxZhyF170kiVWw/tSoPFLNZFW/ez5R1STnexbaMUR6IAKQj527djxSV3S+KSWI3s2pQC1JsxJ8D+4mfr+unZ36jzfFvkMNRWy9CZtK/4W7suUyDr/4KKl8CRv0XC9lT4nqiRwu5b4oPm5rwEr3Khv7V6ste4AQkxuT1KFHV+n+MbddofllnD2V2ZULgYPlPgsAiL1vnuxJ9yLZQmF7ubq4NLfk58PmW/CfXhhLjxpr01UaQimJF85832GQXQSHqF5wQTnrgkkAMuUJVE/hvOYT10cVO93H7GJoItOqULGe+FzoCmtx19/CEwBpLBrfFiTzPMAgBPjFeCBBehg5SDDtUs5NKmX8ALr1uSw3ajHLOUyJTmt4dnYlK3P2cGaAjiAYlh9udq2lDCEdWEX3s6kgWH60slQrRXWt91LDs5TjhFhAQ3qZObWnNKcN4VR+PJ9n6rngFTI8aC46GNgTal/sS1PLsULKg+Ezwo+7+H+AZTXPKvtyDFkegi/MBYD9Q3UpiKj2A3hZGXOA1BSeod1PPmvH3/U7LgUgmao6Fa5CuYkvdhehgLwJrzL1pqfSvq27Pn7CS9v3AXo+2jiCf6hOdTiIaFDaAh4rq9iah92cBUWFDOD+4btgQ0poRuDu1g+FQCu8/M5b7XDhU2eglNfniwp3NsB2TbjB8gDxwmt3YZE+nsSM6AP/FBTwxwTdoUZELPdZhsc0rD2amuuSBF7H4Wu2OEQi3Ac/O3ilAZpIldMe3Y0durrsaBsHlHfKWOuhyb4u+jswzwlCSUMSSMHkWjiP0qwJv+knn7nqxIuqtaW1hCv3RucXBpKA0lUGR+AoAru8VVcdo7j6FtDsIAJahhRJsrvTlMhL7MSosz6N6YMvwSu2cNbZqTX3C1/HQHdaTufF3hzyj9S2F6XJQNisz13OkIQelSWETuQu1oeOmRXHONTwaH5b9/Y5ZpLWHPdz+dkbcaTxy1PXO9lNkghje7EED6T75UOB9j5rjVttnK1mHG/fIiLF/8pyKCWbzpsC98b45J6QmQXVadUR6/+40I9zMenLhYyq0ZOZ0do/djk8xWLei7Caj7AebKNNg2bQThv+H0xWrExuZl1d4btbQj3pF8/NRY9S1yD9FwUAcYpirPVHHvNem/2eAn5KPwRQTInVdYSd6r7ecuI3sjpnPZUpuFrwhJlCGPeUUr2IxjMXhIM1uASJXsz7Uxyl9VWB0z4Zw7j9rr6vee9Svw4A8jPM/sAcPB6pBK1yOry1Zza3KN9yJum9Cn6oVKHdYduKuEpDBo22xAJO9N6bGyUZt1S9H14PLI8GVQyoG9yIxpqq7rjCSJ4UgO543YnIxZOgmq3Wlx+CriK7XLePqRvThrJ4ffVO5u8jjC1sRvPe6+7TJY9sU5cCHAWnnBAjew5cxJwkffJC8mDZSV0GwKvXPIel613e3+BuqsIgG69mDKdFe90cyBURWUbHtSu/vDVS//fL9qOWAC8M7ATHPL3fDehB9+iW47bg05ZL2pFL1WxcJsFG497W2e/t69SSzOSLG7X21kH8gZOwPjCg7/k3qXOuK6PiY1nUlwQj0+F/Sk0LKleKXtHC0pgouqpYAw2sV6n9P0TXXmhX9GSLOGSesRt1h+9BqrIY2xjf7LtRmVdXbYfIDDlSEgQyyHgQ20kCKznxlBwDTKC1mhhf9JjK9dy+bedZjeF3amMCYyZLUiEB8T/S59PAVQ4iBCAuIeZy09Q0tWS3LOvWGKX4nyY9CpLsYbobW6QW8ZaJ5zkBXPABW2o/xKkQlpPor9PPyQRgDIlPioF/55G0cc6iTc/+EFnhu9RYmxoMJJSxYjyVMoPa32PeRA4giqAsWv+Jjp4XiKGVpnq7ym6L5J6aeZvVu3+eMHIwtdwsSn4eWyGtJhk3+AEcz8qmgJFlXFbn/QgEoT/XZVBzPKUxXHchKXCYiIV/YY49VH5yb0Mb6IyR/xV+OwAnqkHvKkQa/FEnKAtmZgis9jzfA8FAJzmIveN0+GGEKulI2wyVzulXnrzt1QMcg0HlVs2oYA6AfFcXT6Y7ODilkDu6axXFFhEZiuuWIYOQlIORvThRojJu0Clxv5o/3goZUVY1qf16X5W+BMVwdYjzTFZIG1lm9faGRQv5tw+BSR9q2Jmb+iLgIQhvvT2moUH9Kd66G343bq1+JJqDeJPIrqzAvKEafg8dsbKoccivxZJf7pp/UwiIAk7iM2/Z/k3vZSilM6WlLxdaVji7VHKRv+96Xv2KlrVLI3LM/WDuY5nh3oh3Ex0wOpTAZLaVmTF3G1JvX7fFqOmM8USmYlwulcFQzFOxrHD7PZk9ge3PvPAofyfNdd7Hy/2/a5Z8rO2crF4+oxraceX23lsBQGRiNPSlet+KXfNEDDT5kpe0oFsRF/E9AelWnJkm1KxWAggJjUMLgrRE6om9jDBoyeI0hKwuCE37WioLPRQ6JmKizqxHr3JKF98us3g3T0VsL77LLIziSAAhnAA5QB2a3I4+lrpQqaiqBzW5cGqRB7JwZ1ECQnGa4JYd6zbWoPuk19M7f92yY7P9E0w+r+rhhbYE0wVnqr7m3Enhpsdrt+Uq6RkuHADmuKH15Bf9nrv0lyfwe8MxKRh6ZNxvX/Xc346VRMsAoQ6NEiAD6tFWx9RB5KSyBrhtpfhKBt/QukebXH1bR6fnHSJT2mi4cJa+xXhnLDE0mD4GYhAicWgDlbdF80xGAKpAYDkZ7XYDa5o2wSI2I7NkU2TY3TUAMlr+RrZ7FcZWJ1W89YCZihgPLnA9Z15pYrwvwoZLcBYbwvistXNp8bgrrG4ja8jfuhlzAEPN65KKevkEdicwG4zfzBCjUGJ7hWB+4tnQD2XWXie2Gw7k2J/K4sB3fes1mKraILj995RJtfwl5VVYUVDnChIqjQRxlzqZlPSo/4pIK4Leir/GWm7lfVlnERzKeuSOgSlLOebu2/4BEqsx/aKLRNa7tcaIhy0BJSXYjyaAP0iGCUV4YehY0v8qs25zDn3sJ8Odg6xxI2+gXqcWm4aE3APg0R3XEqx7XLq86BAKI9R45/QKlFe+UBSP7EEtNZENiz7OPr64K22PiWNRYcPknst2CcEzUjf7t8zlSxt9CDifqFdQtU4dyKbRmSJYs0FIR+2qUsOMjbhQX2sof4UXQCa6MqdjKoCID9PFkJBhH84SYr9D9yfcKuGSFUKl+4jU+r27iu7lF9D4+5GJnD3PYKT7rLKqHL+4o9RiAXjqcie6/+GtFKsEly3+8UATSVTrMI8oUyPB+ibLJHPX3E/DTy12z2HHGQMDOyAU/0AUm0/RyFexRa4mHFbfbPFOukU7LBLk/5pgmadyjSWEmP7rpOZhFlaqnZbGo/qbXX7NK2L39bJqtpeocyHiqCD1lx+TzI5J/Y0BcO5dK2jQOb4q8cTvfSZyXuE9jCi1HnhY/A/n6MpShVEAyrGCwLdzmv7GCQA6eMwkL/cItfYfzAaUL9HbyyLPCR1M0kCx3jXnEHK/24HXXDbtXxgkT/OzxoZOWik6fqEeKT9A/WjmdR+pHLprnVwXbMW03iS8PXFISEJJcXj3hiuXOszFLFv55oCcBM53KhATnNjxc7WShn3DErEra7LHH5rSqp4L2/834VImqHpW1PNlWWGYwUXekC2RMwuvaIeAsuWbb2Pc4Dcats8T2FySouCQQSnfF1qIJUtmpjvuHpz346c84HfyxVIFX0J1tZXpOk2cjGivlp3BOTI6CzOGUPUN01aFg+KrHszz4VVA5llOgLD3B26GCauI26qbAevmqZmQsSC1ajIXpHf4kBsz1MYAq0TUtGME91rSOcju7PIZITxIS2A/VSKfekb/RP1RfF5HbkislZFbL5yORJoQbKUdornWZ4SlFVmW5ztgM6+rt+CMbEXnDdfbqoVW+FQyUO7AbvwsFG+CeiPzIsa9/uc+H0W5kHdxC24rfVVAGM4jOQGlo8XlDOms6WcxB9OmYPgPE1lgTn7hjIoCA1LwaIGX+7T/b9PQRLA6G1xId9C0GhvEkCKTS+bvgHRhNuyO1LQno5KgrReOjwRJA8zi3n7TEcnvsoP9/9xvEvBB25dfsoHXjunIPJeDzPJOAqtPTdZjxFj4JlXliyrCTe1lEiISjg/k3dkVubS4rlHVszn+u+jxcUuoMku8fD6R8FMu+wDu1LVSj2pnX+FFFU1YzTwhBiQ7/WDLvQPA0lqDAMmd/b4aUFOww6t6w4KFwJrsf89VQw6iNVAOgfT5I0tahdcyznsePkEcuYG9ENi7epxATsfq2c8cCJJos99LVeJqAj6SHXd5+xpAI1euizxftMWxwty4ntD/0Y0eKCz9cCRbzF6NSWfEGF0KWXxs37/9O/BFA6dj7/fuOPSiNb5xJ0PgTdq3STAjjHRLbwG/xIq1HT6kjq4fqDRFWcnv4YWmvbRjzCfkZDXqtGmG+d3fg9IZ8rfEfELKnf1eDg4wPVbGhVBxUd56+TSi9Ai8Azgari8MymMtFS0xjtmJOpYBwF0nUp2sz5NqSkaYNYPFqV4cH0+oyjo0noAI51dt5o1kgVd/BG3nnj42DHcKHPW8mTxf9j8ukihY5LV9wC15x76K0HVm1h+QWq9yC1Ksqj/oQfeODYe6Gt+CLRlMhv0G76DfXZ0yPeobh9K1IqXfL4UMWK/LfP0DFGYXNanjzxavCfiCq5GXkZtTyiyuOlHqKEAHgHkdsQ+z17J6+TPXR7ChS7eYe5fM1zFArMjkxGYTtLNtIfTpQTkHgjnXF/OFaBwUa3Pty4L1Irkhlx6pBJCjOJGLJ07m7xpALzWxMw3Zy/XIRHGLqeCcmwMp0dEWr/QGhPtE6JqK/NKEl+RfiDPzZ2vPzDK/aJUVdriIQTPmjK7eC8hGhl7wFRq8s9CnrzqoSvf2C9QGw0I180qglaj52H4AMem1JSWP1P0u3ryq6cpF942xa33ecl4d7NU8iZfZ2/zhsCnYewO0LrTFJgKZ29cm/vYDVuHtZei9+PZabXIEqEh6o7uAuXAxwMGkJqRUEHynL7Pk9zqtHwcGTVh2ilVeZkXw6Z20/RHkbHrH2bgz37EbUAa/ax6ATfHzqcJArSChytNzIzvq3/iIhEwY+HZKYn3yv2QY1QY8qHKhz88KPdXb3jxurGP2zbBo6zFY819wYRxxnIe7KlQ6e98Y2KuEjvExPZh+QDM21OSltXKEInbmM2M6hdKnvL5NB/RmQ6ND2c0sT7oR38RGNW12AWAZFL+DpOW9ZnMCUvDO+4eXFm50VclSpXh3zfuQJUzLTDEIZCeP4SDOvmTGaBc3+sbai35Mi3DrpNbCFeXSIdmF2OhNAGGcGdiC4qhu4sDdUiHYYiGsF7wvk1p9iQBzCVO6PNenVHOzuY9WB7iPzP7IQMRnRGTGgYn1nFKmUyN7ncp5LKRNsKGfRslM+X8js4YRPxMY39kBgp940CmBXuVixmfTohLvROyksTUMV+RVT8ciRVKUPkzsrZ03pVk/U9igRCDSLMQLtfnr3pstP5Ypldarm5Xy8ZAOroJj/eHUuf0jKgc9N5oj3V0UexShli3lXm+p0+ElGTH5ztlYXxy5SK5WQ0jpgQKmyIjdouoiM3Ar9ldw/KrZNi65dSEd9IcQs2jrzwXXSDSVHmiKXXOpuxFrEQ/v722Z3HVysVuL4VUUm5MIdEiuEwZ1DBoTZcgUh+ucjUjnfwUYmF4cIC7a4KWg7fLyyLedPQU4rThKQmSMYYx2i4hTx1mD7o3iWpfCOmQij6o8MBgEDK7O+BqR4jWN8X1dL7Z4D4/6E+4Kp2sgyzJS5cG67yKxm5VULxaSnGzzwBkSM6Mk7rJ3LleBfcjJ3XEpRX3Puez8F7ljo4DCdjhVtHRr5TVpBq96TIKPpw0ax55St8iHD2W18QbfEFcoarbQFMGUfu3AWvJh85PD3YOHxUuJZOeWaCasYtLxymnXVeTds1SoH01NZZS66Vv0TLYj1U0mE5HcwwiPvK8rdfVqPezUsNfIwzvSb0Xj3Faem6vjCiyFD/TUDOwjnIyoFQA47GjPjpzTuKu+bLVZtPuObPnLqX2mLe0Hjt++M7C0IfPI0gBYlklWE0GLkw0iJtl9H6466GG+leHPzgpjokyYwOFL3RcsOExd2Bt2EtKGcVLvQI0JMcmPuzX0jLfv9fLrWh1ejMfsQ8SL6nOBEE7Z3U/a3nADtKGO2J3GR9bSz/UHQ/oB3Bi1QYmzJjmkSdn5syyiODmPQdQyMpglXoWgu2dlGC9Q0hHA6/u+0s7Zshc9O6his1nc4ZVQs2lkT2+g9a6hvY/b2qldHbpLvfmPFZ4NJqANsqdFjCzYLMnSm1s6DhoBrO76RV0ANbgt0x7HJGS916PptHe2Tkfu7EtSbwuad+mhU0qBR5Q8oaQq28wmYFKQ/Kq8N5F+eEFN6OcklfP5lH0K8+OT5DT+a7DpCC005HvKpY+jkz2cjq8wuh60eGMNV6FWBEFZ2rgG/fWn+Jm/xICIMGoVSmrAog/5DyDsC9CQJCOIrMOUzNjJvC1BqareTRI17qcM2iwjbfJQleQ6DWjeDE8FVPahOwLkD0zGy8xC7u86fsDW+vWqGEHdmaduDR5KZIKp587Wh+wLarCu3qo++NsGVyD6XKPnJeuhu93nKUULmYUTM0QHTeqYiya1gq6bgYvm63WO6HH+i9lHmqqvNr/t+Wk2dJ7f0M1pzySd3Qm3UOQuqN/Bx+l6I7Tccj2xtppIysSF5PBO2dacmSRg6bqSXNIbqyZ1pxxWXYi3LeWdcVXz6K1iSBG06WPlx6gO2CpVz32wf5z7Q6lSmpJ7NHR6gspRpb0TBzc0ec3vgCraesXCYhv9se/qhzvmOqapgkqOk7+lSD8d9PX7prfWqMov9cscQmRmrMF7flqRwbQ9gNw7bhiVNv4aDoa5TNszWFiygr/zwuNPFAXyB1/ceP273NKnMOu/9aczx3TkmdXez4vGi0vF7rzR5WtgBQv0XHdR8VODgU4BiJF3mMqVl+GbTwl4KNbh1cwF8eULTCvJDdXky510sDiBu0tgca8wpXgvxJSKxMCGx+IwCNsG4U2kI/ijLSo3jlz8eLGS2NaWD803V7e0sCQgQ8pk6cfqZveJVIPds3p/AzCmBNwyYviT11Mbq3fJNoxQK2dzfeEC1yX8B0aLYvUdhA5P7q9pNskNwRDFg96QiPwlugew04EnmyEXmeH0cXAGD9r+QCNuH3f2bwfOYcy+VhzbkTI5g0kGPjJXisjM7RcD9vVpyNJTcoGickcLjM04TvjEwqijO4YXX5irZqs7vhE14ltAnCDDDikWehZtKyfM/8vuWXxRWzfUDhnVy0RjqJkCq93r3R17YmRxqAnq1a4Qj1oxzDMpGqv9mPJJKDyDRih1JP729c1u9elAwKvdoPx32qU7myJDcwHUkV3DAzRgfketqOR3KmlheSPoTb2HE9YJm4HDCQ8OQL6AQKLSyfk2FOLmtTPo2/PQiVzJV4OBZ+R8myVpGY0jE8Vgk/ffLzBxrtoH9ZfesY6i7Gkac2c59Dl4xunr01GADYejnL3ucYBSUOgTLeF4vDpNLm6ydn53esU9WlnuHePnNZWzt7Ft8X1UxhljKLsW/L2mllXVc4Ttk8xzQMPR2w3NQubGpmvhQDPuSUWFcJj56rez9wab8Lw/I9fOnf87hMtnDTGTI2pqDkG9xf5MsinexmnLOP2Xaw71OOKCszBWzKE6UBlekSI7uXV7vgKS4UClby4QREmK1Na0GooosQE0uCXNvF9/jbYyF2kMyilDbxkiPitpoONDy397zgJc7EejdazJqGvAdTFfh1MWWgCpLgvxPtgcCY3TO7pz9G4NViZ0Zs/5XoRnxfEeUOOD9DSr1UtE2t7i1ZVl9LyZEOBni+is9uREuTSR/DBoubuqdHrYOUaTswt5da2TKc1I/a7BdTADnxyshPAZKCnVNv88GfKKWxXBtI597AKIWEplR+Nu1Ef8rhIOgEIAMOKxWUt/Os2ozd8jHehds/AndFxqmqOzx9+5VCvT7nEFa/LbZYBxsWtDPimq2KkSQvLx3If+0QfSeVw6m3Z0knzSYKrLmVmRBywJuA7KccXl0CFCe21yryaf/2Wr1Rrcy25Q8rSUbu/zDFkjfYTD0dQ9Enwa0ByA6mx3trk9HSdRZsVjq2xM+7tezDa48M3Cz9e51/uOx70ZsqIie0EnRlYDvm61HkbLJcqFganwIVXls7zTcmSiY+QeLxCrGQ+RMrUOJ2b9bFXmYKMMbXu7PdYkaX+pUIlOOLOz5R79wKS1XUTS4sAApGthNXWVzbPyYsqe4DnNKb8+gUF26Es5mDOZBn2GUSLZolLPMeJxvBcoYnsrxG46Dgz2ANdCPi6OU/N5df676E12T+u9Tc+bZIgW04AHWAIUnMb5mNsCkL534ZZBe0xHg+V7YBX+5vjL1WMALxujnkwJHgzxIbzh3R9W9re3CkoA1KLO8jpXAbWwlPI1qjeW7IFiSgZQ3Vs62wd1OSEmHWr7xFTgRcn2l6pzJkgJzXnsxRGMAXV02qDMMT2v6Ko9Z/UZvpPWgAu1X7TbCwzv+yJFqMv7+S770FIZp5aLrOH7qu+jQEpWzmguXhZFyCjLHP7MpleCgDqDxKx5IYO/r5eE/PV1p1Oo8d4Ocegv8V+B6191wb1XARPh6oPYFCwwavtqSMGOFKz6oxjsHHI9mK61ZzMhkeL35lk1JNLSPtZfOecFJ+Ra3PwBoCCxz/+Dk7MlqfihgjveSgO8dLZHvAjhRA7rwuevKF44JXis8laU/QL4aE9EVZRYwMdtC3HQRrsdRmFuY9nZbdsaRo3c1mCPaYHOvbkAZSAZqdGt8Dlla5nHmDTzYmzYhWROBaFIH1hnoIaoubL+Rs+s5UmKcLBooCZHWAGRlP0eE2/xhAe93hd2Qc7VP1FHSAOCVhRsfIXUmv06gg8vK/rA3EVDFkgUunSUm16shozl2LzyKIqz1x0L/FJ/rxal6zCi4xuZQaBT0Pfnggmg1Q4Je6fC0N7M8lJNHZmyfsy+akDSeJd7YzdTedd7YbkjRG/WoNI6axt/JOSCc1aXLetERUfRZx4/YAD4rUQIlu2H2tJikvZaTVfqJOyc5Cb9E8Ri2asULebCFby4prhjuu/X8CKy3TKwgpsQNJSJo1ubAln0KNJFYZWxnwshQ0BFiIPDXnevFVeTvQSsYOxI7XrSezsZOy4le/nR48JUfz8GaFUufgeJRUmoBPy+oMs7hAeF4o79NajdFJmwOFTDNvfx/BrXN5TX+lPkcJ52MbiRcyGZTu5S3fAt2nJp+O9e4RfUjBIKOTNFUgD9tQbwzotk7c+QRgeLfbk2Rc76vQmn4fXzLoWuEGUekxIT8fVa+0Kzb0zT0keB1VAXfsUoghoh2JLRUyrFiMY2UQbvEHPcSYKeouvjvezavpdIfQy+2ngroeTrl79vFYRA/UVaWizaS0SU9bgTqv8h2HkYau5fsBrrEkg4DdB5EjyaSp8td3nB8StD2Qr09JEyALM1ZRvi1JyshV2vEujjEGfLOpffRj+cihxgwpAurr+L6LGwYwWEOOT4JYBGx9X7HGZ9yvMfVKTq2e5RcVZ0tEcb/6Dssl5jpfrgNLIZASUNY7pm4ieRU7tce129nfSIro6Cm81e3TuMXMtDbvNCwr459DRDs9JDiGXGjFvjCcng02w+KbTjbQdcK3TgvvRNc9+tV7P5J3UiTKaWYQFe8z/vSkmleeyyYZZ9B/7dgbnzVTH6tP6ACyCsSms4oPhoCnlGFjBLsYBK0F5mZGAKH2xOkoI4K93J7D4aAgwAxtqjLAkxtfUpmbDvd9UHHsk4pMaVBLN27nlxpUwY3m1afWCzuw/YlWnkaZWJ3X0qeyPhKGJ9l14qKoUlmmbdWramaNZlgik1C9kCgGJkPxutEkWglVyGtKYO1sQ+E2kEWi6hRGYylHHjJVXmQPZFn0G91Tv3hkptYnpXIvg19sW1Eqb7EdbMGR3I3byhaR4lHELtdGgjO9TEfNWYtuEy5WkQ7x5OGYTByy6T4D7/buHM+/LegkzbKnl2unrXqVB5JrWRcnoZZgsENiUyRf9nYe60eKfHl44ZLE2kAp0IOd39w75lqB1KTwi2uDe96ydgIhsudADxFmGq5PK31wtYEcUteRTaMe/buMREfP7HWFGxA8N3/j9yaPhl8JJd3OFM4mawmybI5ZRZwueZpuev1BtjX1ntil/OQIcisEmSW8VPcnQGirj95yn2YR5DfN60CQ56w3EqUNYWwDxAvXBwX8TtiaoHpZuMvfp8faor8hbsVgnRiL2cVmVD+/MmMv3HvPAL/MoyPDGqJFwalIiCo9X1TNNxfA9JHVpEeuanoGgU5bX12nuVI70zmAsnx0G9n+bew7K63R2tTe9LupNW+BtiV7/0+QgE7J07InXu+FmQWbxfNCz4L+kGVAKIgU0W+8HDx6WnKbmQihjydWLEDcE23ic+JQ6dJPXtHYnbg8Gjg8p65wSFunBXgRexAVJFC+HSPVL8rdc8o3DQK75I8tAZGMR3SNEDmVBhzmFSJtIT0KjDELuNZHUf8m1COGYcpnE+uQFEHiD6KwCznrPS0JtmxmYl5NLvz/jDpAHdlC3AWpacr7n9edYEqOhTBHouGBW6JL160HQg19BANdJOZFfSdNHn13IrLqvd3m2tBqlR80GUIsAf3NthZL4WyG8ws9LAXEgnng3bOdtetmOdVsJDdrVXyX+5/xlamV4tLbE3pBrXGd8K56xU3+f+OKyUFBTsmGQfouvSyD2T1ctGpRxnmIbA0JKxo0AklZZS7sKicRUJqmtSHPPKP7lCoCgJqCvIvtWTouZ6579Wen6lAWaHI3x6Ic4dvYx0KljQxtyJSQJk/nMjdWeWD97/lbNlD6DNieq5BA2ajslEcmFvaVtJ4YZ3WogKCyuqy5AI7SzTEtv/2wifZ49gYHITfBWl32jyMy0ci87Xb7JBOX/bCoL3pZZUvSv3TtP0fIPeyusUu8TK2feQgOIgSP5apAmmI1ifI3PkKueRvOEH5TgqoY50TD++wsSh303Cls0Ee9X2yQan344GX3kPMNCZCaREVqQ2omsOkvddL6av/fsvRLy0ye1NRJTMz3GnEbOnRXQPAuPgNgkQbdsgPrzLCQNG9c6eERJYHumm1Q4qCsOYKSLPwJakHCp8ShHIYvXsQFoYtVTWLkt7CVZq9nCkGF9xgganVDTdRbXrRv5zvaurFSjwvWhAQUSFlKFQjMgPRhnY1tmV8p/WkciUXDTQKASP87Bi2lRtHiwxfyCzIPRKjsOLsersHqKnNf8bnwLx82ESycar+ZBoWI4wnuXQLZa7B7uhaXPTo78qaK/wldEj8LJrd/RJq7LMn8SW6UCcooX2/CnN9t06R0ie485kbHK0o5F2SHKFYy105n1Fd/UQ9q9mWpvd7GmFX7k4qybWMqYAUqvkW0LVItIn5p2B9IXUKahFsv9ov0jnKTNokzi6XV0C1AuMu4yIspXR9wQYIuMkYWv5RYzZPNL0/njVYBDvHHgymA75TSKl047ZmC/5boBz89zXE8QusOSGxWRwCv0e5gzuSzygH7WrA3HXI9D1h86eWHgoemRoH/sVPxnW4xuitMKvbAl5NKH+ODlFEPmmBn3/tru8CnFpKVdesVE5AFpKiMV8yzMvCJzs0cRhaJlPi7Up4PU8WTT1/wWdMW3BoGx/Qcpmj8hbRc1W3LBoCsIHBCHcARebw5TuYYtgL35ECFT6Ljb0HCveMU/tozsISDm2n4GByxhxhCROkLvFoYvEG/KULZXEmTvBQNM6iGfR+Q9jH+gH0xRgP2VpZLlPC03p6Ej1GNEYTB8aXBhSz2dz4nFexRo/h78d67JaL2eKDzPjhyQXmzvLKSn88jppdZ6xVxczoUNNLNNKTMQK7L8UvXZM9HtZQ7Co/Y3E3CavozI0jbZASuuBQWUUbnlHA0JpA4Nb3EiaIY7XLyHb95PRAS86eHeugfeJLLaVsXw56GSRxmdt5nvcdbO8HVI+NOxQoD5YfZMrUf5hyZTl/w0JOo0U4bmVK5uO11cvDX1vHhl6jfSxGqK1Qlj2fsWbeJ0psC1xWx1SxlFuBtuTt55YX3bYQbDti7oqHqvmYwEae6KusJKYoZRRCvh67/EjgOHdorA3mPUPOfc6079c8TsgQfr1hnt/d7vzezL4H753PI0fe0YxGQ0vLP3o02jzGsi6CTPDk7/62KIW0UPneu/DnGpp01Vk+XE3H9SwJY7gyl3rTQlwl3FpTObBGGp3Ti8eCYiPuP0d+2BUXS20TG2jRm4EkXhfaKaiuczG9njtACbTxqiQjrl3BrhyLQb91WMP7X4+mv0V3gjM7677voY7SJueYgtkg5VuFyf/h6CzmdX5Ns3aEj06yIgNIPmUAilfneI8xLMECEiOf8MFIT2emSZ49qLbu4rbYLoQikjjq6FCThkTCssNDATXcAng3pSVT4XQ0C3y4hU36hc/wDyqxbDjxR0f9THuf03YrImMfZF6cpDgFVNjob4x64PKosH1Qq2MUgbRr5PwFLGcLbJmm0uq+II9Dzdd3kwHV3IcbfCQxjjsPpiH4ach7dC+B9mUeuYoo9ks+ojlKao7L4NeeXBGIVxenPs7SABuwfpJNeYk6s3Oj7vxd0cYPHpv/IWAxjEJci66iznPaEEz1/sxgiDwoFvNL5XN8d5QkKAE9E/ZlGfAxOooUeoVqRCpx4ZEDvlo6MTGtdvp3zwN4Mu6G8un+M4ncu3qTZ04yWNUJfEShtpAIgFjVe4L1UoZu63qNks/FnJsJMuNftJHESaMWIY99Z/BC+Lw+KcQ3fVjL5WB3pkg+cKFAuGvI0WAqfwLAE5W0IKrJh462Fd/SV+7uGgO8bpjtQK3eIUsCMwYAqM/vs6zqVZt6p7fk8ZSfcR8dZWdN+0yewrBdSZWR/ReZgOT+T9sC0EbS1v7VqI3o3wiKsuae8697uNycCeLUcqzW+eWVK5bVKZ91fVOZ2xS3EfZkztvlWbsCs2Pf0edIFQsnfaA1Of9iG1VOX7/LL67M9xXx0JpVyT1Y4BZpAqtsjDr5o8uRLpUG9EVwaD1tcqmMB3kUh5yCI66ONLYfFHTAlJeuHQmvBujPNHWVKM9Ywkv2qq4Lu7DADHRn3pOWjCjXE/oV1E3J2Ql8Y92HvmgV6sX06YCzLfmIRZVcjxpT/VCojiEq7DQ96Gc2+6mchstFrJOONt8SWCghHSbRzpOt52ek/9WGfGsFMAtiPgA88/sOOiD36L49Za1HSAz9yrKXaGrd5pLRpQYRCbNl+xxqpuvIFeqroUELVpAQdilFYs7wu4V2b9uAJdouQwMGGhE5jsr9bmNTHsLQrPmo3L5qpNcCDommSZDJkm0PTLjf/SZd+qf2vZZIpzhYRTOSMFe2sDDpFefpZbRSPT1wM/RywI8IV+3mHzUy2cwy1sf0o/DhZdOXUEhUPpmIXDQ4xCR9+On9d5trxav9EAHjGRNPOSK1VoE3tp1qEiw17XrjiwBgSgc15BkZgXxVv/Kv4xK0LMV2OuPafrb3DPmSCWdnO5dKFtbxBujS1lwWYGMKtsm2XRGk71M51jYlxVpZJj4LjUg5eUtmVWymM65g0Jm74wosAetTisEIXGx4a9cJgt54Qd4CSDR95JErBjSkeNnKn75xPyywLb13/p6ngB2HSZH4yIUtkWMPtc0alCeyWF8eWiiF/9sN7y5KONFyw1poVrQrdbQs2XPSwUoTrpbN3rA4t1Ny7xqGe7jxTe0q+x/IVMgSoKxB6qgV2BqVThuk3boQRSyJkaLWnn1sTf4UiJDLVrEgat6x8+uueOj3uwSk08RluUGU1qn1DAshiOzOeQm1dlbC45lLsxvFTD/l4WnHIzxS/uChpYiAR43IiIP5hLztBuRUJ6KvogswNm10xZcs30HSYhguHQHu0JDz7jR2oI92rLOQWRnUSB66AkGpj0XNiS0/1BwYkMlnHoMN31nkuZYMRDPXmkozpco9BEpX06Ww0VVA4fNmN6xq13P49CkiGosafB0FZg/1sfoVq99NfO7192Is5pR/xMcUrQ1IMQaWw0cVdktLTiW1H3PQFe6Lm6onnQxvxSyyEhEMlC9o7IsfvzhZhnKyiJ173kaHLr9GWvrBUgilP3TouXOTMibXbgsANjX3PO8pP+o9AHu3KIgoF00Vod2YmQuCHCK9ueuNPc37GcmV631RsVm6bhULOq+qx3adBgb+V8vgxoD8cpID0ZEiz/uNUCRpivjTQDrHPPrHXejE+h4w5raZIjQxXsZli9GB2eYBNuJYkIay3bbVswsGMocK/CnZb/SryuRHX0yKklM0RYN5cfHjRzaP6me6Gq/FuJCdhdaF7RnuY/K1b9NUVnnjGYiYZJ2oqUbMxi7QIWcvPaSSaJPkLSd8fidYN1XyyDtQsE412er2BUwB/mkzQQzWTuvtG427ALP5KwWruVUT2o7a7eD3/Efx2IhbR7P59YSx+QYOWxxgnIkb/m7Y4U5YDp86ptIbVKYfYOPc0j3L0d9oDZHi82Ijl0/NAoMouspUjhYvav7X3RYzGLuRL0BWfYdm/T6RMdQH4CWE65Rgx4WJAv2xHLQK2qevbjGMbaYYDut1P5XaOTpRjCaAKJyWyvxBVIWM8WDhs9hbQHHi44Cm2MQlNPGCc96TWQyYGYq/VsJ9Xy1e47biu9gdKJiUSrlAS5SgHTmR4QC6my0QEVx/vCOPJ5S9nlYOcvgp7zsayit8VJiKSqW0UaDJ0vIsulldZALPkByxbdHP2QeFbrKuWUzovNSntrw1HEwv9fj2aOUu1JkyH45Is200Mej74U7TG75aqgQN8ukYkol7Nkj0NGUUoINXcgVsdOArRw5xbv4VdGNGjVX81ZP+6ryJhcNwTDGUsa37brMmH6al+BWvAzq6zqUMnBq3sT92P1FBICQwFboKC7z5XXBIFK8i8h0B+CW02j/Ht5eifvr8Xu7dL/c9Nl4EPMYmHSOMYHXjaW1O2zOVMGeqElbmL0IWMcdyhCYxzX8fol1PZMO4mm/1NoH2A0Ldt28ERhQL/1lPwf+94kckpBsvMVXkUeR1Z1E1L/Hp1pN6zjP1vlG1jV5PcJgZXoi5yNtjZUJG9RcioNRvtsyDlM0tpQIcC66yIgKQXDStrXiq/n8KA4E75lsYpooEBgwmNJBmTa8rDOxTH0n/jgt6PHDv2kq6sRYem1c3mNCwbWLEZOikvSRcW7N/+LzI/MxjJmW22TKHWppzNDXG5eY9byPbqUoiwPTghxteBKqGu7Rt44/S/g787yysPpQ9PQD5BRQVhOI2PldKreyGxWgbNWA1yghdM4ZL0hT8SJ7MN7W8WNL/Kag0t/a2EquXJapSOOu1NZ+ru0w+LpteziXvAEwtG/BWm4hQzXaN11oe+W2VGqiug8LBUNX/d3P0+v1K+iNwh3KJENqPXZc0JU3w8K4s0OyQ37N9l19JlrS+tl8BUMmBoM9dUs8IvJQbjP3NCP3YrKkKRmQ944jpKyRb5poqg4P3Vza6pK1lc3X2oSsuO9LIa/k3dH0sEj9YAkzuqLLxswizSzm/7p2JAPvHrbRhUFgUNr76JDn5Y9OZw0I5V3HWyWkAanlDgfe2N+yBL5ZI3ypFAOh7rws1PoMPbe2fduCheLszq3QLpF5Ry8f2fb30btsdnjYGQnBt9Aoonx7kT/agxu3jIromtG5lzKXtzFO0mF7D2R6rQ5tfba9xYCIAjmG72UH9BklxwoLLLtx+pA0IZ21e/EgvV7zCN+0v8uv9S1V5zLyTAk9wDFEhbXB5ZrGYCTnmhxyPhpRTK3OS6j0+cQPpIm5Iqa6xOkEkEoFtqBwHQtzVH4SkrcBZ8+kq3vrFDIid4shWV8aqBIniZhB0u1HiNOLRkyt0sugBXUJK6DRbDlhl3HYKgkc8aD7nh1FIC704187YuUM/mvYVw88LqYA6HCH6PCty/AEex+PbE4KSZdtO3weKQSrvCWFjiKvkxiQNkGreno2JymIU/lx0KDw94EzksfFEZS4WsRZ9hwe2FrkNJksY3gr4+0idD12FCY/nypnautAPyfxIs6QXw8rSOuJdiSTMaAjNqo3K2IvAR+eFhLJZVJf9h3as5xLwLnhpomC+B9pBypAN17yaYgLBSW8eY7MonGvGRYRCkApdVqeU0EZLsFIZlsc1W5B2EhaL+pM1hLQ6D9M3Nfc92o3vjljEY0tcOMzh5vSw3kJ8zOzEdAWSSaxqIEzT9s/6oi4D/zx6s7da/H9O8h+UbuElkZB+QAAtgeJy42ccq2utopQG55tHJAtrhUuo6eKfH/hFwqfbAo+Dql66ZNR+2zOa5afOGOM6izsWH6byh+2EcpU6nt0AfDVbkvhO4Ite5+NDTuJsanYw1YQ3AQ0kVZIIcM2R/guvsiogjr3o6Xh3+zkb6N8hAvBjwIcldEjPcRAC5OjHg9JyE2Z8Gy2XmeZUKZrw09yzLmGxQd8kbYi/d6gqdlfX0nylikiFzWy036gtG5VRm/LfuKSoWFPoOr/0zFTh+jPBq068zo8kEUbcT1BhxpYQLg4VDe5pXW6ab5eNLiI3za7sWclkL7PcSbAzlRkdlNAdPQlB4he/sbC4JW9GDeNR+QWmr9djxdH7UgRCs7+kY9X4iYahp75m8ze2QBwwGfGRaNeDfN3qKQ9uzmbi5Js7/Yq6mqitw1YwguFDQAGWfpJeS3JgCJjPSgQQgetxb1C/zLmB/ftU8Wi6lsNDjTRZSpgB4h2+4u/gUiCxCzNts1GzLTPAnZ2Ti50yJt+ycZhF0k4pTVt6rDFsFyXriP5ugmwvuXPfplRW5SQP/qNpe1iUxzU69jYNI7gmTfzeaIz8vvDxqOmqouDzzKxAl0pjFMzTQvDJO9Ycy7siC5ITISG8InQwlPkz9Fdd+2PjnxklOpsP/k0+84E6bR7kNffs9VbWp53W3irFX4SK1sa05c/cOqOC+UbUJbWfGcaVkhiy3jGtNOSR/faXLEUE6vB66BibrFE2ZWLQdDlxQtHxK8coZsTozteOa0d5eqjynu1CRdYdJTp/N/7XnRnvY3W6DGqeySJC5qCvJJn/y8gmqKUZJdjyfcsqMzYsXSr+hIL+dz3ivsD1pEZ476pCkgf1CbPDPvCUH7vwLU+EuG9M5kOCWVVXVUPP9ux0QFJMNNjNc1HxsgEjTZhZBR5L2Nx1gOSkMd0sIGHDVQWmmS4AqB8Wzg2ZBWhpVOsrukoFeHKc6JgwTmsWvSl8i+xYiIn3QpRH9j45Zg4AQiWnBqlq3EcDzxQTHOF3o2kznndQnVSX7fzdjXEL6chHQQBqd5qljofPNMmioOu3phHFatg2qyeC8f4onVFxg73cNKoR2kDorq9pUem+BVVbNx/CLtE3eNL7M8sIvYJWqudwAlz7a5qBcJbqTvlr38ny263NgXHBSN8awQyJ3dY8DplBBpfXzvT/uz/O9WcO141oLJOq+tkv2vHhzGC3IwCErkiIr8cgz6X9vq0kAGuTGReGVomq1WHKXxHqk1O6s/GGO126ByL89Tae1GpjMXk/LBYYAiLwnMl4C/1BK3ypGuHNdn7LR9XhcJO8eGmlb2mtQU7R+y4HQRdZ99oFjrj3QvUVn5YkiwdabFViqplVaZhICcgvK8Ftelu54vsXipvRynk6+HCjpLqG0zpiC5mculbiYxm9oAa+A5CyWEWmV3u7yV7LyqF6ZlBNibJPCywcS3Ib1QGTp+1fKaVUYyi4lipGcbKk93ECIx6sxp35R8/dvn8TGy+5Ew8XhtVUvSNw1rLqoJi2vj5R/9VyxNMtaw/PPzprimU8/O+AKwsZhXpTIQajh46xMyCWtfLi2mEYfvIym31tP77HYoQhEyT5u6f688Cl1lhiLmMtjfYR0GAHHPkl4hKyDW487dGYTZp/zKz1VD/AiLcFcxyrYAr5oUZdSumL8xCVEIk/ybOm9M4oouENgRMeVKenXCGtCcYqqaE9T2+JZg6+kqclVH1lfJQXRx7/ykJ9VRJTr+xI7YTqS6Aap4IYuEXM7Rd573VaoGRDLnRscKcGbz3nzShf3bgYb5iXldYtGpkfMx4veWMISIvIn0wpXK8WWgT+ZnRIyTXILNDmD5Z68UoYpcCz/2DCm9BzbWqPIGOEp1BY8dhd9cJyL0h1sANtg95kVwfNxifB0HHzjigqWx5UAo74ivJBrxZrbNWsmIDDfNvlm7Izvp0oxC2CYG+hPeXGe28Z8fxMu0mi1rVWG7RYSvrMxgoV/fUpK0/cURcR888FWjSFgPUzZcLh955bjrfEK6HdOEBZ8kcp1ePRTJ/tbgi833+864gozA5l1MnN8M9E5N0J2UhQwPJ4MBEulkop7IuO5wb9zPV0GVz6S+iSfe537B0q04e/8+UBU6Cb51Ud4rgw9lURVxwm7uapzB9IM7b7zgSWiC+bIIN6x6WPsnjP1axW1F/i2f0cTbZ4LjdCZedUz+yxnryMeEMxSUorFjHfWdfjfe+32+mMDJIRrgiFaZ7loLjajHIzJixe5eP8YxVs4i8TS9wUBoHCioCp/nxlPuK7U3VQ0SKuSEyxjVDBA3TM74AnxnwVSfFy8QEYp1rCodX5hLBhOxhkpHNMplcxGOpTvhbCJmj40x8Qba1pl8uN9P4QuzjsP+jGA0PXwy/vifmspy0QdLhUD4hqiZg+OWF5wxEzHTmoix2r9rennVXwuOUfBRJ4kQbL1TbVbL+eDcOD/1Ns+u4zZ85c1dd0mkteN6hlJJy9VSseOHWhhEh33bXBUi2xHyj58qC2/Q/eA+AosxBWqh/7buqBtVXBZlNfJ/5dSs6rGjnxLc2UhvswvUfUhtujI2Es7aOJnloIUmoBzTgWIRRRQSNxV0tV2OBb842mOZoY3sYiIzwc6+uJx7JgWAnxsI67yQkuajGNQeC8RMu92A8U0OOj5aYyHKSd/d0IymdS+2wONB6LF1iE5fDYb/SUw6SNY8aoUDEeKuqjJ7LTEIFSIu8wrWHRSjw5DdNeVezMA/212BnlujqqWqkV4FEGTzJU50CM/1EefgZD50jiKSnub7R6Aq5J8iIhPh2Cb8nF4U1+KBUvs+e1yPh9Sm27PReR9fybcu7CeXmKE+vjEnGFjvjjW8CSiuPgqsIOhidtbIZUsPP/ik8Fjg/HHAuxr05trtae4mjGNjibpacN3Uj64iyVJTsOpwam9v9a2luPI6q+qysQIxtT3krMkild/prveP1MRAwcyE/C/GVra7mz0wgJtqhezQNeDzG1PyNcc4JUXxZVjWDpYwTmp/u0A79v2otTSWhOWjQkY2bBS5X+scXRNUewh0W9leyjtHVlckzpLdYvEjyAYJB/u+yMzy5bQbCY3hlZAwTNbcDUU05HTlRMdqYj4xOe9dOZFZtqYOGGlMfDt7kOMm3jtKND7Hl7f+yFM3ZtcPLX+70zVsq5WqwP3JEa+PWNPidlHE+/QOZL1xUgTYX7dmPLD4FHSnlaZ8DepPkeQffxu9CmPl19+pzeMfMhmV7XT70JE5EnqsBmYJVp0dSbCC4/BqsaF8NPDUUYWnnQd/IBYd3bSmWTSHhg4u0mBwdE6dnSW5pu2Ll7y5TIW1pJKaBCG/ER35xO2fSZ3bZS7fsRQP6LQqT6VkurE9xvTe0m4Lcyqdek64YyIUKyFsLgGxwYXQvsThT40T8cObTx+eDAJCeMpKrG/NxiU1CEWtfLW3chk1nV4hR0RqGJkLuWGaUu6suyY57oMvwMTXMY+rojsZqBGL5kr60K7zlXOEmuLho3T7cTo+KB3zUG2ops3s2vDSAn+EMLqzKFyJN5JVpZg5Uc3P8S0V6DvBguZxruAxKk/UrH8WgISC2PZp1bTUrm08eMRiHPBw7wTi1/80dgfsVFpvO99wnZ7ClR90NR6x4f9SPGPU/rxkF1c5rXlc5plwQjwIqC/entK17Ow96LbFw1Ng/RfTuaydkSMgeAPVejrPc3BhqJhnhlczLFpF4lEbljWCf6SX6bfCoFCc2v5587O/FAO+/B53KoBa//xtQuAkVPS1uFu1ZJRgX8twyOobt0/tI7gv/Fou7bHIXvzQj02o2tSmLvP3OTLl3kEtVCOPHGwbQLevCq9uvt8AVHNcv7eossX8FeJBBFnNhFMI0DkypmimnqLSFui7nJjWGdTpaZWi3Rk+7lCcs6wNnEjnanKUrHRHz4++SjTI7MaxBdGm9IBhqS76bbWNgv9jRgSOVtIxmVJYu9X0bzye0lFI+/IUaufzDzw4DyOjYrTan3pZ8/ug2FwiEi00Y2a6ZiuNat92+3yMIqzydVJXeOyy2gc3jpNZQMSSvH1RAOnLQYJpZTGxkCtAYWFkvMZvNc+/+ylbs8KikBBlrm1xhDHjk5JrjIAAL23DDKYHYqh8VZFz1/hp9P8qmhoV/1eTAp2V3LAYGiScOvXf8kdhOUuKOlbgrLftIqYKhWFtu+XcJM+Iht+jlocUYBq687bB8qZZ3qCAm3z3wKRSFwSoBFMQ06dbNd7DWYYYzbGDki6WILF7DRIg9j73VtJi9ImSzAkZOAkaqsaBR7nOZzbGiHlIk5gmcOxzvcJ4kkc7av/0b7g4hbnsSYuhEpxAbhJQ3MKIgRymS9ZHurUjo78W4BJM2qh68XQRebijLnRYUhVihu2Xqt/QHTvDB0hm+sPNSlvdVx6OBq1qO7tT4Ck2VSUcrj2z0XGyChi/TfR2yaKgM9iM0tLOjydPWMmtc0grTIe50c43XeL+F9YFblrbGRqWMLFoAyUVaTFEI/+xSd/0pD5xsISySwD6R/gW8yX/XPxOJk2jcK4FqeTnqCctRgUzqcIzqO4pLhqdv89Fn2dhZQuWZTt3nTZ6gr6owFpq9DtEdTDFOgGICgzlcQfAJLmC7LJyYnPVY06714MyBS7hzxjvQZ9kYTM3foM+Qy9S0GPYz196AmMWS3xa+YqiWtI7yRf3e/gHmPM1SfjuA4+GkgF8wJkz2LCgmxeNwXuwLJmNQ35jn1paoNaFSQWRgFsPRd6Q7Dtm5h6ODmtIx89kyrQqMYrsD74Pl5+Dm7RJg539qJ3hSs+Yv5DRftYtzAK3FSnya+v+HWVMt8dbRekImn8DbyoQE8z83ojTKqOpmRYmf5nDbSyI+tUR5aik0rUTy4CojnDQB+N6KYfM6rNeDQRj6TtWZatcZyTt4B26Cm3vvIq9n+2YErPOQNC9uKDJj8CgpbfVm6HY2eS2LqyO2rgZ1vXWiHHYLYxSu1pxY31zpuDfUg3tRWSbn+2sbjLMk95nLsnYDtQyf108AtqlS/IvDmc8cH3aTdH8UIFBkJ0LufUP9BF5m6yJEAgggVgXu+By36BSeGvsdTTe5OGm9lAheWAJG79RES4+wufL01XW9/Vi/uFkgGF1yILYxb+iobvK/eM1ghXr3ZOMItVwOhnH6ZgevOxWS3QK6PRzJaR5rvxzIswpbDoLjBg8zkyvVJTdAVyAwq1niKH8MnxxyeN7YBbzKrT7W8lxdu3bzFZrZVD0zN2BztelEUcoW75QGCHl1waceIPwFgv2N76q7+etV+Et+6Le3jDNmtDj+qIzrS72ol+fppK9nF3zBBW6vkykGgidfF7053qcYxMk4EDL5N1mQOdyweFbqHyvLb7uaLPbYes0XNSFdijDgH61ECv9YqZ8sywvSJFRkisM8XWJyPvASB2tdWE6wjPXqgP+rWS4jp5UdP/HiP2fbJLrTeC8t+5eyYVfVOswiby2G1WKmAUgXojBtp5LGqYOjQwM5OV0g8zQ6QHMLXBgTobRIcMRktb/mGLXJa7IpdLjJ7XteheNVTMLx0fYML/UGWhMAWyvs6I4+qpiPzvQMOadLz+zt7IbmI0UnMlwISj23zHPKWKkojuv09yn/HC8IkSaLEB37jwWZWp5j59TdawSIbIpJRuRtmitQESpn09YgqcfmqXgCC/GGviKRCUnRQcezKkotH0lNXjU7zZ70yZYOqpqppeLyPDqg7zyjGxncyR3eQdS/dZuuS7T/mbxMxebbWrHsviU1BiZCljfERoFqTkKF+sCMep7157FIG+cwMuWhHSYIvVGu9TUgm1N9yLXY0zMjKePlayj4iWytTpUbo97sz0t1pVMI4JydLXafM45nHndlT6TBrALBagV5lplIbZ77+nmDM7ZXgTQi3e022pBWxSOkT69JgWW23aYsv/VLx6W/mJdq0aMrHc6wr1EfkUuIFjOiai4W3DaX31gk+7YTgodOU8elYVC8JNoQ01plF8IMi+T5AacmAma7bLUrjW54e1Iu71Dbri2rPy42FLOxm8mR6rCu7Pw6v6NUFPSlm8AKRHyiErqmCaxn87iUpUJSXBNpYsw3mm7h4e3t8D0kKnscjJOvlNa70+wgZZi2OTmyxREF5oOJm8Abl5jqxTehFpcch9E2fj31q5tGwdV2EO4f/cj3j6hkAvfa1FzXbYF0bNSKWrkL8CG7PeONC3rtWlGnhDoJpK+91x9Je8WCWYTUJ/zktj3YfQ92l3gzoCIcvqs3yTjJiOhVuFaL019ltNZrdaodPu0XyUJoTWCDvkbrgHRPB4rTKrMMgbHr4fmKAfoSrUJRAMHbyaisoVlhh+IKFOpJYLVqEiBLws1oQBSwJ6e8Q/+4zwBtBxbhO8lRAGNCCtKz9c53LQ1I9yHKtsHhhC8Gh46ZXC3zqptF3TAZ0NesZ743N8eW2B2qEfoTbkHdFtfUzLE/mH5588TnB8uQeWsNGr+wL6LaouhQc2zJroCAJEcJcEZ5NdQG8XqEkqZaNcWPhcmCIoes8y2Jm+f787Hq9HAyF1OxT/31qz9WC0ZEycCI9iH0YLOgAop2s2SGp4SA6Mx/5ZgCp/EQF+Rzt863qqWbhDhruCuMvtctwdfAKiEiwUimLhVjXSHc2+QMTb1D1Ul9VkiAuiUKYjxwmTSvmYredmlSGhPET9XYud3/zB2B9EM2Dsc+0nwaPKC8/jUiBppArEuipGasvcrVoxZGFSt8J3sHaoKHQK1H3RWwlfPyfVt3GtS8V0KxChab1tAlrkDhwZaOUfrlshwxeBpt+DFEMEkChvyEZ94y+3CsbARH7Zan/UyHvUnGgW7Pxh4JtcWpuBdcQi1fZrvR98UOqaj2iypCbeLXsMHnqgp7099drQotko4ub3xafMCduHRP8heCEZMzXeDfXDl8Us9RwlDevO7+XKlZYGftbJhIchzNxjXcn9Lzx+A7UfN4Kv5Pwd8dbbksrf/IRJTbjlja/m1QBAEFUjtzeM6eWfQEy9L4fa7n6nrrFTU//bmR/qEOFuZfgE7iVaJyC/SZpibZUBVN2jqpUO1OtQzxdND55uZmFyrGxckegxZW2cmHqLpk0Eo7yrqDp5cGY997aaOmvKGFOh8Q9gQByDO+x0AA5sO7fp1SCJIhw5nwe9vflM0gPkU8vV7OtFlvsnXEC+6K82Cex+DOofgHfPdbvUOUk2FBmRpydOdKBlTJRYoGbhO7TIB1yjnuftg36QyDLaeigzEIICjlb2oOy2mjKotf7JVTCH3gtTEZOBvd89m1Ta00eQC8R6Qr4tBXm5jnU1UZ+kwrD+1T5rJTAKGVEap0szRpyJTcy10r8ezSM53PBcn/WGbZufCnbVT0ErnhRiZUVLG038JGhaCtky7GF1mfwhYbRrP9dDZeZYNBMUEd9uprByMRub2CzKjlH8rLTPcsbYdjcWuR6yLu/eNnxL6zkSsFP4V1EIxiYU0MKBylUry1SYxLzV0iOWDsqOKrngzn3MSpLHJAoPNxJMR5fInaKoUSmCd+TDRZAZSSt8IOLKXRM03zV5b71q8IpxE+X64dAyqF72b9E5cfenfO+WCxm4womdk/FfsX8w8QWeKgz2a0Chn+5zfvYZ37/38NAdeKaiN7p3Geu6bpIdQ9H+9pjY5fZK39/hMCSoPVVE09Q/iSCFecVhRjSXqEMpY+uJnjd+73Xdj2tN0Octk0oh0ZD3Zki3DGIWoEgssfog17c1NZFuCKN7YY90u7AWuHwQiA3BAGs1Ig/iMpg5o98hGPmqNWVuADCiU9KtqcRqRmUKT7LBXPK9b7s+lWyvVi1rn81SJBHdQjzfmFNUX6mnVtaCycM4jvMcdYFZzkUxzTexWSjrSKq1dxIkyzbBTtZRSbAxKvom4u9OaToYYrzxZ+W/OXa8uC200Y26tOQ7AOCcvbaHKEszq6+3HLR7o+dje8g/evELapQCKmfBSnL+dt7yXoMzTfSzoHFwllOmX02GqFVC313Ei0Q5q1lBxproF8rx7PjkV/tgJwT29ADDUvYX8rORAA/Hok3rt+bI+qgOLgAV/gt7MCNaCsvbpx9mETYHwq2uBC3uPCZBstugFJLPTQT3AjQRKTz9Nk5ZytzeVR1cQ0L6qnwhqFbGeStGqPa1dGQpyiu9f87in4UvJiqWh9s9qsDYMzp/Lym50Mh2KDQJqFcCqooY/ZMl3ckiQSWnOskH5aHYjCt9FECRBJDIltlj/VWrkkME7T5YhWmWiohrDBydtNAS7rALDccgd8qcLUTMWhXObA84wLkgGmjfjxhK1NJviSpcGj/i6+HFEYUZzqmrcQxdfaWDZ032S/lcFX8y+X34JUXIyRPfjhc4Jz+bX9ZlK8fW5Ty9Q2ISMW+NCGKtILZVpqULfTWr9uvBpS7RStmbKI1aqhL1mWsHnDtysCWXidL4FeeWFNGmbUAqeh30DK/dSy2VhSuYD9pBd9AfDP7EiOtbWuE9xHIgYTsZ3lhbTjgFE18DSrOtgRBfQU5U6sxdUTJLMpdeSRjO0F+LkDsXB48Q9hnn7dUWLZRkOEiWrkFFpnJCvRkRBydbFcEhzMHxI4CYvj/E5n8xHWalnhC9oFZphBFRIpjRme38ou5mOzxyfXsbqW9tJ6KlShZpwYvnmv4QUetpxsenZnH8Uh7nEohZSHLxl9H4EypoSsqoIqKjZsMQC+48/D/ULWh43g5pwPbXSULfO8SSBq6+SyTSL+VF6FniIML5cfF+MHuBtE0L2JNDi6mXaBx/wKkIdRv1ZtHfP8kJiSO1N1wbNh7ubZQhotCU8nphFyvLiNxOEtpbDAbgTzKX4vgkkSeXStwboz7ksVSd6k4Na6f6K1XTKrmI+Nv4KcUCwVH9202SuYjCHI1iygTr0QECBmyXjiR8Rc3EnX7hQn8c5xJskJgqvEIXNC1QS1eXcrbmzv5h6ktWZiQIzAE2w4K3KHULVxGz5sO7qVspsZTd4m+KZi1X0rc+Ni/30tU1DT9/IGv9vD1V1rONbuUSZ5R8wH1AF7Kig47YFlrCDEOzLhbRu6TmEZNo8OgBxEa+daiQhgnyKUuE+/Q1d8xwXLSlw/lCBGjZqbnvW2zhpHgyhwwBwnFYowfhko3gYJHzuAyojBmIpF1tUTQG3pkQQ2HRtJ9nY+G+cdu4s7vwcA7cvIEnPhQTDAM+1wrQEndFJvZvk94mop/tV7o5P/Hc5Q+fbBqRJOHYlMQlCyfUmbTTftMjmmwEyLHrTehiTbTvRTMq61jvhhm8jixMYELaFUnBXxQrPRetXCAfuKF3Yat9cdgN6/ykICpKzpwvfJpmNvpD4+4QLtuw+FxRpibDJv7Wcg9ieeSKoHNU3//LaH/cEpuvS20KWmNk6VMGwv/dRI5xJ5esyyL0QfeW8cuYchH5rSn+tiv20OwZAB/eVHl94ii+SLawYRVUIZr4JkvmHP5NFL6QEGXj0xTUMNyR0NkMPnD++H92RvhUDZxYUo2x27qxF9BY9i7zLxEsfgYk9rXwDG0xg7fGEYOjv3cVtUXAzbJT/y/nasGrHPszMHPmtq3ASJ+10V2eeQcjjkJthyHzQaXvc7H7Z/E1iygRrwhDrumN8jH9mFU7Z0llbqJqqBIH+vUh5XAuMn+Np1uCdEdtk8LJGty9db/OlwN262FQTJ07Unr3AQ+6Yc+k6WwBBDG2FdATvs5F8JtNyQFVsUqf8GuUKwvTpfDNFtQ4Keh5jw3mH4IWx/SzsR/4oWUe7B1wT/ai5y363BVy6r9DU+/poJRDiKlRwUwxrIdHs6K7pDuuomnq8oAx+qou/Yyn1k6a81msZthIy/V7/8tXpf9JBl5qFyfX7x6I2nKQGmbQA/nWGgxRbWXK2e28IfRUtKl066dju4OW68I3E+0SknvSEXI96kCNi9KA/qZVGpA4xHxwpC90Wv6cJKTV6VrbS+Nw1r+IJeptHtPp3khld02jxQmZtNSlDkTEyZR1/p0Y6yFCC1YjPEcto/AvGYDiATyTLF8gsZUlVzzHxmOvqbfU5/sUVObEvSOm0V9nASZZD+Zsx9HXfCRCE6x1VNwC+udmlCXOTjr4xsB7LMhPotOnRtvD/M2Zk54F2gRhCvr9ZhFYJdCFrgX1s99yE21swGwk0dsFmYFAhdQZcKW04/BTFn/MXPCh5+yYcvC/8QQSHwF787ntAtYPpjv1YoiiWss/NXD/OtSP1Z3nM1zKD6XLRqsXCavf3Hm+pYw8qeMjT8LasjhPhhOkBUAZrUS0242vu6UuUT3MGJQLCcfg8U9RqgH7N3f5y58KTPKEYwGPulm8gYaxcTkS7c46PC+PqkFfScIamZKG7x/uQwnX92lvteNX8OGEPozYgpm5pawPdCv+mq3epJ3y6suvIxgp/setRjMobZ3zugoGezOPKklCh7MZgPxqe+CVFdxgjQ8GWodbja3maRSEfX512KZaF8122OfAwsM0I0IbZbjRar4k9mszJ1rj5ja132FfAp3bKm4y+bu5CXTaCMnWDzCXSfiQyRVPsever3uFUiA++Y54xeP286lU8mDypd419Aisox3gnkG3NdRKU0CXyexlDYNJUP+veEgdBYQ+a5LFtHuuA+3x3MPd+oOXf5QhG3dQvg83jtaogNPqrpvP4pqUuzhL3IyLnHO6Tx34dBzZroSMmwCo5fPMO83tgeqqVTBxbUGDAEdr61jG/s3Y1ChqWWEQ8x5iESEfKWSsQ1U6fVX1Oo3NSkWaslSrybo9DpXWGryC2xOHdYCQs8cFP72uCM8AQ/2807TsEDk55R/UxS+Tby8AEklSGX7ifDDfB/B4jnBkytsjI9jmDGS4IkgKB+O7aaLFjYq23RE0QGYlP5WnQdmgdgglmXczeJbs71nE/BpDzzycXGipOBE/oYoQaiuG6Slh40g5B1KHgiK4EQhEGsz4mmoQL+U4d/k499C4lsw4z4Xu2L55+ocSqK4X6jkbc0GKAz37xJp6NDbCJWiEzUEdN6TPVPWoRGtpp9LU6k/h8jvV7KbIFi9kwzuH8T+aS3O0VcxL7KVQ98TkumoWI58Wt1r4d0wFFm9O+bAnqV0ltnld/whVeDmf0gftEvq/F5EsnADnNPmvshtl9Exl0AuzTnCDlxZVgp4RUCkOj7nfpBKSkWhlLK4lVSZAPrxGCbWuUNO5ww2iOhf1N0IvDnv5447fV0Ecq75QIzwexzuvGhtWnRpsEPDEPirI8mlxn78cM7FhywGGCKnSg9g6kG7drVxpXpOU9AdUem2JbTaHhapq8nXIqciWxmjmm7HVXRfIWFVLIApdrqEumHsmGhjwHczEvKeJt6r00yj3Q1/XgP4DvrQHAsMWTWedMHaJG8pc1mUyRUqED6jPM1/qMgblEH4v7yvLbAAAhB0V6M8lYeR1Q0gzeAoOz70Wo5S0u0FJS5A1Jj7UWLYB6AQupOVaOEDM9n6SnGiEf8896E0bj4qtu0GapH8f5lezNn4nP1xTMzXoOkHOJ+Ir1IkdJGAdaF4GeuvUqBl8zSeUQqduOqln5EMDL9s8mQ4/pHtkTCWDzcIaqReqondFul00MJT43GdQyMfELLPQJ8qzk1D9OcomaHF4RzaBuaOP48nb1asqlxA2xskohQOJhLP6iRb++8R1UYdJBOj3qFO2GUFlXCFG2UR4Y9Z5SauTelXBst2QOc7gRRtHVZ7hOLgsw5zzTreH+Rw6yppm5pF8ZdAP9IYfrW5C/yYRa1UJyq9GYAfC/dMeVA46LFLuaVSESiCFkQkCn1PkFpeTFjcsVb5tX6qm2uxi4rj9IM1xZ8FqWEOIb/csz8fw1QrKfg3eLxpnTqARNuCWZSlDAPaPBIp6r17ldp0Qz0kbYjj43K6OzmpNxUgk0n4VxNhbWE1UfuVMu84tHUUaE0OwteacEGafb2mx1kG6Bl5QdWzaFjBlhYkRJhdyJUg/wFBZ81ppTcC2G/QE1O/wiPXIFYaRL76h+w2Veyx8oqBu4MeAdMEjHxKlPc/I9sYJYtwhdBXS6ruKC5jWab0tilniKTnT0GZ++GE40+6OoIWzZ9AGFxM/S41olSJuzV/48kmQyQmHIW8P2HaWKRolDr8k+HMzLBOt4f/LVlficFGlXXzDAi8FEV4CCOhr5i0mhRcp/fbsrnfSvKI3rSy/M0TjWrFYz79fI2pAOgFqOvvkHZE9mACiOXS0udYj3UZ4H0G2EufodsbW8SxaJODaZRoY8FoatFwo6jGPr2nhAKxb4dsh8DEkKsIzAaOOiLpabjbVC3tbSmisiHNgLpg1q151hL/HEbb2LoI+WwyIzeDK4ySIO5oZ964782RlgocPy+4rdVqDNm3CgdrbMqf1mDf3DDqy9eZOtLwQJ/fsdGX9URFdLPvPQZ+Fl/GQNve40FAOwQq2puRvEI1EvOIu5rkLquGpvmODwmgbdRRNaJ2aZurLv6GU1px/msK+0SnqIFdJ5uCF/lapIa32VaA7VUjm2BmRrhi+oNPYQH9LZ5/sMlfzafryp58VPcGwhfgERQnr5OLJh7FOcnOCeVC4G7R1jY95132pzlLJJW6Za+vy0HrMNbH+hHDE5fzNA9U/l6Qa+t14OIx5XfthWDjBxacBTiG6vfnTcUyQ1cEk19KpTp/b6qtg3kIyRSMQ6FXdYDZDok83A63KY60mkl5NTOqa6/r88mfgkPP4jKwCYsG50slR3HJJXtBsYpAP0apRVrAUtCc3iBkSyi6WE+RDQw3rMDKC0x4lskoLJaPaqY7F4xsIwqRCeK3goBBiPkmTi9zi7Ptw4nurlCp1fry8ad8mZDzjXBZ7yQ+oJw0VpWHU+Uxi+1IeevchlClbcz6FG7w6h/lTp6B9P0Aqp1eiXptdIX6FW9BfuElVvFyjZXuXqrTopjL7wTftP6Hau6iAHbg8ipJ61V09SigEGEnMgHEtUT14xyHlre+q7o2H7WtZ9HdN6rkiYo0TIfoLDpWYmCLReT2p3YpZPew3Fk3R3xAxY12VJHJMurTyT6Wv0Rj5FHUI0CE5prB5TdgPu+sQvuUglKYd9TmFP2d8EvGEopGSySibDG+ViO5er8xq5+Le/6Nrf/u7VLWb1dNbMhsKxqGqt2EogHu/BVK8ttyxriZblMCPmeLfT6XscL3O12gqw1nOlmpPCkmljqKNUbO3GGoNh8gqY2Mq8qqi4SHuqvrTkC9Te0ZTlkLaRdBn1YDvQ9lIJmgvLF/NYdpiltLUBPOJV+QQZ+3gyfhOgqW/AO6o7WuJsHjjxor4vCtPXhg495hYNEkMdf5LzTplWss3dhlvYR1ZPJPw6OtwqIFEL79FgiJ1pWB2uerEprWrLBDN18OtXthO3hPuyeNcB1iuAuxfVvEfeTUks3rIqo2JrP+eRhIxWXcCqSX9+wdyRaUv0+EXmRev0XKvSzu7jQiciA04tsmwFZeY7OYac1zB6S3WDDf7d9q7pH9z5SzzM3pa5vrQ71adH+RePpqqRoHoilh+yAaoXFOAo2/k5yXFWojSAU2c8eRQ7PSGtn59PMRwS+MNbUSXgoN1xWSmCHiM09k14hMIlkCXxF/KuNVEjkc1Q1bCEESOqc2jvwTJyECG4D5jVHi8yFRUuq26lNJg4Hw1fsKvwcn1rU3+inf3WeyVdzimmUeLd+PlLwTKd0CoRO4MG+ectYYzuvXYcDAgRPJ3EXnFiomDwoRl95nm/w5K7W9WupCoPWTZIS+q9OgEw1taDqVWjT6uZW1HidHe6B8qkqp3gxHUTddgnzVC+e6WRC1MkUTFD6bB3GrQF2vcAKr98exz+u/uy65Lh/LjWCZIVgguoE6yEaa0zv5vQS4iMXTwYWbv086uMYEu4WVVJUkw0CPp8rXoyEuxh9jQkFVObge2a1Uz844jQ732K/mUofLKm2hyw4XF2oDEAIF5XrdfxK4QX/T6vr5tWH+NKSvUqa0eayZ7avTeWxExHezeyYF99WMBipSpR7/1svstlE3S5LU2bqlDrAfm3efabjgKs9wfOsZH9NuPaaBegkCcWwAcnIJOguli8mjeVItc0W9CoHzXl7v4Wtzd6/Eh4i4RJ5rqj0cxUmNFYSG5BPEmYLYBGTHmoV4sNnkMW1pSNKxRDMmUGC929lhaFdxO+37jDao8Bn3typ6djQVN10Z7ioVeQCcIhrmXsRsVWNSsBi1pBNw7b1dda9M2MhmPoQORtifJguRb6nXWPmJVuKNRACsMGvnyAmjFG4qd1JIufupLUfZlnZzVsjURvr52PYJq943zMyPH74FouLXYZVu9Wv10yoHh1G6zjunRFD/VxAkrPbpOo9Ljeo2epkX25NhmQV+5lAGayX3wtU4wv5AyFzPh00/dQbRVYu894LMJ6m7kqq+EDyft1WWYCXcNMAL6c6OwFE8CAt2Dn38GeOfeIR8023Nznsf0G5A+MoQxmIFQ3NK2aD2hHxPHanStke+9hIFD83CAIwcyMCv334vsdcKS/Zu3GPvFjA0S9ME86oY6HbRVeSDtawVtqVHLQkbllpYUQN0DcmnQXFXXdpygSWZjCFkwB0rfwt4dEEVVOgMxldEErruJtnJDJW/WphQC8upqtSTIsxEe2CK18jWv+AISEC9nfMMGleC69qeBDjHCp0e88qSpZNr79nJi9i+RdzlS+Izoq+VyLtqXoEgfn+bfSHOWJKV+aXe1igMBD/oWNPDY/8EQj0O6F8BDVjwU1Z2WTMHC+LqJchxssdSLI78lV4JyexA18a64v7ZqcVhuWydD6XJnaB5ZWN6EFXxusmiZV5Nh9Fqq+LoF0Xt4vC8UDa/FNaAFLwXrFHH5V8NQ0cV8JHrWXCl3fR/KoPIpRjt6VfnmGpQ75QckzWEFXEeDIBIDVSVAaTJTvbeNolFplLXlrYoe8lrxGwnj0OF5c6EWSC5jy1lagO3QOKMBdsDDm/96nxwcylP1oRo7Kc1oDbnrNjCDDNqFEFvkq4wIVWPEMTJl7TrRQY7w+Pf9nEI3iUE4RooCuUUQh+rTkVcjARcdgEP3+xrga0mjneiw51AuSyZtsFTnI8840HTf6ntpKwE4W6aACijFVXCw3aEI1pKMi0W4AjuPGVMQ8KWrvd5hYnfwJBqhGyn/RqYaoVMXetB+MpTfP7XppTbrVO32UJlQkKOsjfOB3WTUkI3dBVs/G3nhAe5c+SAQSvfDyl4GVyZkLHVK0PqiG6O/LSSiLk9jg6Z1TJUbFfPcuhC/zHMLqyFom1hK7unXMfVK4p9C1X7gcKUEFDleN2L6AdoDSD3+U9H5rRdQY2qiuFGa6Ef5oy33FAh2GGhJaMbnE8ZV7zg9GW8Du04zixid7yXWXh+tsso8Hri4yf/OaCgt3FPAo//hbH1lBi4FJRoUYxZVQx7Vf8MjpieiF4TB3FVXLotG68CpTi65R/77EnvO3ag+kf5APWNhhurPkeTvxycnOnGOQ+qdGckf3VTOe0DfnmlQN0NBcnKyeqn4h29YhFvJR7Rs1V7kQ9wYo5Z6TiP4Q1ZutGVnFHMzw9Y3DfUrely5AAZxRDMSJZ5ef79eb94nsPLIqqm6urdAeCAmsugerLYytX2Be5ZFrGKh1JdZFN+u4RNUrPDDQVRHms/stvD/HR1gkWJ84B71JO4+++vOy+nnkKASm7vuwlKA7fr5ABjjrbRDaxB7Co0D9opfY/2CWu3b+B1rvQg28g+juGAr9DsKALuox9hUzAFQj67geYosEhWmcoriyGhERfbkw6yqKW02lEiTb7tkMk2AP6/EnfVmPAV1ojYWJfKH/txPx9DFFdF29uHMYs/jLsdiyqBz7aSX8RzW6n+S1pUjPDackFfjVmlBTarbV64yCCUU4mVvdLm8fZI/Jw4UgKrxlH95eLk97MyGefG5XwHuTQaB9Ftcz8Y9bGZG2VAa3ud2yJ1HuLisa5jzOy4DNXOR5CtCD6XGCVBV0NtkRYZJz/qn7oHVKQM0CyJBLFRNjknuZQV2xtM1d7NcFC/aCjFwdx8GFuTrkRt6GO4Y9rSN6/y8Xnb2UXQq1hpLm28iZyjGNctYOxwhbKCUVvraUDtKPMW7UF/WhI4WRtunrSPfjsf+3Mw0O6qz0+QshbwG81IqXI9iwm/k5OOpH6ZaQ0mhU4wFab/RkdRPt0JronXjv26oNEWnnkGjQblQ4yq2x9Wo/U5FR5diSx4Oz88ijsJgx6oTut9wXhfEIAJmjsv/aPHvkJxBNC9LXhHahFyhC9zXG0ATNfqlHGAAvMCll3Q383bQrXTLBLyDoPP08gi0EeqHqf8FzHtW4/haEhEwAJiIHOPjEHQWm2egYovWBKa9vIWvDDc1Qk3a1dbOJnEd5WRhUVqH2EZQ5EaDmLI5UoDXt5lXx20JrVgtvlIFCF7oXuB5sXGF1iNYf6ygwieS0vTPqIaFvSp/4dxKesbkQ3VZTjvRZazrlv+p5gsXS/PQbStwyCXEERay1Yhiq7ytfXSszgW6MGp7acHqi5img3Cso49JOtSc4wTOeVQHhtOew2XBhjTuUbIzwzPG7WyVTCfI+BAY8VCd25hg6efeqcwl64RczjArSelNnqMrZ8L3ebn8FbEVb/6l9lN1zBfRE+2pF4BhV+SkNQylnhpToQ8UlfXrI+lAy9fXT97xRvlT30n9W4oBWkgVVaBB13KrXyjYyMjs2+hPDvOrqaJ6A7+qNGE55F81E4tnH4b6d8G2McpovphERk0JVpekyYLVVHmWm+JwneeQmTefwTkh8nGTKGoZ3YxqNX5LxIayGfT2Tl9buW/xhGfbRzc1r0zVlPKmcCpUUHwb9woPp3Xg4nkJK5l3s56espClgqRJiosqlqhOH+t+mJo/y+vXL1hbx5DLJbhbNwqXBxymgOBz7cAOG4KDTwjUiaDYh3wyCrNby5UbVZZTC7GGNsT9F6wyMJlqGC/nr365uSPYyCo36Q3Uf1dRVLEwwFee6sP5a+o80jvrduAx9PCV0XJo1oGWnr1h785SCOEAeJVTbQQevhqOZtpXC2NUmRYmEIkPGddCly2Lai0HnRKE5Y1ienMTmfxQXMI0W75BVM5hxRrFEMfD7a06H8YqMcJsvGa1+eDzpSBbYEjd5FIcOFEj861HNwBdlsJdlJ775dpGfuF8x5foWhRMQRZ7EkXQZ/884SssMJnqtbrKlFK4DTgEXPanLZ+yMuwU6PZ2nf4ZaE5q0NyE8Ny/wQgRQO9DAYDTURcOpwT6Ncu8/EbPK6kakbSP6xZiiL7ao55UkBEf9bfnI7pV9jt6bCr2Zy4ohVa15DWrwlGJF+sYDjwcXsWl+WOz5hZwa4WaZjfq6FsWy3mVcFPFSsEHnAQEMFz7jGJ5bwsxdnhe6ixhyeCEYggKYNV7k+OzFy4CVm427gWT1xy/6nDehMKVGinEbM5VpqYqbKdXkHMfHQEW8j5dwWb2vFJTjbQCvG2qYKv0WWgYmLhx8bYPlZEj32dzexHRq8p/wGLwlkpOc+T8p3pQpnstkqrABm/DHHg+NwElHdNZEjy4b/LOJa3Mvov7BFsRzuNYSxv+Yh3NsuB2/n2zwGTxiQJe81wLq8uv1zeiPsSAru5CqseLsMbkb2S3mAdAUzX3Q0i7bZ+s2StdwQKgrOB0XxuyaSVVUBr1rHPTWaluTkO8EB+hPIm5VSHLF6HnpinMDLSssLjwJJFO700wTKdpG/iADk0SYavSFbObC1Ai+6tuLYK/ndbeDeFPSffo4mE72c5JG1robAvbw3JVImV9PulnJPrEMOHH5MrwD/hjeLVEnwHmn2KsSnmLLrKMo15ttXeIC/ZvR/q1lGkwYw/FiwVHT7sLvmFXe7nA3QGTYagXehk9Fiitx1j3r3uIiI+NQO/bAKV0ep4f9ljM9LB9O8OXxjapQ/nin+Hzb3lzCUAyVKkJpao1oPePyfzc34LJBFGlX/PPF5+D2zX85rYBe2EbKKQ59CTthAZ0lPmZXs/euWKyf/6qauZdf72Mo/NqXAKeS++evjoiX82q/Y+wiiLj6UQjR3k1tSKVzKwsh5Kc04oS/pdq96rfULZGMlLIKL5aqhU0IpdbwVbABcVni+kEVcwVhjyaWoPCLhdG3FIbQ+M7ipmiRJaKO2zNUw7/YxSLohNjXEACQ5A52BYWJ7qXyOmc7SRM2a1IwODzhWG+QVOTew4CBrpO7vD4g+tHF8qkGiEyDCwAwoz5MNLCnw8wjRYffwEb1bUJgZTZXLZ7O2rI2kgPyvK14tAFK7C3OL0w8MG/b7zlkG8ZEUH1fKUh9tDysBV4+YymHNshcW1p9NQZA6HEjfXIp1t/JNRcj2dK0V1zdNQ+Dw/qeM6zi1nw8QmUBabn2+qS0sQWVJ9kwdyfeT+ybyzqxr2JrFLvIqQ+thKND0cY27OX8DizUlnfk5/0KYUUmwsZLSjsJ+MpOowxibCtY3Ytpr4jR+k1nQDH7/uWMs960WhcYFcWoVEQmHjro7jY2RnOQdX2guxPeZZNRRpLcJurtEcd+WczB1cunnrmXI6bmGPnPOvoU+7Ppm29VJjj23LCfEnqwCijgbl62BpEfs26GqJtPLqkBBuXPTd+6TGeabunBL8bndQnUBhs/HlcGf0qgj8PTASTSJW3dD3Cwo9TX+v+DdzeAg2P+uJJzp5k2vByStmbzOcslGrEP49QphfBYJszpH4O+3M9Wc7KqCa3tVNo/FFF7bcI3H3oF0Ew29XAE4Nh9vQle8X8b6SR8VTEBGe+AdeBwSEtCx/9zGcZIjiDBHH9YPX8OrlBxJbmikmnYVjVCRIoG8jzkAf43V4+fguvuK1W5eeXpyzN4mvd6JnFn3teLUFSPpFzOIg+8M9iDILJqMVLdZbWsW5JVLuBMBxdEogp7mvTL7PbO7jtrFUZX9Q/JuUcGohDl9V5gehUdRnTLuFR7ENOm5yWoVvBE5hq4vncknEdh8SQ9+XWfNKGXEYB4K8eyi/u5wMkkBG+6JTjHFRtipjwyvTVzOThN7gGEA8aHlOzTVZhgDRUDqoAV6SV3LQOIxmje1fiP9ntd0dnp18CL0ZYc555XCsCJydDfPlwKrfvac/AtTmQQ2vwlrvt1/gCCDMPuAfIeldsprM8WtEMdVqAHgMNocVeQvxJU+T7r96k5oiemKBixe8bA6QFdaM0sZFwbjY0NPdTwKUHyAfqe/W5fcn0Zf/Mg0d5rQ57RI4ioTWz3gCovr1WeoQAjh5PETqXXOwNMUI98GxZDzVuw6Me1otsm9yFIfBeyedFnM34aQTQz2r0Werdl+xn68MdpBhJdDqxd+lljcLmH6UoucS0v3Yu0Ro+gIkLU8QjybN0ASaHXmIn7YggjShgEtPtj5RYB8oejCUfFA8BKdWadzg72gcTmT2mvvIpcCO9AFn3qzpCtwrVZSBf8a3t4asZ8TxoDltC2s7OHpu7tkcN8r8QTVJwYWrDBsNSm5pM5iq0KWMr8d0qysWmVIUtfvYg/m+YLEAv4GRtwcL//lbl5Dc+F+5QTIWN6l4VCcObDRdiRM2q7xmimch3h8QlMVwWFYSBwxVm/CWIsJ0r2E+UCHr6DOGjFHEWZJcmPEbQq4RUAKrZkEVf5b/KGk5KEHKAcI2CPsdzhp/41wqN0+Z3sJb2KkYRvwVkbyZzpwM9rO7cvRNtl8Xu9rUCTeuzNKIyI3zrABOoDXhhBtPAzfL325dygffgZu+XTA3D94oWzLCzj+ezDBYAWTSrkNANU6Mw+DP3XsOFK4XN9D4OEqmo5WsoSJ0VPJctTD6XEI0STZGEVxA+Gs9H/OxfgTjPHgFNigym2RmnyM3lqgqrAMn9cizaET5/QWTcGzQZ2OinhvmSgsJPFwWCZ6A05r47OkfhcFJCwVqy/6L3sXNx+xHd4tc1tXnTM2y40sWGQz/UoPJ0mVqDacAAvRE2VHC78v1Eop4zfGqUgFdpPeuylEJmW7/AO4ShWWINIPa6bCZqv5DHgbKp8QaD2K47alkaV35hAC8ACsVAaKxukXAiog+vn/+HSeyInxTGYfAVWi3fno7NBHY38Mg7Quymf4VaGiRsQTSq2JfkEqysCh5ZLflhbEUwGgR3RFxK46H0lbGpoJJ17GokEGln+1Qyxih2fjQ1Ol4CE8oWFQDeEYmTe7cwYtk6zUtOk0ohi1cbXEaLW2lhSGSCOnZaVQiuDlqWsl48JZTGAdjqu+J6EiGPAug9Yvh/3pyl144w/IdMVxq/GCn4Goe1IIGT5omnwclJjs0geLDLqo6l5mvecfE7hMinde6sYGy5GuCA4rB6YNToNvhaxvnR+ZJMTh9ziCo0bdElzZ6sfp3pTSCg+HGquAlF6JdinXEopLYQyWnkG82/QCnjWT5KnNXgVainXPMpyYoaJeAr21fy3pG0e6QRLYIjT7+B92O4aaPx1bqO1qVla9wYoTLJ1pzLkg910RDjaQFZaiHwzihS1LtFt96AjEi3SasojLX6TX8NXTgGih67lsoxNPimtlYl8tz0vpgX0Bf6VXX0jI9vgtZQ7mpYsb6CMNz2lhsbYkyWAaMCua1S5SK4oVgvqKrDGCNL7qBEQogRECetehuIlU2sEfCiwjnMr6jtuHNSGZtFik00KBM5PHWtuWOHLIFI+k2rwcF+406P+CmnmV9Sfbm6XQ8UYcV7kaDcAZ4m251hNyR5PfjcRyTpNNwsDCctWMeMMifwWCivqcXJAQ61AcxkvcRbzUHfIUARHH1jnnOlJLYAlpRLTNILLMYYWwfZ1OAw3+VMWYld2FOuPEVmZ6JgWoh0BrH/julGqH7lVu/x2YqGYyw9GbDZ9v+c2otysdzWoYHKfmKHgSUNr0pvhDyEOC/XLrZ50AWAXtKrz1L+GsC+p6rgYm3NMvaG1UgbSCUD8DfWBbW+JK9qodC3x9U5rAx6aR6/HL9Nieq5U0Wutr0luwbCfogcIl53ftwMlPRjvQkWo51AcLGS0pwevfNz8d0R4R7R5+gmF/+VIAcvN7coHIfmqDVArWY9AgD7fnLfmLxMAr04WZRbyk51L4cwWLVWtKjHgenMDf+Dk9d3MlNZWSQOUHAsmmdfxDVzrtnSoQmJPIEDJ2zKtW9PH1KKyHRdFseMHwyREypReoj4KtYMlYSluBrW9sykfAiXvr50jXj6WjVYdUdClkCHiO8FBmI20jMOA2dEa+nwoXV7fVyEphWB7dFVY4F8JjwQGMpRopnc/DA+kvGJ+5a5d8WFyb/Maia9Cdpi7aEg1UaKIx6Ol9IE7SR4z9v0XlV+bSnPT0EPG0vtwgwxdU+FVVL/mHOVSv2Xrt55/QPGTrLHnxDpiQ22KwVYrmYs4DkpA8tYWSLLS6XfUIGohz/46i7+i+0K/D9W7AQYtgahO3JY4rzv6NelVt/Zxsppc/tavmp/zfdxFoRvlbKQAniVUrzanQiVby9MKOgBRqo5ZfIvzhufBXEWHh/tvCKd73MTuMHLycTySvCzrhQSy7tb0X6EJe9q9iEXpjELJFKDvNs+mOloxKAJZ6nA7C9ASTppRvAJNvFCYd/XVHYvFF6Tvue626ZHD/Tvr0c06Ea68GjqrzSGNuQ7hurHbx5Ce2j8Pt8D2WlvvRLzNaRxjEePS+6MNrPI1rex4SdU5HZHHrlc03QcK0mTsmPrK+OIuP3SYSPfBWqo3dMvBVaRNHiXSAILSFXcJlOhCDtWUPM2ZBGwOFkWhomlLdU96Bj6SM1BCI9ryXM54dqRP1dlqzAvqq3UnbhKR3vsAu+VVTv5ZofGYqG7blwfWSGwv1Q8SUiW97yWy4Ss57EMDOxjzQifBkMRTlsOiJfZquOBqndxx9I5nAsBnOwmwWzsMQbfnQTO+J0VyUwaAFW20tFu9gLODRy/rTyh7NTxWzMJyDpo5w3vO1DxywzY2SeT0SYfSYO8fXaxhOGmjMfWiIdcg5tIXfI+sAPoMR78vzJHdvWS97pb1fXvLh31rEzpnu1fDHMwX9Me/aJ8Izc5rM6Ln4dHMtyohFWQ/8vZZLdydMtxXrrVh5DDMPbSc/9415Eb6TbXaE5ewCy49Oq4rlQk8hu+me0NreUZ3WtJzbe2TjZeTfimU0Z0mlH4KGD53SkBgtn6Hs+DP77BFx3hj04gwrXQf7b+oTGzawiUhtMPxEY7yOD2exKLThwdlFECayw4jhNZlMxfd7t7S0F5PMvFrsrnlbqL5a7dW9Zuv955OKscUOm2HHQ6SrfXUeMM6LMwL4Ooy8+7TB38vxJeVKJFXd9vzq4PS1ROuWx8ADprJnS3THwMqt+G1+vo1K5ViJj8k3Gcb4oq99P3WLSWhGICoK+2AUTIC71zgQBtbnKPuuOfHMW2MiXVPBYiJ9HnrmXjU1JENc7OqNMy7FSzIStfxKNdckHL9AnfaLyKo/HdHFrria9rSh01xjuWzPwagvdGJC8qjnCXlCBe3UQFfJmHvfpb2IM89wayEM0FLYqQaTbw8AHtDqa0/qgpvSnczf9x/KGrNxVRnz0E/QhU4FhL3I9FXLuUFb8NRQL0hXn918p/KdFOQRsmBilVJPghCA0qk5TddR0CtwEHtUlKEIJndybevNXH/rGHWTvPBoiOGIhoFtjoAYHS2hQfYGnxBYMmpirWEUsWmbnA5Qz8xe1v/4wfJSaFXAmBm0LR6hrwAgW7WGqozcooQZSQFsf8gZRJOS0W1qefvTrxrcAER6AKXm9UItvklTA+TkcmwEzaF5OdYE0SneM9xKH1w22Ik0tG7G7/sGLJwbS/brPLOQG8luWFAPPbPSkd6tGnIeo9nfrOEfcxf1gcfQX1Z/5nP3rouJoMVntQaZ4GJfbBMlNrjjV0lI+X51qJW9rXHpGnRS1iT5cwFVUL+dttuC9Z6I8uQegWFDgPRlPd02fwRcHwaEh6xmhjxOfyBgo1IIoBplsEeuq9hxxIUbPZJMC94vaa1wKZdVZKT62adSPx+5+45G/F90LbHYjHDIbFpOW1qpg7n64h66OGoCoLL50+EnJDOhnaauyV7Pbn5k7ubUNyZjNzAj2A+rwAUh/Lr6ssNMh9NF1i4r3Re8Qwv/hZF/AoUIVBsNdnJrn1+iwOIRKMzbyCQnguUucUrbBBiV6qCG489xa2WX8YHrDB2sCZh3OXnCUKhFb+uSH3eOJkmGSbCGfPX2VT0/66EVh0TdEVXMWG+fIVB31XzyRFhTGxQoQnV+2zHG+btAIYdNNI2RRgEe1OYY9PjPC/tZlgfqKrEuC7enOSmUdULZhpeZWHnT0aAclpvpsuNB9eFCbRYc+KKjkKon/RveNEb7wz8lb+u3sMil+vDaJ3yc8JRoI51dz8SURjpF8ClDL5V3XW/7KVu7aGd9tsRroFeBKAUmKZ5+6dVw8sn8x+Jw8f4PF5Q2zkVUSFwuaJIa3EqlS4BTW63XQboZJ1p5ghuUjBtsDW/zZ6DwE1ZIrq8svmRsIllOii2L8pGtb8t1vp8a0+FItDtaQH3yHpXK1W66L9AoKlI/BL1QviiDxx0R7opA63qDVDxQI3vFzd1Sref/jQOTVZYJ2fchzlKpln5SqgSRUAI8APf3yo2AMzbwgKauMvZZzO0ZW1w6tkFMkbwMV79sYewSmvZcSm7N5S/l1UIus1GYH2eDA4ri6LR7UY1/pMBgy2/LUh9e/En5pLFlwLQ9/9CPj61PYH+PCV5V7SQrlnpVmYkjLBD6utG11ssaUNgiAVB7Sbx1fVtCylocCGCtGt2WJ3yAIWizXaCmxmjY295L8i4LrC7WyXGBphQJPm8TU5GAd7yhgVXMROqhaSDcagiQMWQY+1SoXlbnRk5se5GgyMiJquBGU68XQ3O6YeVYsODUimwd7FZX29CVPFA5C7UlVm++kOkQ0YzNTId5Z5+UMBhel39acqI523u4H1KSxSEXTcacFo0jOMbd3Y66kXVuP8i22PE5fAbOTOC9dNAE4OoAVdqGUXBbcvazV+DUEM2wHxoNloOnjrTDaSHh1p7KKlbdlzh5muP+mYhu+TilKr6KzwTC05x/SN1Q+IYL95sA/Elb1TEJtxz/LXn1ASPV6rfhTyFkIyhR8SBo0+mUcF9yRmsbPUoDBqJ4Sas/BiAjBxITtg7mcd8XeCnSDLuy7FOSob8Dgnp+SSg6H+ZCo0QbKJ6+xkP5e0lTG09/vn9QyIYe+qbDG5rgLEcMY5wjBcq8rh1aA5jS+jNz9Ia4v1B5pcn4yM0LHGnf/2ThJ35dmfjAGU812dqG3zYTnyrebIMLk8cVjthbQLNUTaKkPUWav/TfWsjDDt9qJL0UNStMBcKoy6iBXHArphk2VHoWI8pMPFPbBnOjSwHsahjZwbvyIC7ZC2xKd8QhTTa/mEcbseaPuYt8XQncSmzRsaTGZVGPMhLgF8125Wi3yasAfVS7O4SwtK4IiPB1z47AAigJrvGyd7tOx6x2iMK3X6wDJ8XqX2j0ABCK6vKOSnhd9ZSaHanyQ/mrd4Anug3ZbxY5HLxa1r38l+XOmRPffNPkZkvMonEQeWL7FF6z1vacVT7QGW6/J+BDDL0Ocuw6r6BeJZn9uDRvOuCEl3ssDUr616f+mbwqAUu8b/VJBpLCnpBzAZ/gvy1E017Ycd/3rGIBqMeECBTwQ805JhjnGED4DIX3oFwJc3japzWjzUwt18SLI+q9Vd9IwP3JOjU1snduhge+MFAx99M57wym371Hup2/8OImlVtSvT9AwEGg+lweQ91+DgxXGBCHFQpntbM7jm/wCZcx0i53q5S9EE4ev2AwM2pQ+XDzv+9qUSZ31PfwvOnCKFIqV0kjrskqBl92EpMHXqBJZ11x3a0pZ4Aau1AFA05gYjnR0iTXClewgOr1SN1s/87lDF5/pKQ6ZhzrjG9k2DMhbhdTAsanIDFYyu90UbmuRQeaFZrG1uCcRi7mLDKfPd4Z0oJqexXpilqM7qT8lKK8yBulwuTeYpXyITdqAL8KJNcr9o2fANv3oTzv2EFZuX78BgnPVYFXS8+1JLgjh05PFVfhuy4vbjIMn335R5uHmSVATBgaxvlu2wlBcnr4cI2BI9GMrMH1G5J4OVav/6Wp+LDbLkgvi7qy9RoefURQV5E65ndV2zsQzRl+zdSQ8IwXJBihwHSOKp6du8pf0CFdxS9XjtLNvFOoxZF6qZiN1SeUDrB7I4BiU3jdjjvXj2jAfw+HyaPET8cJrv2eDHSlZqascxxU+IJWtAyZT+k3wUt0Jxj+wqSXq5Y28nVsTpRNw0gZbOcHGa6LRZtF7Y+qqQKPGM+Wv4tTt7dBUa6TGr6uUMITINsETxqUKK6VT9BU1vBlGJ0JYerYMeFDyi4W4OW7sQNXQCMJtEDI8uvV+XVIq8iiva2JZV/RMB8NY3x+nMOtX4kkWB0v3jjU2P9dHjl4JnJIwFdjsWUkbvJfxNxp3v8uyXZrZbtFLczXMgIoBF5iS6VlL5NCyZ97umawoDnaRXru/6uurDYKw3C1972E7YNaZdjfCIAyyHotk2pScJ/AbrZatYN5oOxRzgah7WpecRqTgOjYpTh5snJ9gzlJkeZ63BF9gGnw5dJ9BuvYk4BSfTiVk6DACvp3MrTTLnZNW/2fiKQQVsT+4ZPTcJ590aaQiF1TEyJgSn8cbX4CzAPjnNhfnu3AQdVldTUe3F+G73s76UW0PgSqq01oGfPXLdGq7bPsS59GeSiZSqDgD/ZlCwkNkLMfNvOrO5U46BdpNciBZpXKSWeyvdTMTJscVcz9k2cZ1JLFozMGFbvPEcmvL7X2+7OouAYN1ShcLq0nR1jd+NjAYMLZYPeV6PtOPhap4Ee4ueExQyWWPGHitF2b9Avo76K8iQGSZVCs/uN395yDpt1TLO/A2YZXOmWaE+B8CeIb9ZhemTuqbg6juXRE6PFC529g2aFHHrbT7Hq7GwWiSGeQPthSmES73Vrk6ez/hyGld9QuHpuVKMymaPFI/1fVgYL4r1mKIceuZOfM5yeEoGTQU6IbEy7tltuHumWq72oalwTRw3RVejbyan1unnldMr5tZyqGiYKX1LcWMq4eFfcUAIjwMdxfEKeOaeGaYEFquuPEuIpTUcOEul2so9q3sV6Ot8rNWbmXo/6lPdMx+xN2tDq3PDqWApT/4Mt9AbAhHcLdCVIdPvdTQNq8QYOV45FcZnwNTIF/yJX5R6AQlfUktJ9WDQzHWPz/uzPWcGgAb+Kitn4xQL6RznYdnQWsmevljGzUHicZtn6bggZXcZCdI6vNpgMVPeMuaDcdiC4fFbpwFO59XdzeLHPWUdj9wNnFJe6qw5kgRaF6Ui8U5OK9FBzvQ2NvN+7oTJRXx+LpRgofiPxYe58uP0c/fmyhHouLEe1kJZWxIaeiSj0d5ym9ecVUH8y2CBzMZVUWT0vMmo5xCQuebP5He8YXftiqmTWlgCLO7nzKpCNLvvV2BZ06J5PNblMlNV0cIDN1fSD+MNOB01zhqJT3Dc4uUGdKFRIoauZlhAuInuv81qTBnzUZOxWzvZ8Ik2QyEDQbtrWrFJppnCoYWog883Qjn8q/+jZ5ZAONkhyH7v8Hw67B45n6fS3RrYRkR1aPtTb3rgsERDiWaFoH/IIlOBaNj3NFIAbGGTcfLRgpwm6WxphHp5JsLRmnkg9X9TDkwZlLuaLkSGCX3E84dQsnGzezR7qGbAO/O8L4YU9lzXc+/Y+K9HkQL8hpDF+9ySbFf/PFKbrPXYFJuuMTL4HU1QgGwnu7jMmkQzjD/n/fopx3/Qb3nV5k4qW22B9xJspSLrphFFtxvDW/CaNCPJzvx/sbaWSLa4wPQkI4kYeCnT8TAkghEv7yGDWoqc8Fuq+os2GfrrKsPQ91GLaYLtdAQ+Ys8Z2wbfu7FeSobTAxLQMeYTvOVYNEvxobyO+08PV7UwbGUnai1OcsDB/w9/vq6+pJTSneMrRkhqLnDVXtkg6dAB/kVv8oiCw7gl0dsyYW0bWgR5GsIBAYA3mrniZEHHKEBpFEQ+FXhb1ico2qJBNtNSNftzmZoLK7lrooA7RkyCeywS9dwkunn56NBEVmX6+fyOOrdRGIs9aBMssrVosgEI8fsAWfG1GwizWan/03xmTUBxfzpt8s+DaWvtuduDCmdVfvAEuu+p5+bqMW+gOVlYZELym2Owq4BEVSRl7VW+GYjlBScxXmF6T/CQzwghOQ+gPtrLrCiZs7sM0FxWyzJQ6J4UFx25CBZFMtP/mxasPVQlhdxRkUaIrSrZREXhkwyaijiMa8KRsidklrgRCBaKAAIZnkhiFrj5m4C0M706Azim0KXhzfaV1ghdVnIVv6cgzUjrECgql1nigpL/GKiF4j+5vhA0E8RvFxCths+4lbe/Ltd+a05lnFJbAB6jO0WmXaJ1jFqNdMO2HjXcChQw6dcj47oFgQkg115TvOG8tiZ61ZEfPB9lYlKGnXRnPyWTXqokUsPYjK2+dxzNy4ySBYk1Q5XmSg68cE4hQtqyUwFH2VWQJmc/Xo2WJjfnLZXKrjdqGcPTrcjusyhWKgH7E98+KBmPNIyewtM3JEypQDTcJu2a0u/YjSENJnk0p9Y++4+oY8cmB6MBiWlLHaNuziNV2Kijnlck+v5Y29X09R32ghqn/Exz3XB3z0HR5Cn5iY0LRzvlHS6KoMMQBwRu+1Fe5YNWsz6K/qabNUq/maZFTC/B+l9GdJFh05JH5TGynppEP2gB2f6pKz/mchpCzAdhPOklAUmZ6AXPrhxw2LMTEEoXxKE3BzFHqUVXFR8tYagA9Rt1ecGbRrS8ydd7ZFso5dWjrA8HDG5nNPpfz7w2s7fS6KrURGnP1e0d4Bpi5Q5kmgTi4KiHpHZ4nWjSpndhiCqc6fvFA6BOrfasO/9bRN86/BwUJin3h8II3be6w2XiL1+1kM8YzdsWNGbY+MhBbollfKICnV3gMG/iisBrdjzlciY0/kF2yxd2R1SrtITMTAEFJD5Xnb2TSGMQbubDbI+cfwy9eAcOMJn30rXWu5Ui4jZ0LVXpqX76u14aOTnU0mUu2icAp1sqfoUuPBvu4FLkyBGZ0c0YTyHQ+FZD1sQcMHgMPkkCfofYMYwSFILr9Js4zHvu1JWLPE21+YDeEmfmPwiUKIJyBXnQ+McEhpfXB/f0E3PDd+kzR1xuM4Me25BQHzz2M9wnLtrmj73N7Mh8WVIP2aDbCn1P5efYPGcvpORTs6Lqj2KN2NmWFk5kdNRwoTmPPC3N5J1BWej+g+SDnrt6bkuYCdTEDX4hHWhYENWqbQhMWRTVDe4d4ni1Yto9hwwDcfvsckrItBsChVJlooIefTo3UAKpST8cjXH4qK+OZsHIQS0TZA5U6DtK2FN4jpC3/bZVZxXdEOhOzbwP1rbq6oW7MNfHEuKElFnJV6dKW1fENC/sKydW+DgaoaHqzBgF9NNzy1Tc060DqToLa9VFKQJZyTK3/1V50ReWVYNpqm5r1DtoW2++ZWtkxhGNTa4yXyVHlaRxSdoar+83mbq6njcF9u1gHA/KOI6jvaGqeXCvnjCYvoY4QeEsLZnIf4Z6uEmntpBWr+L5yqFMpcmF8+cj4YiyDxs7Q4Qi6srtpec94/74G1JCdCiHuRfIKiIO9Ip64tnpPVbLz/Ql2p6swJQiMb6l/VJJ3GSZp62Nce+tz7wfCH/f6ETzG3kyUHy8RdFGaYXNYRrLhn1SbHme/ZekfIH+7lFpGURmUN8mpFvtAHBRwxjTwHMsUPuVeVjn7Ql8t/T+WDP/p0RqU9rsrVVk+WOAsYjkKVKeHKYXJ82gzt2dbnawtUdFetA56bZyn6lKu19i0DGXTlEwhw6vXseReCFk+ighLPj2s+XUNSTGij9IRq5OakQfkxWrX6Z1ehdFbNyuhcbiJCXFKKKzn2meOhDjb2UOxuoSJOXWHXL6rVWLM0qTxCMzZY6QQv8p6g8f38Wh2K5F3sVsVsFYd0fRt1z7OrUVJuAqxJAZa+lS+f4fQU46LoBHvL5omqZ06bvM3N2XSLkhNwckDZD3vy7SmLAxit/chEAIIAY/XCCltQ6oTmIe2WA9VlMMgdxAxyMJ9TjgaQFxtyABp8d5ayXL+RsXxFtkOgq1uMKAihaSSAZqwRxNvNaEexlngdncelTZUcbi5EU1H9I6eksD2ZdVXo64fGSYUB2ZVI0NxNJywM06fPf4savtKNpWKgc9fRt/F0jrj2FMp2AtAAkg1Ldu4NHCLMxNiIYVNJM7Ja0gDBPrjQS857yecSocMEAGNE5w1QQyg+d+Zt5ksS/bg6HYR0MdeLMmpuoW1d6xrLUD4Z/8OyccxpQbtkZk19icGAuDPc9BR4FZbLp8esm2U0tUTnpoayq5+CfrJjN2MNfeW20wkQ/2D+fq5sHhuBH5XVAsszHwRE/HKhQ/FWT9VBs0Cywvl8yzuHBnMs6Ad01fJiarKoGqXiV3mCArKvlm/B8+jAZeYO/mREyB5asNU4XA9tNn1w1S55noyl4kW0K2nUdwBJ4IcoU48uXG/nM9VUhRx601PVUoXjXRVBrDxOQsMy2IfJtxGym+8vARt57MSj+7D4ZqoJK+w9zZVnkwX7DMYP6R2pZsNJlnwp3fJ05k44yAUruysqxVulQbTiWh4dAS6QrEYbUv55CY0WjDm42ahgbhy9Sc7TY4qtsqF/VtquchTLngtArEE/ZkboeiKELlMCXx9fkXxAnxebHGXUMb84CraUKRCa0UfJp6gNlPa/QZxrQuQwyfkGzlcDijO4/HC1BGa4wR9IeCFB8tZVf7uv7BWi6zxXTrs/i7VYmpKz0Awnm+z1oghnF5jE1eG9u2m7iSx/DTec5qeFQiWJLYO52AX3ERaC2hDfeh+DFHFw3OzX34MPVeIFy5s3kFCaOGuzGK1i4J5Z21qUj+uNM3nHvONXuMmqZR9RvPCsI3KM+mk4JBTtXG3Pbehe8PpkA/i5BbozA8y611yluyWw6rv8d0LXoZAW9jVhzbOEqZsBDFXiAaQ7PG3u2O0pxdTopPsC8bZJoYBghGrEN9vqetkaZiEQhil+U0oSWPeAUzIZCRYva2yheiPttq+quO5o37GIerGZMDTXkaL5kqiSkMuu9InvBRE4C24HTHx5qmgTmQ8tWWn4wjRRqJa/kQNfu4bNhWYWX9QVqt7/Z+qzlwtTuCX5o0TLir7s84UhPf/IYPkfgcLzb3mkR98reNIuwAPqciKWET4n9KXoEp/j8R/dBtOftTGqAGzXTCZkxu3GruYY2bezODHAxqjrNHk6lJvZpoyBpf5ExV9jgiqhqYxvI5XZL0r1zxpFqoj9/HtF1nJ4fCbx+XPlLb578hxLnib5MWVt3EIhyaiuZCGIdgMo9lgjCCOdW6x8UsuQe26bCdaP1ebiD2DnzuMVQR4D+XeaOLksw0sczzZUJ+EZxGUQDafppMhNHOdAHB66R778p14vmBf0fMy+uI2Z4z4V/FZ9zwwsTxWWkG47tup3H08U9kmn0+imcQhhMUK4JpfnWB5G0EsOUzr0Xc7Wq+p3Fq2feh26XrTrKpMgjzdSRxkdJaOxltgBFZz7EMWX2OY9jj6v/6f0VcveuuyOGRIVR7djDonTRoYb+tNRp4lbdqOkK5zVrwOJazFTXQxw5unZv6HxiKXzbutiG85S6cds+oM8h+Skv0vwVp+6lVamSfjb+Fx0hEPGqD/VcqMsk50Fx0/J7EFTwhkxichYiGRUsCszLkDz6B8+BdpSLIiMaSSoaXT5Y5PNvuQsTzdzdIbUUeUKC+5VnrFD73oiFnOReRcvmq3ZaKLU+Xow5WHMqeWCt78qfpSkjh+zxCvS7XJ1nbTKYvRxp43tpXS4FSnRx80cTAEvbrza9Rv3K4h9H5E/ITumdDrPcjdxRTAQD5XfUPA/Sm81Wa37+D7Zv2Jqbxd5fita0MXsguSrNdcJPZ6xZ82Yf/Ax1DMcT58wRXw2i7l+KLHcbjn3r045BEpCh9fykl3DSJ+FBJcV2Una5H8qJlqgiAP6E5NTdf6cQ9h4lZ9XHZrH7G3bDejdcZkLiD3AylZHPu6fdv97Tr2JCJZEsmRD0qVMbqlZzWN3GBaxtkxUiMYwkVSl7sFnBA06QjZrLLCzEvNORDtIBystPTK0MCTu8EIu1h0Npddwiw5pinscULCNGrpmshpftKOiQ/zdZIxdhid2TkIBeJEof9S7owRNaQ4jkzm0ijZXRXbXGfv2UPg19Xi+0zzVUkRyf99pzipF6yD6wr1zTaCRe59TlxSUq5/uDfp9f2OfROFmMPMHGNmdm9/ANEwZwiC7Wj8EU2bwxWyf3rjKa1pn0KouO4bnxxdPtu2GGDUOAgN2v926ywxwG+KfnkLdZTxIzXVpRECTjrU8Ba6fJqjUd9UJumYaWd02vE/PEqIANjI16H5DzRBXFqwoHCnHp85vKJNgy36pAfGdMbMZIgOxuodeOmYebgxDjcfT/ca93ASyuuKtXzmtg+kQUHpWViL2pJ8xiBeJW1s8QEguTdyHdqUhr7TzbMHCUGNNnJffgMeYaSlxAtnsLKUEOoYVGzYtSR3eWHdOCD551lB2CcNpBd+PyjZxHImuoTY3MC8hunsTp/v/14L0+1Hm0pZqW6AXsY3pXppnFnB2ih9FBAcIVIen08nyVmTxejzd2hN7kbdOneHcHpyxo+k7kGfrFNzEWGpP8Jac8iTBh76+dGkcN1C2NxfKmbDltTJFQm+A9IPQQqRX2eKhfdKI56sO0d0xHOqEqi52b7hSohYqbV6wb3+fvTTTYgGLWftBuzcX/bdP+3Cmw7TsRnCWeN/C2rtsw2Pmrc3mEp4KCJ3i37fhwgcbM+wRlak/WP0LW8bSp+e5JB9rKLOScmmO+oVQC6Ndmw8ruI7Ruq4Sipgu4jkqP2t/Ug7BodOWQCDClXdgDPKeNL4OpPsQ+DFL99PEWkGvnmsX1nn0ibpS2I3B9NazyIp8t1J2kekAKICbscaZ2N88kx0BlH42jOJhIleKLEUR8lcmzkxgA0d4rDazPmcZ3X8aaA3km7Edly/C99kzbIUamZW8MeYZQqRzyx9XWaOWme5I2VDM/bwz9tGTZlIHPZDJK2MZxax0e6Dwa1ZGgZIWYNVXvudd8l1WdzUWxrqokok6XTizmRdiFlsnn+pPJhlJHWXST3Rd3NTEDxMteFAeTT3+ae9VqU/CcFJDRw1/6j0/EQW9gV7y1wvG0qspsBPw5760wzREZeAbFhtow7pIt8dCmQX7kaOfqQhjnoltJqzsdncRY4dOnO/3e1vNCt49pMGAGo0JAGH9etpEJuQ68aogf0Ehj+RHFAO5B7mvBpRDo4nmpRwxIlnP5huz15JKORjTsRcY3xgn+EtbiUmqM2O1xXhFdibuXxWVvl3SM2uq0KxCCuAq7ecLQMA3SWITz/ditaH7/cFtVyg8UvDwvwPXc/Z/G11yOYaipGKB3d1vvexA1KqZfAUOs5oJJY7IMWjBKxfoQVLBIzCI8TPkK1Ds6xACVbyc70nIyCtoM4X/tyWA+v4Vg9D26N761NLr5mA1EQrPtgxlU/sJa4DuhkfQkGVHKFrhgbUAm9toSAnyNelvIGacbmvmMr0VdsAdWnVVS/YfgeXXT8V4XHLvpvRuRZC/DHszVUZCRIBdomv2HO3uAKhNt8DA9BzbQJqvwRKh88f58Sh06DuwnS1WSVa/teOJJ57n0SzG1WVPRfzTez75V7HBF5IIoy9kPHLL4YKTS0ngVppTq+uRhoZ75TbBnTQ3spnrjMt9GkRhqb9M4+YiuWKNNpHZsd3V/PWnjbBFSVgbzYtiowvNyU8fSkYqGK+yocbpR3uZa9irEgReTcacTzisFQG/Ftp6cPlwTuczu+aciVbLtMpLvBtlAPKtqTAenzdPhNGjU5PwCwJwxbPs+qFY0o+oRwPwJbwWH9yVnA3NinZflsIw+qiMhCncD8i6y9W4w/3Eg3kopdvyBd2/6/LSqp8GgpEb3VJcYoNVSSRM/ZWebx9QpLMQY0k8nVmOSbWY56qvzaugoPRaUw6tg4f5JHqBhvRszFC39T0MAJCJZf8ZuqYrZYmnEsslrV3juqwJFZw0UQACuefwK/ctymWYtLMx5x8j2P8O/dFvK1d/yUxqsU1SHAqcerY4siCG7IaZs7BuhUitB5GFVEp5JDOCjNxcKFI1+kO6pe4D4MiD+NxUXrW0kFMEgQKctkCO5wIAP9jGSMpIXtrWKnBDnCgKXbliKI65CJu6kpgO4fQJ0Ps6DMXQcWXXCpbzDLT0s2qP+kLnohXvMfTpfGTtlIcNSgA3FPLyvvhWjpeb7JQ7RQa+GfdDWhDoGeFU3HWggFDeuAI/BrR1ZlEdFJvijX2tpoWXL6KSsQDc6iuRIRSqD93Lk4ykgGV1u7jJtmxgWrP7FJL14p0hf0AHzBLYxf+X9rAmaf2dBWAcScSuNdVy00ya6eMKlme4X3FfeQiKK2GxTAHMonCJi92YNyrnBRCPJXhYHOb8DEN+u6PjMI4ABb97lKsBj9stvMrQjoqVxp8LflTa/aaEl1sqCs3PUfTQKjXnwTibQit3xnSb0yOdRVfdBTaVfHu+PJXQPtubjehHqq06P9GXkl/EBCJUKMI1CYQ4+NDGqp5WRqzqcIQH0nJqNMHy8j5qzyd9zEO69K9MS7/dle99nUNKqtByMaoiNb2Ra2KnUFmFeaj/Ow95HseXZYOAEoxdlAmXXEhfPsPbTomrq8pvZ7mvxPEzp+RzFU5+pOjtJBpBSqGmxzkieEyUAKlt5mv0j6DLRxoxRK0mqXmCOXRQuM+c28QN6ZledOJiDHLtRGE+NypyAb8TnuwDJEfUgp88hzw85JZAYQiaxuCPX+mDG+xfgwPfJUDEb80NuyL4aJKaykUWGh3saLXiYHNbCmA+41A0NiHKCNs6EzzjjaWCsyUdHdpkvEkLVE9F0mA9yMT4MdO1aUpa4cHWXc9lwbi7uAYJqGo92Qil8FSI8fpG0ASiO1xeXIFCmh77aCH0hoOGCQmoa+6c7nxg05ToO4RXFQX6XlNPcEKlQE7PmiZlL8fo10JMjD+S1CEivrkkyjsEiMOxPIet1uYWylN3tEUtKhVT5HICiuWXBVyRBJ6AkraY9GhsYE5YOH55lY8BzltM5a9t+ph0lfZ5+ZMXZ+wi1ZxIxZN9m1hHeUliMVAUL6Z1Lc56BuHmhZRc80fJWsWQjC3oKiZXdtKFZGI5Q/zPn3IRQLz8voUNruuRlEGZ3WRSPRIbkSv2ZaOOKuvRYnIfqLhxsF7vdSB33ea8ACQXtfzWSGjOUzoDjK1BSk9IEfO6sy/d9NjXAmhUf6FldJNaAmeV1AIk6VrGdEDarRyr5JbbAS6IripKc8EpzvPLvxNBX0oRrj5qQQ5Ogzcq3vGwNk1+D0fODAx1EAiHtD8NAgKcnezKmzyWpcZq1b3Bqt8apjMH1bcC9JijKgjDKwzZLvLBqMkSZ+RQU2pKD3Rp3SjJ7C8ZG7Iuu94ZO7f7xvsAPLhnFdRIpyo8oWqzetw12DCK1d9KI0ED2CSEiOWMqDHtUfWUEyKs1xMc8jiqjP/fS1vUsFZh4IDM8WoKMmSHd4ZFOvVDcmD4U6k7/R5uJ6h3fXtlVIXzlLqgBwUBeqZcFDPuKzOA/Q00HQGFQ/nEKQjL2KjDYO5qimdlsOqKzrNHlXBdpBWFVrt0IlMN+Xeas//c+rs6fRL1mPw7padrEYWUE59ymD2HJzijSFbupjDtiLqhAsfWAWgcHLZLce6Mo7OMn1Mcx1NEM5YPobwz07zyw+CFIDAUda9zhIOZm/UADM4L587fK7C3piatlMKpG2B7VTQwsLWbgsixoV4x/6oq5FMRyTwzoPqy0OldIm3kCMP8miYOZrAI416Wa89W29nDqfQdMZLsaxtFgnmLUOIE2ljHkxpHTc6lR5GgldC7mH6cOiSHNpUr8pEsQ/1zMfVz/ch5je3AQWr6J+k53jDvVD8bBTPlkbIayBRxivNWyWcqAzeN1PMU9N8AXtCGXgejH7cHyxKp54WHDfbzCFQl4pn2QUOKpbZKj/l7jxcTUM1P57qG+9RcrVJYnyjo8OvH2SwyT2KF8NhoZsK6kSEyiScSA7msffwAkJSFWM4vQfy7PNeS7ZODOw/XeoRRPBIWpmt7N2ZifoCyzK+oQspOX+s9mmrDCM81OF+HXhQEVuRAN/oRAJT1TxvYQ38+3AYHp+KXT0XILVfmm78F/WTnf0h1dfDuCaLdfouBNingPP+Y2/KsHvmhPfjGzZD1WKlxxjVfa/y9fh0VXNgof0/H8sSUM1Q7gwYASCF3fyvfq6uMyd6qhjO5D07U2e/rlCTpuIrOR/64xohiG3X0DTpplb/hAVguVU5+BbXmF+KJJFrsFxas67MpRoMZA6IXrHp0OaKg/L6Ehb6pCliu3O9yBuW6Vy4Cz/0o3L7aPedI+gZ/De3QK9qsV1F76bg2FuiwzVIYitUtd3KsHDxaxjO46Ks1P0V4f5A18iXXcosAsAUoEZQZ+3Qa+rkRGrDJZLm8u5FGyw0OzwtjL8W2mWBEec/xjbS4pa7hE153C7eXPozl9TjDwCMEb33tTHfeLzxu48E94xiCZBcyLROJiwJUk7gIGdEVz7pYi5qyhbjScoYxVVnhm/xeNQ0IM7CL3u8TpcJ4XTncYyJKUhjvSJabW9rFjLAlMPiFHKoRgxISNM0La9mM1gGX43c5CCWefLDU7iFKzR65plSXFs1Eg1WZ0vb/SkSMH6W226QFDBWrL+4Ul8fgWNOCncIYwBsge/SNOx4pNWCier8nxeHEzgFD6lRuP1wJnJPatC54sG8EROkGDUOEOgiw+9iKY3aEgojCetU+sbA6nTDs71QehY+iJTXm0swzLvYr0a578/J1GaTZJwCoz7N6JJf3PesUpFw8sNOy5MuGbX+WoNKXNpoIQJoC4pBBjvBYVZJ6XGn9aMa5Wl8zQ35bv0dDX5kqe98E/hZEVudTacfkzVEudVdoFZmplmWirGNlQ5actKun+H7QMYUJzuvM0wLyxZMxOrZA5F3lIpeugFFpxDizIEkzkagL8eAyvLVDuDgA1X+N7H7QlMdvTrk/gHsXlqSglGH178BZdE5C27A9q6Fimh0ihkthx82YyZBrLVMJvl28CH4ndNiH8khXuMPExhLcXbRb7JvTmrRCRJNZ6XFbT9rlQOnVttxWdYmsew+4r1IOsxxekxRhBynkDs5WX8EhojSKrgqc70iR8iDZeIWiGtuCoVT9rUFIriP7fz6M+1wzXyXm9Seq3jsRPvvh/DDC42NqCPa8U6KhhMYFgSSLvkdzlTMLU5S/LUHD3YLUDo+P9/wzUI3aEMj9suQSCpKepaQv5/dNZOHLsBn3FIoXOkTbmoBFiltB7WdMf9CkZsb0uj+s8qKLIU6rP+TOaX82gjrWxSVrUQ46xOgpOI1cxPyqqr0uBgok8uQkMIcLJx9cx44bPzJQwAhl+HOeszjeppJWVJjGjzpCdQWestrLRscS+EtkUSuxEn51mHRyRKrmN40yBVwY3iehVqsoR5ruTtJYMFO/eqDmawEupO1puF7SGWfyuqIwHFhhYJawuMGN5kZkiov/HbTe0rI3q4eCS8XsmtYGg3URe0k1yFlfKP5z9mA6p7yhRBdfOFZwlRV8vBAr/OSpffDkuv2Nq4vvjQxZBZhjj7mqsDfb6v9T8vzCFOXIlgzYyjz1NDnZ1SuJTK+6swdQuLQzkRz4+RvSacrvPc/2G/5SRcN76bE6BwEdwxyrkLQgw34qyI+pRTPgQu81rVWCbN3gvRrzAz9LfgKvXVeYpcTeGGqWL7OnHaooRA241Ciav2qu8mVYxVny0LBUUnaumwumGBdjXKFM1y+NW5ej2n/fsbPodk3n05zGPbtrl/l8wqYb+BO2Hq5S2cRaz8U7x4hqnrnk6O3XqGT260AHj7E+g1gHDUmKsUQM/fJmx3+mgXa+HmO+vYouL37+hM1wQ3yeTqcJQjonfyqRM5xnxFraU7t6INT3+7iRML48JeR2Ilm/b3kMAqHxGDvOF214NsTYqVDAylavMgmIiyYsM70L57wGvaOd2X42jX7aDmAMAJMTJvf7N8EVjl0BeJnKrEDHpbNO6vfHm/wATVCkvNgJgOSrG8mpnMud175VatqrcZMFAZxcKIYfaNeVjhjvA10ubxI0SJL+g1cJP39uuDPRTE2z3feGZxRAvwmEVTITiJ8FJ0mtwkCHaQVapubG7exdpYpCTWdBG5vp0jyVO6OWqowUXSVqIVXhBjOHmzhfhJxR7g+nJq1K9zFbIpIQyycxDEXIy4ZJZJHy/HJIrWHTlrytwq/t//f3b5c8Sd0UBe8Qd4jrrOckN1FKpTNfC71MX6aGRUrvR2H1mlnRAa9q+ZyB1qsEoBJrtn5K/ilnorQqZh8BZkZPEzBjliGdB/54/XwJz730fuAG9pxpgfi014CEQfiYqpWUcM9xo8wOk7Xvf6+Yh8AFBY5Uv7OzxRsWtVibRGmD7nbhHCIdTK5ACIiuD6xipI2QN2XyGCJs+H4CtxXabo4noMA2kh8ERS64eN5LDe/gfAuTT9dZ97dpooSj6qXSJ6ui1Xz/D/n/FsyPQyxWETvB1+xmSu7AhqYImV9QGTnMzpWUFazGIq2nuwPujGZU5jTQeNu4Qhn+z2ob4fzkhWN/n6mL+bBVIRpFMGDt9ejCVqTWKij8wvEfbbGgjg8/Ib92Ku9ObO8Xm2bSlj1ozuDF8WO3LPOicE/TMnRIO8XvQXz/8uugkVoznIchYb9ov5Lp5AqfLg6AKryQcDHzQ0frC8BRCFJ7E5H/+WAKCPXE4qPOacpdBW/oAYEyse4eM3tkIu8mlXEsMwOoNnABfRbH7JmxZr7QduDbitVqyQYf2BdlcQLIGznFY4xsYQ+pOC8EfMl7BVM1DemQ7OHe9jLdmxBNIIvS4Nf5j29+vKfQnzxJx5xCQ7zqSmftMS7aV5t7m0eDQ8fvn797WC9BcIWfVpcY9GEK0odtHsOEAfhOWRNDn3ZoLiqXDpDg700oXKk3as9RbRuJVzSh1P55UggluK1pFBhNluowuuiQqlUjOuHMHoL7jAuYg2DSbZfWGILsglRnFpNTsbQQ+FR2lUiWtwtoAxrVgf+y95LtDYmrg7jMyUcIGZ/W09VeQmIUA2LsOw9EWtvhc8CiXS8V/r5L9AI+IZHYa8dxejOgKsCF5wikFH3a6M/bhV4IQz2nNrveDquET4u8Vi0Wr9KE3PkNN7aO2+arHhFCOkTTqjE43E2oTw0WmIUufcTx6KXoTb81OGFCWOvbs4p1GSEgTJpMpWUIYqbq7pcSCxT93ih6Ii0AHqvrw++zToKXbeD+9PbmnabVT7nsLuR5maq9zWEEvMs05AQlmR7sbJBlhaWQ5x/sDvcaZllwRshltx7M9d5BdypK+nmYKsLwO0Wdg5OUUt4kvMk52l7gQcP8HcpNPr4k2jrA/wc4Qf267DqRdNan2MvJSr2iUcDjPXLUITMxyKODacfvwkohrkGJOIDJDEMrqDnXp4GpgHARYUstNavdhBRSHjvMoj52VOfbwlYErSk6BLY7bjjFvPws5cWtwDxQMJGBzUzyyN6WClgW5sjpBh/ELVLskekkq49gF0ofUYs407uF3YnB621uv7Dgpyzc7D4yr07qLbTze3qlUUjggyMFECoVXExifTI9flmCIwKpLAyJSAr+fNQ/+yp7om39pN4MVnqxNc+kgmYApVR1KuTlCWmF+Lrtm9TCFhk1QYt3bbxvPpGneZxYsoGjsqAJghtW/tnVKsugogFz5mq56g2FyBImhuxGPG2TAWCThV0A1iZiIyVFM8z9Q1bUzlZRRonHgFPEAyb4g2inQwpF8aDhV9kVxiMNNXW3HIRYMhut/t5YUSWX8Ma+m9qY2mz6RV41C2BDQrgQ7yK02isNzWKzDfreXCH75dCZrDRSKIRoDLFL+9uve2QpX4RHwjIYOtssoE4tH8KEgEoer5QeLoMMne5dphfI3PzHBRot0fzS0iAQmTCc2hYgK8q1LKNyeD69UPTT1tpnFKfTA1eR7MhjZ4zME7d8BeUsMcg909qzxxkUlKXRV0Br2Ln5h1Eqy7FnrvunWjOgPBo8sC0BMpWFsvPTARHKbYnQHUJIhGVLOzciYKNvlrduSKVkhVGU4ntJP3tUYTO6IYKw9OcLwu4Yra5gbhlPnDOClCA7jhWtAUCd+TwMskcY/7KLtS0udSq8ti89/8aAC7QAbuCWT45T0YDAWiFH7tYmlzzBX5o2pS4QveUMoN/sTnsAVCjD/OJ5ufCNnwlzZ8QIpQyoQUDkwPzeemWxlye0vSqQpppVdMwfLKy0W1lT8naN4AGSTeqvmIODM1yUuj/E7ovrT5gT9a+sXTLrjVcqdw2epd3fFYJKkIJcCaudSod0GQPE/NAInvKPshwzfpPnhlpb1YWELyprXlCo5k9D6mKnchU5aAiBAxIuGMRjq0nZNTaAnuZH8tbY/eWxsAnbxzJbmIlQqtt63+yRnSrtKfql0+HiNQEM2r2md0Dlq88VZLLqNJDlivDvcF+5XJPGuY/od7pEUzZ8ALqycQSMZQLwsfrpwTULggyPjaFXQJAmgUtgKOUuz3CaxOtwGBcmL1n2socIwDccC5KvCUDIzBLOL2K7COwlpU4fxS09sCMzg+eYVD2UC7FU7PhpNJwxsHAnITdB4ryyFpr5GVkDgP1EJKuSeTe0hS9VXkwqAqrkHhXlrZhzXYc/EGmRo8Vl8O7NHNVN7hJF5yQGY+R8HzmijuqvhM795B8KH3zRk0ZBOaRr++MsAQwiffT2+eTiFY8VOw3gXICU9GUdhP5mO8MeDzO+b/47jnOvsINr+hL19/AGnpL4njubXtIpfC4HyAzMAz6W8ulRBREOOslg78KrS/U83h+JiCIFzDU3FBHRvG3mmTtZIxNpdJsK3POWuUQ6fji7fIHM9+Y4O5jRFJTJi68eo4FMRaclouM9J5wE3S/GfUo0ajSJO+qIPAezbLEM94VT+ZyrLkNfJDvHyccUu8SxlWqrrCMIoytcV0zZZ2nIysv8QwD2M0d+x98NRO36b/BK20MO4TAyx+bF0HCZCc1VXdiN++ziWbDVtiQouQzp3tN22maAsploM87slKdxhci+QOM+wEOHhS0BJQoN1t/+wT5Pw6u14Bt3FWYN0xgQtNZ7m0Iw4msbwYpUVkufcvbDErtwBnNUWPOSSd1UIQBQSQgncyjH7bI4G0ijtPf6bCB6cRJXEuMQ0RtgSLezms9TDXQDnGERFx+yypSR0OkViRu4wI9t4dTbDfLGlJEpq45BuewjpKJCd96C9e+k5eEnu0IX8oXGygLQsHbkyZ2UiRUYfhhZ88RtlXHiAVydltybxHMNIMvZZWU4tiUsLMqDLYqMZnE4l30z5NYpZqQOmxxOx7xmLnmGNUlHBKdRRYsA6pkMswftmXb9AJTKqS+r+us2dK4MZG5yn2X+NytiUqk19V+QkrUVc5/y6Kp69Fk65T1eYsemNIbTKZe0P1RlS4LbpTjav7igq6jS2sTYvxNDYzZv+084G3+UF5+vM2p59t8qyvhSAAYntLa7+vyVvV/czwzbvR8uhSs+eK7Paa1AsVjzULxkZ0D1cCpHl7CvWsEZnC1/m4d3ED6/1T4MY/tZXfYQtAxO8fbcJKW8GDoOoCUZkUB+w2EL2Oryf8WX6D8AK2isus52shICXqBPJq+n0c8nnXObQEYptinxzvAMPidlEV0JHKFkd/RT3p0jh5gfNwNVumSsyRFtecc53bpDgfK9ydF8oj2WhPlY9TXCX3847vw4doYuBf0guOV8z0VoyviLTwQrAVuTOvjnIXq3H45IWiI+AJ7Lx/tW5fTANsukRNbctE7zfIPksrdTD8FWBB/Sf+J3lmVUBwZ6WYbRP4AlsxJgtXoT6VUyiSSuoTX8jlFRAK/CLG4CLJwaUum9nLbH1fIBRxkhBJWvUISTVtlvdxfwBWNoE949Eie9RZ+zEPWnA5cd9Fsd8gYqqnn57utJ7pnofxJF9QpTWOF6+G0LSWj6LqJwIuO5C5E+otGOd1Ej+C/OFl5Pf4k/LGZ4fiAD7p9MYk/j24dRE2UC4OlnTh4p5c30SMzhsTljPQToxiehxjdO5ZqY1bra2IouBvQUvMCB2pKeZPXvvp1ux6Gr4wcm/49tx2pmx8j8VHzxNOARb8sdzMDtBjCkhI/vnvaxh2mLu2qr9Wi/+ktVbdXDT3Q5njTmPScESJ/vK3OhchEPgQaNVEeYEEnVEAJgg1TOQK8Ge1afXs308tzx5XbKfwDGZWmW4y+6/kY8cCfX2laQ8XqXDewpkjEJkpTDcx+oe/ABjlkB9eO3lgboXmD6SRY2YsPGl1D5+L0FBRgplTVbqUMRdgz8OUiOUWyjjOeqXGZgaGQ0c3Wu+eF4csoeL+xPFcFVaC20MablpXUsoIAHBoPvfovzVwp5scwh8v2qS3BoGgrsl06C/XCcGP9vi01xLdRDn+BdPiXD5ugt9gTCG/yaE0sNE3e9UIsKobzLzHyWvLfh4NyWhtBlsVwKPlbVII0GmLA4A85aP+B4GSGeKM4diOmitdSxuo/5DZ4/KX5n0UqV9qrmjDDuT9aYYt2NEypMw+OP8AlWH28RutHBfWXMhVVdjTeMosdz+8fJ+5b/UCqVWAzQi+JypKuXxO4etQIaEQycFR3v5teAPm5qMefsGwyNoUmAhCrk3gsjtPssCpQJ9yeRYB5oDQcX8JycKlCsP7RcdtGYDGEY+04SNR2vxJsA00iQJqmQYmZ9R9rCn2j9Jnwg9HsjymzVBw2S5xvIhb7dQh5LOxWbplHijv1bSs8U7CIgEIFeZ+Ne5LbiytjgZhE8YbM8XcB+7J6t3/Gp1akVtSs2OvT3QFvNbiYnBC2PE3ELRmOyrv6L56xCMRSPAGaG5f/ACcRrCI6cNT3DHIT2VJ07gqb0ZSdpVqWuxmlu1Ea3BCNjh2w1NMNElTM/Wx+/dABbAq0m1dHXvFwnCagSfpdvjI1fT/lyLR1hwkMsQ1HM71PkGkglLiNtKtniyeML3bfLtr5MjJN8CmsYw+zj2ncdjpDSLqtPXbtfNprTOWF7La5vWAv/Kz7D6/9xvSLPhiztvT4y8vhgeJ76YkTwuYmsjUzYiu89Zm2rfnSt6fOcJVgWgE2rSWzRXrG9IHvAVJtjDRHJzZbNGY2lnD2PWsPbxy+1j+dakcxhW/kQIZDq/83xwI7KCEgrKXdMjQb6MrGjH5Hfxha6K8XPZVpu4JJUVoZVo7lDN0Mo+Y7jG6sw2SnLNZhVHHYd8n5N4WMBLe09P+W8DJSXHltK5pKrxppPfItqo1+NTWqMI6QJxNjVSXak/kZTis+BTFsZRJHWU0xoR2rGXocR6SSmDE8I+FlUKdqoQutV1QNDGVTQOkN/rxrdHpI/hljvZqsy8yMPmsxrE6Y8CnxsuObgm3zx8r7xJlHLDRBji+25EwVdoic4zdq/1a2ZPFMyQu1h4vVdUGZ6wyAzrpvMRfoTBxDcZ7QZFPyF42tnffb0j4TPqBjF9ni4IOXJAPVinhShcRkKPkryC5O6CV9Akt4fZil+uvKRri3vqRbb++YLbYI3cJjkgx5wmUGzhNPBCuFMSe562OqxPUr2mgxX14lAmgtfi85D6TvVNVxtKHH4RbFGbFNSgvS3dRZmwyIkG5C3ILLZ3cMXHtrRhERICySa69QlS6yunqVm5AmeD0QW/RSK12iIYkEnWqQOduPeSS8jo8RNtyYBkLv8kOgsLAR/r5UwZXL3xQ1jbndpx8GIdEOlNmBarC+G0iunHGidr4suYRXUqE03JcSf1majknKd1WFSopbP4RQz1Gh0eiEcViIkO7fHBBzrp89FWHyL8fJX+caTe86WdYrICp39s62Z7U+swbXo0eFOZlcpoPchwRQ1uVCMI2vnVGzWY0Lk0V7/B+o66GjTcwqpgm9vJimQaEUq7/aRiaXJ7/wpqeBoPr2D1Wc0535JX/i2a+/rh2u5EzHHyeM9wjc/MUeoiSX8q5kvBh1QetVP07lqr7lM41kPNC3ds4ic1IyVKtdusWLTlo2ZXSyQjWEtZsv53JFRLmGJg0x9U8MNtc4nW8AzjUc5TAquOU14hbwiuXIqVmLIDPPpolVrlv7fOcl8OaLCYPwUrNM+3qoOFB1yMgNHI8Pc+7Zs9IRbiPeOvzKoeFvE7JAU8nyRFYDPh3DMET6X9ktp9tpKOJ2rjiNNL+9ENjHbTa1yq6p3E65rydAe05ZjIp/wa8GG+41NU3+HrDHAhNJyt/eH0iA2lHvzeqZIIGgfTajw0k11//ZD+pUUe7uBXRH4uiDJAoSmH2qy5+HO7h97gUGxvwrCPW4j3ku1AJLzWfwlCau6fHVP1tk/CMSgPfwac5oki2yDdpMviBB8oTqRPR97PW30yyFUlv2vQbprEr7zY2Kb4ABisGQR85wd1eQTNnCQS+hEOZ/ggLLqIHFn6EYN7rv5fET1acA5GPfhUrBbRMiG2cx6nOopjA5ZwjogDDjm/9CGzaKvu+6+TuSCQCN5mIhwhNVVkDwrniYDy3OGtTJcFOaoHe4L2Qi8e1+GjTV9/1bm3UVFATGtX5nvQIgDTXid1ulBITZtafDRwvZw3VZLRJDNGxEY2VsrKGcjUQ6i0IBCyDtCrJCk5P2jViljhITLYjB13C24n+44Pxo8sOUs/WUDZoiPxhWCZ2dhdpkp9ObhSIL53n8oVfPR4MMjKJMrAUMo8Cq/KbxJTU1lNkkjl3gl9krWSsN2D9Wdak/ebwN3qInIQUScJe+qtOeGDLxv/ST7wRro30GENn86JBlegkhq5lXBoQfD4W6CH0E3LycSIiUpI1JbQ9LS6oKC/lcjZav7hVSvzWMReCCYCSeDnBKWXVvXwrCxuGuJ1XHi1v8Zg0/QMyWl3FdqY3vIQq8nibIzM6F24rFPTqIUEcJsrI0xTH4FpT2mgdo87AYAHYjlrAfNMEoUPTaEw7Z3c3EQhYH1b6HS1WvajbPU62sZWrpYx/6irz3R0W3Kwq5zSeBhAzD1uYp6JMmPa4pQjAa20PiovNrNRadEiAhmdxW0yVmvlNgadXiWh3yhGMN4PLg/XwPoWM+WNPx8Nvgwn1bKmUPgwfN2PWDYGxsMvi4IGQhk0pEOwJ51HuJzMrF4VUVELDqfQcpPQkbg1vwOgyEQQOQ80pKSyQj+3K2jXtCC4KZpEfWoGmO73cu/R2BPzTv+BOLZmSmDasJi5Ue93Cc7RLZ3JZAPs+yqeFE33bVnfW4Zo05Tk2R0DAdgdzjNUpbyB8C1oko9N7J4eq8gtxAMcF9pANKYSeDacH8dxVNZrkRKwgQLqJX/lmyvjs975NGyfI7UkxpGCFm37Jqd5arOcZ8knQlfobm/RUfU1MOowOFqk1L93WWZ4+GSY3ZqQRTAsinJqUY8BQ6Tb99wCTXI+/VN9YS38/LgWP5IwE2MpB/FJ7afGUh+ujVyFPVU13xc3vqmFaKwmz45pQCD0rhMD7EC1ljjKfbG2fw6Jo/YXulmm67zfu0ljcMQzFHVyHGEKnx/oHyIdv2HEvNu7CA+jScvRjtFehNmxUgkm7eHd2YTH4yrlsmfZXcEvnzDlvac2QyZU3e/byBiRy+dP7wElj/fIErHZEwkErBeR3o8WKdWDCQLg5nJrA0j0HJNIFChNm7t2T4OmCnpjmBXikNRd2Gt6MjZrO/lBBPmVDbt9qdI/WsFCoGjHeYJA+fTOnzjt7RufjpAwKzjs7PLSGsrOTDLJwPcNyuWyThTTvQqPLVhtTug2waz4NPbWzJkDPNDWvm5CmWd0Hs6tEMk7ONPbPi6tuChjR2oCIRbrjafOQseRJqMFPN+mfFNcUPjIu7B1dBgO+2bwwpvQ15a5iQclTywyoREFQ6+BWAEl8v/in1V74qGX08aYrI5BDqOtoqawOf/o/wArBnEmA1UR/wNjXfJ2Zfbkn0cpr2i28wev6LJZUiBbdti4NQkwezZa4ljUwK7+DGaHoAmM+1+AfvXCum0f5XTEnOd+JcAyRbLfBGKEiLV2NfpYHs9cTLYk3zziVWTqkRXWGz8eJnBs+tPQEgNed7iiGI82NRT6xOzXe8VVAePeLJ6RD8Dqb2sHWEM3MM2V2nReyWv4OdOvhWBD02tvc+b8HfBopPReiq07Vkeq0YgyIssSLFJIOx7aGlZhYHBzutX6NA3ZVylU81P9Cpn4SCBno3C5hxdFWlPs4XKtgocplDT2qLMriowOQboGJcqdQHOxotIkx5fvvDsfMrzaVRjQQZm8VwahQ1M3vHyHjVy+70UmyY3ZBdxPiUZEl+NwhePo/EzaokRCoYZwnZd4gwsmzdTg2rtnhsF22Anyy0bswRz36K6p7OU8UGbKUCwcTQjnh2XbLbe0p+izLQPo0Csuya43yr/zMMCFxAtsh2zPeGKrd/y23WV1WUnTMvhARcMNJlC6K0Xt4yE7eEmxCnOzlzdBllfDKPptGM0BK09jYoMWnchHUajOiiGs76hmpH4yoswg9IrQBkMTajNcOu4KTctQEcnCknWWy4quWx8Y1WWVGxdA08GOgyq1EWm/sxjPp97JWM0MhCUx6OqPZU/C3AYRKFQ1ksdi+858T/iJZIAjHlYEVyR6nrt2V39VCGeBmJZO/lYFU04KrieNio8i6NSiRTLBsrj4z2yv4W/PX+5cxz4RMIHydIV0b4AvWnAJAasz0+GhOsCbf36ET/PA23njeDLC4toANBL63cF5M7NvpvZexNIXU2OsLtITKJAGwby1CEmrA34/lJLQYzbIi32VNbmuVZIMdAVqv273tAY/j5/qE9QY5EAPOi2KyIT23ahrXdnfLQI9DGk6WF8p5Wvqa2W6Zs+N3lyXBN5o99/onZI0m51l9ByXjkMLBQUPTfvay4RWonCcg1+yfdP70IgsXYQ+84U+RMLQCIqtKza+sWfTh6UHJSl5ZpshsO0obGJwh9BtGqp4itLUUoVRE7k+tS0ErWSR8N62ubdHoDJhBI6V/XC2BH/iS3hgC5Gbv4bmMxABWxe5XAr/nlD5i7UlSzstpP+Yqm7MFREf3vPfMnB6rN/LDCYC6z2H7fbfo25TZBBVSNSuCc4OiBahC8NKv2hSAMwF/Jo1psQ/IXt6bBmbdLfJCfLIrLNWMHuYc3+qPx/bLfxo1F2ZCiHiW1/P9wkHiscG7deqHyuyNlg64kvxZAbd4tYsZEk3voUCzrS9OtMHKgljSQGEqH1OUW5E36Pmm3pVYQcQK9nhFERmVQjn6EwehvNwDc+l9azLyY6gQiNZRIybqBuRR3P0/LH8e+D8cveJxtLRwUWaqVQ9NjqxUGM5HjziUWyK4Es/B4g+ogq3xZ0uN1Hty5FpRIthdyUqZOUdp27iwUi82g01smn1FRpXQdtmXOGyfVlPH+vmxoG9Ro5RZgdW6PhScFgUPADDrNqeXvs3KP+5hzPvbj+Nw3Bd8Tic0eQbPvTwRtTxkktZRNYab7B3wFgYni5owiU5E1F+fseUKDCFPobyW2d0KKyLK3vg92rJsjoCOBvVXVBU63QUMwTKQ/5Kv6YaV+2RgS1hOZLLLNVv2/ghKI79nzjSxSqw/B2653KaIqK2ehOYieA4bLjQ7dCPsIKLYKUcDhhNHn+fdbvLAQlRnhzoKXH8VSCAL0/VqG3QGsEF10kQ84NA4/QbpZthGQP70s0/PrscRvOJFJH1/38r/Smhhf+m357t4svGv9I0EdopV6uZcv4187VBLVuNgLwiyi/gQXsAx+itt586kghzbsq4YZrWGD/3TCLtqxNt9kvGAzhfVPOizwFMWA8VwTG2JZRTymeDhcuSvZQOrW/SjotzCmQKdWKd26L9WQhfu37eOS5I7PMITXX/GNzelCwwe0PJA04xkLrszcrHBF0TQDf7YPZMc9PyEcNcNkHqE3nL20KKFxB5cc5lgi0QphvIoYknvSEaZDstgTNwRFEhXeRNyaHYqo5DPAPna0v+OQ6aBWmrr9cSxmKfMZBoE7Q/fSHetwR84TZJc/sDGQ74lByNT4TxvgETKPs1v0ERvvdeMHHSlK6sNrsj2hPYy6g9qtZNzULMR0MwBxgb3dg201TuBtgvOWz8TMigvXRe57GQLyOUyXrukhoOGaKMjvNWQYiKLPHPxjT6HTQf8UEWsjkoO6ryDmqYhAFgH8r8SKPX8CPVsHCemKcAUEsSErARj+0VavR5Ix6MuLqEw/CQ6zuC5/5VZ4UL4vLJz5e8krBW+x+6pwH8diZHNc+ums0KKphozbMVGfV8wpTJFTf72Fl3V2RTGxm9n7BUAzwhwCE2/8+oHz75CAYQ8Q6TXnvYYMPO4xy8QZujzWDR4YbMZuKLbEIg2dIw4qDB0oGCEie2dCgYMDfTsTb+7yqbKu+jN6JuwA61c7qUbvCdbJdfQqgBn4scd5wc01U5rt/q3wuEXVKNhXaCAGn8pzkQXobAIZkvw/Q/ESh6jjzUFdlV6P+wGtbrj1m4PKmZ8A4BCPnq6gDf2/41jyQfKxqg1cr7T+VC6XM1wvLK8FRSR0Azt2Ucg6YgYgMNAnyrTp0dZoNWMYgnqZEeYWtcBwNE9XBs0EI0HjB+1gdvYJJhXzRu7P/tJ3U8EErO6RvzLPFMVf+3CAAaSlwahu12SRwaCvJulHt9DVfukxP6udDZVaC0pjWP1mLEDjKSaSxFXjC3Z1SxgyUy/FWmJDU9+DeoV6lg9VBvXjpCgMWnfF6WGS48oDOvMLp6rxHTkxY4U6a/Rwe93+68yIZcpn5Y5QG9BRo5H2cOAR0jE+QYzVTo0H9aHhUZpTSeN5akn2rF4ZsGJrBN6/g4m/HgzB97yk6548rXxj/aArwcb0JWTRwh6JMcQzV6dkHYIOqUPYG0QHik9Tbnr6yxS29Nl3Pccsal5lK5yzfA0jOtlfY7/77hA0TAy9bkY3E6rjrbFxTWzQeYq30gF6l/ax/7b7cEcx0Uae4PVk3Bbi5YZpO9RV/kiMvocTYZJElCcp8NkUBdXeNehl1I7e0lJqGqGd9nCnQrlb+EAQThiLdqxTBf1NTm4o0Sd5enbxJ0Dvmd/Mosn8d/wJ8YTpEdWj+iSsL+4+HHA45j6WdPJ4j4DFZa2VGC2yMEIG/AhNVfp6lGLlxc1J7XxpOJ5xqodIFviBTiuXhAwb6UnxRbZAIdDy2rF7WscAMmV+oSZWYw27m1CQ78zEFP5jjgsNFai9vgeFrV+rW79p/4AQnzf0FMuI+VzdYTWP/88eon+vC18wUCgdq5S2KcPJDCz70OSec1JiL5XqJO5hcV2xJGUf31tVpVNTrmfTuJH/k/qrNp5hxLw3cygu6mry2s7rx7KTSOMYePSFc7WKd6rTuVyBGyOAcnDpBczhzlR1w7MhdkUh/glRalZ8kZhuWQCsLoClHCbvZ3CFtNHTRJlAiEpAKZVIEFd4MdDPSvCTrPoI34KOAG5iK0TZ3eGxbSvX68hihm8qdzApwJmCi9yTsHxaDTwKI5kT9WR3WeASnx6y4uvBeO4He4uXes6StFBlkOVBysdfem1p7Inh6wT7Pu4lEBx8fjGm20WgFbULN0yldpNqL4IvD2MYbDBeP2fvTex1opktORn/HMAAI+9OWrFG4tma3tOkyrxiYrW49IAcSJeL0tldZr0u3y/V0y4ZaxllmT92M6FZPnlHgv5WP7kVeME+sjKVaupVKxsYZjajjX4XzDa20nrC/64OJNlC8zcP/+lYU0oI8duYokHvUCdJ5x8HpbbOx86ALQReRrUwZK5Hxl9xBfclNo7tEe9edRnrXVPR/8Z+lr6o2iezcOFuEHYZh2CwXv46faQQhU+EMJDwVODEKXB2xu4qCuyyX7FivNT7th8hU4CQiSsABHNvFhfoH0DX/HM6lshZU7t/4eLbNy/gvM5Ji1ePbv6wMN7m/wh+wKU9QbjQmWWz7rH24NC0XhdeUrtTpllu7zwZn3OZghDQZxEj/QhxIbJUJPihpmx6zRBeGwTvW4iPQCgwFd725tJ6fnXQOsTzVAqOVDaIN5gFbXrZM7O7x0K0TlGIfXbVcY7+7UKvHM93Pe1OmEqBl1RvSkc/g+DQvdmKUdEmhxbAZzqT88qakge/tfADrA34E/M4a1o/fdXYSEULkXyNHljvBD2xIMAu90Yk/ApbMp7/l1GIP1b9KJXrSuwrePShm5Lc0uY3QUkXbApkF7Dc6r5LpVLdDCDx0UbUXcQxzD72jcdNL0rb/KV+JRxX21Ia0goHJIl/+BxzmPY89nQrpF78SAaaH1HoBWOT7OdmgWfQz4iKiaBH3JsoWRGbwnlW9FLe4+jbhwDnugVCArlYD5Su/X2jhfo3PnqmNEBvEl1MStjSFP4DSdZipCSCQ2gI6ZTPe28z/YcCxFGpIJJX9Slfx8HEB/V9EOUE/41SuUWlNlbECGnUQxjeyNqo9jtYj7pTq3abhQQBl99/GTgi2zrgfu2aU6OFFX4QZID6NRET4yzMxGPMpplVVD/05wpf6mTlRY50jZ8fAeGiAVbsvnmqJ1Q1asRBqtpNx/6lSVarr0ggGTsaQw9mZwpjY2J+BRJOuPNGREUFiiBxBP3U/8N7GxI5uHCyhSa7Spg5u9OIfQuJJZ+T4kYryXV+wQGI4Yz7zGD96/jVAoz82HnL/oawmmvswWmmRnYCiP6XmLYKrSLA1agn5ixlUJfOa0IryV5CZqOHOK+uBULMfU0b0+XaArG8nPWvxbO5KeS/bn8urVq2IxKl9xdUzJyEgY5ZTf5hPJsfoMUPdyNslz9HDfdg5wzo1te8it/Q49nFUPwrrUCLCrEE/GiPRagjurKZFWBOloHlZ0CuPgOmucrTDw1aOXxzEPXEbKlQW6N8ErG3/iRXpndgwTMpCWZDe/6b9UcuYLlWGbcTKx0QKFllLrA5L4gAsZgGPu0DfuNYDcKsZQz9qGtLtzYDZoXOx3gpxnI9PsWi14bZvPRGCmQKnzhlmkuQ45aRVUaJ4td93q5x3k1OvLGUTTg4oE7jB3lCRaJCKtTMze0wL+qYRs2cDPjQFnENY7R+jlqcEiSfRSIi4EwgMqwX/hUu4SfKW0Mpe4+HTpFOtsA2kPaA3pKAIfLUognHqHYyCsDHjzvA/sXigW1OYUQaXQ7+kywf4RHSo5dmfB1cpEQVZJJHYK8MQ8SN6fKfQTl4WYNimQHpzTho9BwBORqb+R/q4Yw+kyNI2e15nciVzBEwOCwPqz9gmXyF6D321xAnzLbB4NZAAXJ/XU60jTEswmwbyR2+d5dPKhybfT6T85V29GuCKNeUbl3ScPFuOJZwLfSWNOTb7hDKna2F3ajmNXLLpc/86cP1Ds/FCsQuftg3v1StGWCmZ/T1D1vGifUyP34xudVoGvR6JtX6ppW7tqR4i+AUizMuJEbc1O6h/HfMhoPjxrBKYDzxL8rCMZwxhXYX4VHCjlwfKyTJDJMT2AcbPzVG2jVCUDsvPzBo2ec/6E2A8IIy9wpV6BYhtalGr2yrqJonHv/DtLmAw2ZB5n6nKLbFuBXXy4DCi0LZUl+qSmFrJIbfRy09qkUiTCXdiirWERaVCC27PZm1k9zo91On0w6pwSn+FLJc0PfSFV49vcS4MBkfjiMUBMmb3naycrYN5ug10jq+Ieuk4bKrEP5fth1NuM+7+5UM08pY4Dz1gaY6tTFGoD5xd05a+tU476erIxEXspUMxwPPYic2ld6xxGhG+qh5fEqXXhqVjm4BT5ruyf5yAs3C/cU3j9whC1lP/ujDBy3WoC/naBWzXpedZAAOW4SZ+ciEcU00G6g36fDkjqtgdvrhKQk1fKVbakKqD8NwUYaY3msMRusl4AfbW6jEfZe/0C7jyyPlm1o9TtQOldhq7FVkOH6RV3AA6pGteS729j/+sudc7IfGPERR43HH+zEQk0cymYK+PxFwIC7V3IY50tULgEbFgJs7BNJR0xnv/XF2PzMAgG8Bz9ycGls7vLYyqXcnsbI0S/sd6fIbbjyWfgTxYhEYbmcapxqaoK+BmLdYaBfHbbB/LJHKobOIg/c7qGJTyKUMicHM5DG7RFv0mmsBmMA1xgnopAIvNRqtfUqMmZHfGsf9QC90hfbCAoJkETY6x9fn95VgXiwr8RkB9lXLYNvAiMgQEynAtLJvNkW7T31b6HtoPWiPGQTd+sCXs+Nihgze5zyTcv8KTbk8TtMR1siS6UJML+ba/9PjTQo4Qsq89XXm2hkLfGEEcBnRiunknIuYw0NnDIvT59zH0VBaUMTrtp+hnWYydy9OvVpNbDOON09vbN8zG6bAM7Ksv3m2LMS/456/DkyPHWsqC5uQPgXvKw4eCg/4jtL0//5QxZMXqpJS5JPaJylEoBxDbC04noUzIrZ6e6lHOHVqrPVVmcmg2aNjYSgDN2kGJB9U7dtTQWZLAWzq5dVQFzFKXQIQMt+8SKExyefvTCCP31RMnZvlFG+OVtKsF1LUr8ksWYfsI7FATuXYwu81HK5CNz4XMvnJtW1pxqAeaV+L9r7PhGe/9/ZsucQw48ur8IGFa+gx+x5s8c75bpQzHBR2s0pjR0WnaUJJSedU2CdlGnJE3t6tHXX2s0ABnfNlzEzBWz6BsIzauDrVaeXjyk/Fx7+sYa8XNYsugnMjeOlRP1dS8MLDxf/ILMeytIdF6qs1PFnphtMLKVfcJK8KO4dK+5WkXiSmoWfjK6c2hVtkOQ5RnmPBruH965hizFwsnx33HXF34Fbd789OT0sJStidVEj7U70Nr+3ESjp95KCsk+FOB6pKE8i5wSKOzhS+WRojCDMTBPbLTw0ZfNClUfhv1hVfwCdq1wpLsQLZ5VJL+D+McWAjRug8LteAsoLT9E4gHrauglpW2+JnJzA5wjTJ6wXl87bYeTNYw3HN59nqQt7OB2IjIVIKlYalYEIHoHYJtkMLXEqPCqz29ZYk7Ij1LUAPt1IQmVMVexGeGGCS/G2rcVCGCeHhrbdEzbFF52/p0FMgnQwZTuquCM+RV312DT7DoadKOcU7SNJ+iBVYjD1U78T//EV89BX7NAfkAOxbb1+NY2zipKxCKeIzOX486hUTWnu+r0HRCqQoNe4LK6xPxZl8WHBLbyyKeTDOkvjXJcGHAYZi5EPS8vCUjsO5JJm++OMdhL1MstRhZqw2c3BKvLf55Bx2d3SmCRz5TPcQtuWVkxJa8+nj3YEsJ+UIv86VgioAH+MfFEGSwh/TTjvD8UdRJ/djqAV1Bolzqogytwq3ktQB25uPFhRr12T9fw2r6GttJ1LRBFt5cOOe9iEBN5hRhW9lPnmOuP11rHlBXr5Rbpv4OxlX244QK6TSf+mFXQigMWB5WEo6yykGvg4dQbROR7oqFsL18osFOoODLjSER46vOeGzbzHCs7+S1c6KgoqrwAyHpJbVcnpsYVsbSsGbfr59/MsGAZmcVKCGp2SHvrTgn3eBB7SRorea2sGrXNCSjihq3oJXIdl807DIXT5gsns0zzm6hL6XcjGRDhZrun2JZrMBjkkh4EneiFjEYN4d7xyCyPa6ecScsOl1tqjNAqHNc/JLxs6wXU29wOTYUPZwXFyThDDT1XakaPF1fdJ5uaLsRR1wb4k7C0TVBM0Yv1CGAiXF1pWna5oT8lz4G4tF+F5La8H9QpKpHiO+b+V7UyT1TLBc9cerGUdENNbMITB1B2Az5vsclPxi2iWRPB7Y8xVsIDO0hx6dqUh5NEMV1Et3ePSMu4UAG9+oUMtf+AOeuTyUFRF3E0YEAIgUkA6QJMEvm2vsSjVu7mpLiji1vtopb/G4664nRp9BSjiaahPgwB3pBxAWNtfHhSYfXsO+/ZBGp7ocmXvliM+A1hPxJxXjLEg1cNHpvdWuQOO3/5mifzqseSGaYG5dBzLzZbFKihLY7h9Zz3+j8kA0BaIbqWWqvwZP/iU0RwNI5VZtsD1+Fevm9eyDUk2+et1upU9QABmXZnBuyrxssKcNz/OpYjPHIHKFPHFzkMwjPurOIXFT0MZZWo021TjSv53KPMyrHQX5lP7Pexud1hSMTCmLZRGy5H5LRTfQdH31M411COT2RoWLqumbSgwJTJPain/kpMtEXzUKgLkipw0sjREl+IhqI/6OU94fwOeTl0Hk8NO5iEd52EoM1HG+F9iCaILkezRtddUNBwqhaRFD2JR92kDJjrO76nvAcyS38YS7pLXbuEUDsi2dQKnfsowqUrDQYpq0XDiYkihl01Qg1/f3YfC7U78hdGPiMpu0IIK8C6RuIIoP5lVgHNdLjOV2OShw/ClADEEABZ3T6+DF2wIPN6F4IslwmSoCQB0syHz0ZOLcckoqPCb1BbK632MD7kNClytJh04LhBfUyFBA8WVYPX5pr+qdyCWW3yC5Hd3aOPUelckOdZ5Lao9T4/QgPiC+Vkc7QgGGH+LH3ZpX9Ofjiu8NlqW+LyuhWtUMe2cSU87ISq79PzpmaHlxFgctik0filqPmcLbOMvQB4zP53Y3FUEbPEBQGkohUlDi6u2dvTi1LWa2+WNzBHJD3a3EGl9AIKBeMYFVzpIAh6aaUKuo2Rt7DNxFBxJXyLrApsT9xThrWjBRtATffr+a6n+Xd3FFnSke6tbjC2fVr23p3Vzyi2pGLX/ygTnTeoisi+vDr4ioF7FIY0xnmJcPVhNBHnpjsLI15UHl6ICnEA8dTkg3PMcNxjJOHV3c6AW+OxJKp2Ln8LzRmfuk7N6pPNERbb5KPI/ikN5RtL7UX309H8K8xuPTjtgzqgkBK5PZ6/N27H4r4P4tN4ryXZgoTDJqIbb96U4g4ZbqppvNG5LqLOSPx5NmyRTWD+PW7tNjqppakUFlLpJ2Ifw6odJ7S9PtMm+uqfp5eh+CbL0vVE4tl8zpZM28+Jq+Gs4D9yGV+QnCLYT/J3etJTbaVf872ohxt0LNaZiHzBcbi+3QdM52Suz32hfMzJtWJ5cAsWg9O1VuEh+d3cv+Uylu9rDyjYiL0L6aeJ6A+hosziIHwufAOvKxIO2IOso+6Qc9n8uIRUqLtVeTuggbd4Eqz8xbP16ovtA9EvlMakXi2t8U6bwel59mZTvm9CdSvVUd7CNgnWk1c/WgoABXVNGlBYSXp0mchNuoYGEv4OpJbxMydv8LexeFArURPaRTFB/D4TTZzaF+/PQotcGgCm8eAQlR7lZhWg5bakBb7ua8lGk83D7QHh1SphALZQmxEtTG0rWjudWqCIqeNc071V07Rqj8ntN/hFdWIfAklCLjUzzU82E4hmgb9lU3UFkPSN0lvxMsn526du7Z0kFesSGGmcu37Bde8+Pk0llyjl5P7iCrAaZS9xqsZQNI3DF0yd1qPxA1ykClaOp3rPWBRsM3ZSuTjNauSd3uiwNpXiDTO8xIeqK6R6Dl0ymFFgN6Sq5uS0TbGa4E8SnFkd3HqK4lGB/Y9maYMzKYzH63jPDba7Evd6cE97sy+aVc4swRvYNPiTjqhY9p1f9KrEdVk6IWDy114hdxo1qWJHf0z/DYeld3SaUDvG/ihg2KKi995gTbHfbMzGw7Koio2y5eNE80l6ZXxR+EwY5LkYWJZCn2fh2Hvwh4XZk0t2WUxnDriD4VH5cvv64QA+IL5LAPvfX0ue/xraUTtZ+G5EhNLtQ3DBJnejZu+z0lRNFGCz5oT0212Tp/jrZlYt0o/X3rMgB9lekCFJqP7XqoGC+gzr01/aLM/iezlO0Py9UZLT0z1JqWqwjyt+RERkRowMuJhdZs2rdLIbEdYurDG6FuRkJOx7wlYEVbFGlv5TrYCptQ/VWrSv5PNTmDMVZKdSPiUvpmakhFoKyZ3knBMCAVq2px9qhBpMWGs6QsOqjQ9FSWeeVPwBuUd+w2MOzxeGAFLjK+9m72iXWld6MchokCmT8W8x6Bjm64CuP+AaYSsVVzQeY/wq9ticLZ4WwZdioaefQmeHwF944+XNbFJaER0jzDsEsbLOa5Ip8Pzjta0NbT8NjjJ7RrhMHMerWLHJMw1Wst4+0hx6vhRWtCAdMoP6R0X7j+5rbrpsY28qBuww9HdK2jpd/1UyC56Kc1R82HQHjJ49DJf9M8/JuFsJ6c4pGIiBtKqF2Weu7S5wtZEqtddZfyPRYjTXHWx9Qi/zjSrAzEs+LStauwwXV9YCkh8sVo14kC6yv51OKDSPLXYgVbYdsOIS+RxyqI3bcR+w/4iQspy8EfBQkQE0bRbOtvzA09hK/5j3ZaeSZljcZHGolSY3a0Y2/x/jtT6I+lNXl7+uou+0gNnWIln3oG01jwB1AiCZbsjhSvMl0x6r9EazafAT0v9OprIvzJEkfRaaj1knyvONJ1TEktlVlpqZBQRjWyKjAeEKaNfCEKJnRqSGC09iNfaZKd0zh+H2DzkM0RcWPD5NTEOBs1wWJN6/jsblBZ5/heIiKkE107+aXKpaapv6sA9+mmlzn4C/FrW7qgPFb6j1F+iMEGwsUZ77GQFfk2+BC7+UK+UfrmSNGW3f51m51N7uDF6UE78ZWAZYorPKV6UWCwTH6Mo2+AWIS+by35bslmctiPgJszJf7SWOJQEiZk3hH2QjKWLKg3H4AE0FVa3QsFZPHfmz8jHV3l2bDLMQLm2PmluwYhk7fh8JAbCucjuyou35Z1zEoazbmKKycGspSzOT9YC00OAp19Ll7dvYzkPzr7lCZetHnqXJtm+N/MIQj1l3xdAPCAuTwFioUIWQUiO1feZr+1H4UHa5w0wYXnfumehECmWTq6Kz9e9/qn7T38QuuboBOBl+zVQBAnOI3zpSPAvUtZ/ubGyWmJSmnCyMMcv5xn3FXQXYp4vvreLhGSp/wxahmf465liBI037XkoFvbG26xpvEkYyBcKH6dAfCoJNVHtlfWBGKuhVS4WOXIdsYyneWpSPpFrOrmJJXf21b+f5OuoHkROkcOidmEDImEDsBHmi+fmAp4Gq3tLOJQnRg+Y7TYjYdoh27LFgxI1qFlPaMVpA0sT9ReQSGgiSTP66f5zMfbPCAAQ99147dt5X+PmnvRWRpa+JXCcX4X7AGiqVTQtF46xPawW4NtsAxeVPuRQWhPjnSs92ARLyT7GvqeXxh4ID0/bn83TLlArjWVt8VhQfsvPPsWJVLJha8lE9wP86M1YOMQEGLRf8WGVkscy+eyLp3riQ5zMMx6YRFEYY4n7230Wh/351p6AThQb5cRdqIYALlasSrdGMc7a6tnXe7rbRtzCtwdXsep53YSpwNM9ZTd/8avwvN8lgzArESpjgG/IDyQCnCmHrRGqukX/02myjQG6V6CLwMis7psLr1Lor183vnBqBY1mJBDFVyXC1pVB2Ic8276MaKvopSDYM3JQBPTaYzzXxc9rOxRyziRxN9flKBsf2wU2w1hvWpWzWyFY/r65D4RmCmRP1jjEdHgPoSyfA6Rrhh0oqTz3uaamTv//m+sTBjPywJuj+9N61vyKyUkFYe2WVwl6yBlZ0GvZMp09JL9G1jTqgC4rSD9lrDp9b8H4ZGKkrPG3RxV2kdjRoiMu/HvEbIVqI4VspMqHi5rwuJuCrjqlcUEd8Oq02T8NUYmHZaI0kEZY/8EH4XDNvGSHfh4WG6vb/8VCjVCVNtqjtstzhM0twVsTIwjBCfFhd8iJa1N2bPxw3ylGuKe0qfQKT2bm2UcezlCHhdMKaaZTQlcyfKKTeFr4lU6uL/RDk5i0OQZRDpdPXn9lbaV/ZtttLLrkc0beMAmsfV0VGEVVvC5y7l5iOtYoyV/0sEvAeteUJMrGCpgw1ENNDvrWEimQxjC015uuUO54iklAU4e2WgA9ChxxpNBlEAITeRD+qgs4GK5KBgcyI2ZH1ymrq8B7yNn/3Zz6wGEZH2Hy4Jckfe0NiTiWerYMto3LcgAHRd+IETyQZgu5A3+pBnn4t7Dz+sMQxofC+MYHlJa/Y8PA582gPVidPhibydQSBilhLbOBkdvTgXIu/T/73YXY7zYD80jnZkBLRmUBNOCyjztcO/W+IqX5sspSw2cP6TcfM8134yqitAwKYCTXXc/a2ZhdBgAqyfeMzxQ5u3NCT1jqlTSESG817HJmTGIcWpwGDZtE6WVzbhuUEb6+JhOT61WtLpVGEPFTgo5IrS6YzPdJ7+RNOz0szcb8ZHQbDv5Kcug+mZqOvzGaq0WBxDDOmPCRGVr0XctSpptuXA4wfdCNE7h7wwZUJZ357qmCWxim/sGkSwn8BSpdLlREOzKSdzNs5CFfTuoC6kST0uQiDLGe40mGVBLGopt4R9MxYJxdSY5zlOfRGto/mjgwPpOgJc3P51j2Zan0EDWx+3kThyhMps6VjKH4zxtMpYK27OarOaJvXw+hr9CAjT0FSkGZ3w9Kloemii/YyJLRHpLgDSQMSQByxSVc7roRGXnGqlEiBBBmI8o8iiZDrzFyGrev/HZQ2gg+xgVQ01UMQexCLn0+EuFhKd5MIWgwEgFE/m2CU5eJ1qi1WpINIgnNY0sGnX67GfCbYVgoVwhFju8IGFMr54UO7lkxk/LbSYGMlsVRSAV0BElmt00VW3BQx8FA6UkavMtA1+NDswOH9vMi6cGBPSjMqwlapX8kW4Btxn3mvMR3qmqDcJg/6yJlzytcwPdL0s5yLDWT5Z5yzqOHHalUaISc6ErzzztpqIdht2L8vGjxyVjr2bOq6pQNHBavGpC+iggo47TVccKJ9YxxA/bLnizjPwQ9d49vQZC7vFU8ClBvuXKh4M9pgHkISZsvDEadij6F9sjHZZARqsF1n9ygxaGdu8AcQJi3WvUO0h+EnMr5p63vGHMBH6LRRtgiymB1MjykJAxB4iTbSvhDbRkbkCtlIJKxSpaAmw3+aIaBo7bu5xvTxhJCTzxV3ptqkmlyDQumYwZId7pcETFqAwklpRTGnL3U0ttMcKUrvheiyqssW52pKfStH46YlAi/uwZWv9HFnpr1KQ2guqfoQXkoIA9CMzdFQRBAsxpUNy8VJh1FF1UlXmyQqbrD1kaaHCtbyLpIEpvLc7xtKptWu6AS6ZDxtQ/LrWQSK8broLg5c/wBby4/+njlOEJg8c1DTyrmMhCDOzwWstmJlxmlhUPSBgnRL2FcInIlSD731yPzT9RxixyAaGwqtbXKeDj5Oh99a7fyA57cHcRsWfYqpFen6GStVnfND3fepAZFBemJcJ4I60J5qcNMct976tyP1yFIJ95PeSXMuc4yPm62StaH7UGpPANmhC4fPmVLw9Ymz0XdFxDmOhqGwJYKGFNfCERupwYtNDvgnNMwzfQlFyon9Sze8vq3IoAu2dJvt9pGiOgxtohDTPZ1+GLHxM8NdJDmv3HMCr3IKOo5OS79xWC4W2H7MFlWJHFzODPpZfW0uYwrRkhmNPT2ytXbetPSTpV7DTjsW2XRg8hzyyjq03QU1/AWLKTmETpk65UJ+gqlwIJZWcgtRtc/I9Vlg9Tstnh4pp0L5EIMQehVP1UsSYzFi/lRt+Mgra3SvNTvdY7Us+INdb1M87gI0snNH4Yi7oUUSHJID/8WViIeFldncfHR2ebabNnsxr6uLwqZIl+anppD33g9LP+XSgehqPPUbWMXjDMIsb07OTC2oplq4xJm1KvmHgk1AXPe7brreGpuAsID4woKWVmmZuDYRmmCM4g+4kK3w1dl7O9pweI6MHvlxZzGwuvQg/HtvRfN3vpILokQ6wzHBNxoKmPfomV1drAKJjfErs9/HZxCqSyAo+6RYgNbR7v5yM86K3lMBiFMnhYUVydE6PS5rCUHtvVX0sooxsrCPH+r+opgW2/qq0mzFKuQVf4RGvCqKvCr/E2qDw4Gs18U2wC6RJ8mOSaby5kyCnCx9n87nKeSz4u8ZP8ZV0GPI5Nw7an/WKMyqiqp8KX2bf/RTUQ9x2nkHcF2F1Ywl2i7IVDH7y0FT0hFBUbIiu9xv2PUcYCrZ2LjI05M48wL12uv65Y9DSF0fGT3Bhejn/zjLB9Kqbst5DV+XEoYqoZaoBqM3vZv14FKoseMaloh43vBDSkfANcMVd+nacSGz9a+nmuIXQGaQVRl69lAPcZHXeQ9onDETf9GqNNDil6ZXamrXUc/BTtKu0iKPEezG0OhMaWFk5isZ0njLYucZz2efvh51rxeSV93JvT1PYeFXhtpAI5p1PAywfFWRGcPwHZ2Ex6JBD6kAaFn2ClhwTRRtGflqGx1S8QiH7XuJ4rZzYXjvTrhs0kIl/wtwmQCi4NkIXXpnrgM8o+BbhQPYU8h8ORPcgkF+BLQyhzhi19iiYQjmGy6ksgRmzXbkh12WcbVEHKh3eqyf7nsDyQST8HixO8c86Dh4+U289OA3yRzmZ/oBh5m+vbMbBxvs/a92kjEHsNYuTk6bg8n+7Z5UT2zdCBp4cw2wMnt6C1ZaeApIQM9f7ISLSTDDSsA/gJPgLO4Q1+k5uTqv1A9DPhhflUe84CnVixmZ8RrwLvbeBF8dMyyXWso05NWSZjusQQkDiiguv+FEUt+cPRhHMIXielT7T94MU4MOL3hNL7NmSnqdBet+/Fnh2B8ZqzwE/6tzVzbpjDjVH3WldA6gPFhzxYM4Gw5jC7EAx1oqnGJraSB+QhVRndAcwD8SYwVFxNEarp1wK69tlRMBQ9Z6DGISpA7Nv2t0ZpUAjFLb+VJWQfRMLLDtPyIqks4j6B7d5xef+AlCfWY5ZkhXHebvdfACxSG3XZ/Cf5gYhuNXTIau+UlwdDvFrPfhUnokcHfaa8KsrhlHjkfO37fLUd0AZjTB4QtnNp7aSC5fxmANeAbKkbKNZCkkEDzW1l326VvglSNo+yGEcFsS6J/vKK4iWBPkze8IH4e38TuRI5RF96N3tx49UxEsUnBCitdYdpRxnOp2eDvaX28j6zmNtodVvzHGoqAzLXJrvBEhgjNJY32B9GFa15DcMtVWeiw1V8EQbC2v1imTHNdinkaChnBJE+DWxzjTA3W5y6PmUVHuwlPAsYiV7wi/QjIyRI17hALRZdY/BrLal2aB5bOlWLEqYqB4o+mcuaxI4SvOLyUzF97kxjrl7RgS+DbFGFrr5lqfl0kAinNEBxeU8R5XJc4cpoZQ+f1wdp9fqr7mscBgWeN0dK8L4VknnahlErX7NDWilaRWVpTkRjDMYmACwkaEOpBWPjUSJmJVcpr/1cVzaxL69tAbtJX5dL4voqIPNFTt6Lv722kVhK/rZBe1143r169onyt283hGer9ZF6mg5eS593/GmiFU+S5umHGKlB2jHKS5KT+kCsWZgWfxAIuqyCucEHqRBiD5MT4ga+o6+H9ZrK/e9Ed0BGZ7pTmVaTG8SAwPrXySGjS/WSYww2prEQIDGYlQjeonP0uAY9LrlcSvd4z/DOFI0l6WMq8+dZ6q2qHUSjcMYkn6YlWcmKf2+/SQoCnT3xZ7WqYAKAgBeK8fiDZ3yuljm56IDxhTc4+G2NolqHVCjQBAA9f0eImtUxjADQleJjUvfqQrgR1NYaeNq8erVC9EWtQ7wyqxrpnJB2y+nCu6LMbT8D8HFXgpgN23QN7lVanni7gIb8cG/TVa99lzM18y5OSe+COFuzhNyQcsKCI6w27gSeuPW9pLEVBJ1ff6daEcS1c9ouLfRnZpOicadadRlAu+I89kbR0RhnDbwx8MrqAtvcBWkKPZgn1vIudBBiDDmHBEHV4xIVzruSAKOK5MG/fEODBv6NCoiVPuo2HkdHPVOuy6arRqA1zfxdYpbWjJJTodi5EdFne2YMHwRbWYCg3Vv9VGvxoTfkamMydJXzY6hxfm3YyuDI680WvVYSjg0tKuhbhNFt4reut2Ym0Qd1Rd5hVOSJ3PzGEYNRybScr9STNmhmOuZ1q/z1ztGMGWGnsdmUfTUlJ47lTWCGHPLXTO2WJxSvcBSJ5qlXUFEHPCohtMDg7MUxNY5+3vkRaLf2oKNFouM16BIHCzxqwqPXoTMeYg3nT8bhxuG25QB8XQ4jRp+RU815Zv4StRCt/wY+y0Av0cYqdKN9lR+79C7pry5dSR6pozDtHBDuIw0zPy22Hkl0yD+QMa9A4KaV0LMNUcZzNKAh8XdRwJGmnHKTYYIo/QyQIAABHAniQBRHPpp2TwmJyCeR3F2C8O/gJn9PQ0C+8s/lsCnhcBYbvoW3Yeigossmmq4D5/W827dnuGVuwFsRX6toaZWV/Do4/s42n44YvtNH6q7R9t/BGyMQwpuqEKTQVTyfTDxdZiCPgUqHZOJaxHfvmWw4iiJZbq2HcI9Im2MfGmYi33CCKEdMEBTuhMZ0PCvqKa4hCNFp4XNVJZM+9kv3kSYgSSYqGFz++/3qqLctQLOuIeMWQe+Vpgr6Tz47vT+rF3+FIjkkSnKrEoF3RsrK+YpL4K8/rqinVbKT0xrtlFhlUaTMI72phfjXZecRgHtL9RC3tE+vUog3FhzLj1CDwcEwi29J8bevjdLdNbDU7RKRo+92i0BlwJgGGXoJ9vTq83kU7vj4OSFm0KXdhO2OTzd5/aXFX/IWl+4d36fEhl/tLmNap4Yek+FfcgmhtcPBnsnaoot1c01YwUTrwLwQcLjpMuLTiPfQXohspTUCk8p0bimWF6+bRn95zDcpyEdfObj4zK9x0grRF13ygv6FAAc1slxGMZyzBpy7j4h6DRBMY/UbKp4g94yDpQuxJ8kzeYOjq3SkP/FfaEttJMAfpVaRZxKkqJ/KLe2+W6H48w4mdhNouNGE2VnNqFKBUMBjZwFET43/dnTI1wroF4mDuu4CD5Wl2QWWqvBeUghAp4MWBH0JSqvpCrVyDla3xlGO4K5ju80edjO+U/E2SCpXXqxIJ/LgzAIq4+zpScayeRtkKmBkZq0ESqiCZjHRlqMai7FssziwenciSdWP0dBh7DDi+FcE3E9mKdT5w8A9ZQ24Ou2ywG4y2lUrAmXBlKISh5Mqyn2T9vxfsVXpGJnUhAIDfNbZ9Dlp+cPCJYI41biNDO0XiRDpOh/LUXB4S0QNdpilO9eADKXlvl36aNA2kmwW8ZjnfwhTV9HqJXWGELbYq0AFTUmswjQ50e+jlb8GpKEHRSqj+Te/9pmUYUj+lx03UsF1+6EWpaY7VxXS7+f9NG1l6O04EBnKira8XyefaDvtX1ykNeOGDla+kl5GVdb7sGt4uj5JO//MynKPPbf/tHuMj+lzhdAEXV/fx9pa4huN8R8oluQWvHfcRAh9UJXE9V6XI/xD4GDUvT09CLOlNdvdzzAS6dUA9Xy1FkFnMHSvJ/4RNwhUUc9K8K58aE7hjK1XOKsVmGhp9dWQlPI2PC+uhuPi2UquxSSqxFlNKcQDmQkwbtMyaFI4SPJGo1HRaICR4VKdC9oR0L+B/Y1b8S55ssl3toJuAqjVod+iuYqA2mkyMmTuQzCUkjNIIW03e6QN3Xl7X4eJRlqczYIAqo2F/w0wi1K0IScbQpa3wBeLnw3KYLnlAzuyJuSNynkJIQLwMBZymAlg4E6zYl1WnUU2O4k10r/Sqe2oIQ9+H32r+MpQgGQS8SCAb4NDp23XvntsslBKDfN+YzbNjWGddLKfo4bw5sQKsifvBnZlxb4aV2CHEQDOBWB/ogDpXC/gkr+dFERevXabK487UmGsAFI3cXVNhHezTZz+HTi+AEqKt29yJVT+JSbMsj6B0iV/8+aJiyyAuwSrWwLGyAS2O+YjoTBHaJAbx/ByxBkJ9bnMn6+iYYenSvoDdPyuUZBa8OrBF2x2IKw467bFYEOsKV3+Psb34Ekl7Cv4xhQUz8x0uvuFpeUtbclctydXJg2zIocQ6dgz9lIrWWxSvAjB1TaMzKayHDDSOwJnAOLveA9JovX0XVCkJ+JhpvY1W9Fc0hg8ZeWn/n0mn0EQER042QzGFyx/F8IXMuXbeRAlde4erYs4D59nxXAb7uplI0ZvcyV+5KrEXEYJfImpUCzWTsH92+3pABwGsYGM+fgQSSEyPmU3nhVy0moSdhuGRzfo3wEbleX5EpwVffpx7MqxlEchlOclDyU1zfn/cT7HJ4IhUgmJAW3VsINOGQEzwzBJGDwWqsE6n4F0VAkoRy+uyuHpe5QsjgxFwA8gALPAuRbJBCYOjS+XH77StoxrmsrNW1UKkfRq2YWiRn4aCLJZ7cF9U0XmB6RrKziWA9mUCDg0CGm4L0z8kWSymPyd4MHGW09roA22nk40ipEj8YULro4/oqNLLtGwLHA34rn28ut9Sqd3EfDG0capjLVov2vF1kHC+dxjqj5JdpM8CWwUoKFk3NldqCDmSAqop+D4AgRnMUCKUPnS2/h/30dAWLW7R/dVwz1IZlUVAx/vfAIAPkpDUsoiVnR/SlCvAlaSQJj8C51WJP6BEP6owlwm1DAko6u/9zY5d44av3INuNG7h+JirHrRsBYE7xOnIqqq6DBOH62sBKEPk98KtVMOHYKXX4x/jO9hx+shuB7HAWAAkqAGExSFIeluphwRCkZtDUvO21OoRECmyRdWryQYij5F7P0yNmFGuPWJ8Lfk58vZEZWXt8QOlY7QWTdV1TK1/v5fRtAQE46zNSc8AZ3mt3zReUVyJaV5YmraY66i2QDoXH5pvX12v8kALkrm+w/MO+Jiry2oQv0bjopR8rOHNPs+Krfo1WWxwdpA0SnkP+LVxf+1nLVM/X8MhRW55LOx5AzKF76bFC5FtwIhMsvfeCyeuwYqfRBcjtR1+pkAthJYA0y5bacYshIfrdwd1UDn/MDU7Sd1EwJs3yd6w7WZSNwmX1t17VLerGvf4OWpKBcUcbqpzCDoRl/ub2ClQNCpjGgSjzapeejF6HfV4yybb5sdOp3mrgRvfMAiTzmSVmyA8WAnv2YMUSLw39CPcS3rk/UBC6Dzyokf+XGJ7x7P91nNIrmXPDWh05E7UnvDgtdrv4hRpLupToQCdiUVKgP9S9/SlLXVRdU9MvotVWugawrJVR14g+LonkGwY+gFZjbW2GCPY1foaXq6NcpGOhIZYs8TG3jGRTNDGxmNcIPgYHiWNGuW1bmWI13nb/BZNhb7lC4QtCw7LmghHIiDogMFAdrTgijnuzNMmmRNF+4b3rofX7/uLvC2q4+iTshlt6pUddcuFa8DtlvrNa8eFwScY3mhA7cQb4Y9UwzbswOhD1csrmsZoFe4d3Hl+KAybK/4zw6Z+s5GRPtTEwu+UNCGEk0hL2XgFmy+Roe8+L1nNGdKvQKZwhmS6zMyCco3NUazxBJQKsy8XjZIZZ+X/W4ZxQqwURUkZm6sPvZI8IOTDTEN02/iDE/1MaTKj1CaJG+Hvwpp5w8KxjlC/4BaCyLrf1YB6KW7FWiF6x7Dmk6nGOvrCUxd9SatHjE2C8EBvr0hQXML75DZ1MMQBUj0sOghtb8d8wQmIqB6E0fQ0mtLzB/lb1ggJvwjMAldnRYrbD7bXUBcxmS6uaTpx6xoXZ6bgvZ2Uy4LpJr45hIDONT1DGGR+KXKgOPmZeFE7Bctv2Ky6I/VrVuLb6Wkw3LMOI/N4p62m96DMU46lSvBr4pZP3yyBEJzQAS3HSbPqqlI1wRrxIyRPjYjRo6N7GnjclL+kNzvaXbX+eppOe2SHaTRuFxTMo7o5wO1YFLIAKp28XeW1OFsbvGFK9cNT6bpfDOWFpYA/9LhQmLBOSSShK+RqnswppSC+eqmbfuGGPvMtr5jL2LDh6ciGKSvto4VG5+h1+DcfHFbPmUb/F7CGzucx/QO/GO2wvgeD4KZflkE0czn9ZU6ey5v7VsyY93QxpaXxq3+2I8ozjX/yat+6RBT5dlu4DAQj9QbsmLixNx8mv9JUe+ZagH+AOGwm5HmfeU1Vd6T2xKLS7Vpq6tOE2pOVsz5uNtoK/jQEQLqIIc291t1li4RZ3wID8MGDVzhWs0BJEh+43RF6J+agfiU4UlGvdfsZVKHP/jYcbAOV2UAalaI6hjrcuSH8sPsKhixW6N1t4pw24pmapP/ODzaQwVtjXUQauurgYQ+UcTx1Q2STgYmKNNUEkNblYnduisBqnNDGP5nF5ukFxrGHmlR/B5uQW4faX8YMxJT1x1rwLU8+DTG1I9wD0W9UpIx7Du2mDhMFxH1NjXPp95TvNKGWqJZqM81GVm5mhVZyqp0O+icNyTmwfTB6DIZ4HoeIk0wMeCmQKM1+ofZsLw64ObkjTD6DJrcEB9gXCxiM8BjJMY9rL6Qq0yWcysCGzZkEdoIXBFvgynkBR6zl67On97uu8c59SCYFrad1512vHTDJNCiq2fv4GRqiiHEJWkFQ0HlZpzTjV05eIVuxZsI67wG4ped2c7tH8tlWQDFHLe7KaNeVPcsCSs9FlQyGb0WqGgj4Im+3aJDsg/+qBdyHUW6LQlleVHrZ8wN0xSCteoxb5U0EViy9Tkp/tQv0HLAT0QwUsjJs7+L1huglrhcBeei4c6Kd9xuGamn3ZAgnMqOVMTfvY81yb9edCIYoRtl4D+3D94lUo/GKb9iVX5IYGhl4ilJckAVAndapEKUCTH/roDViw4ZO/lFW/wKlvkNwiD/IUzL2aP03ZSsp56alXePocHNrCaQSLWEF3Yr7O0IScRm27NtwuILjxFeEIzWKxaTpDt7el0D+dwwpMCrSM06xYhY/yHQdD0XyleF8DxA1FArd0Q5gksh3D0HJq51zz2DvnwOv30RL155YAjERz9OlRwb+dE4IerNAs3D9J42xFWYI5SK5NZKn9ZVHgc6CK0J6+RX3cu5DcYAzE3I/3qNMCe6dCLKLgtyF9mMeUX3Bh0S26Wl6HZ2T520WZl6wd+Ucy+KNpiOMMgyj6G+2gN2C8Z9PBzKdWq1xPrgLyuCHUCK8ExdV0iWRLV9BTfilsVXLfYxU6ReeCNPyGE22HwPPUYy6fMpabALfscS0bjwbf6d/nvGxqM1WIpC6nICU50jiekmRPwDFS/SnNG870Rbvjm2b8SwS7+WR76CE39NJjQbph2g1kwN/kaVv3AgumKXpepX3mNOQPGsAO1PbJEJ2+C96JTHXrIAedMEFpx6+Ea3Vdp668mYRoId8RbgoaLZswr58gkcOMopAjfD0dixL1N2u7e4pHrmvEpCqAhj4hl/OxoKfUT60uNjxKc2XwSExup9aL7s+Iq++fXrntwU7gQLNxqka5KAwL0mmQr1sgIbQ2yhMz5Lu8FLDVLsTwNoQXHy8WVr4Hj5jpSrSkSNaVTrsvOsm2qm2PfTbxkMirgM5RqBga8Z39UHTDkTZYKQcZycBAro0v8vUgpM20eI1GhxH3kFTedJ4pMSUfpwG3n8hPcq/AbhvbhsCvQ7BkuFRmVX8Pichn8DCk720Jcqr1b470k1lDjdwRoPYrgKIZQpio2j4Ze/BaixophBfrBnH+jO02RNXPvoFuIgH/ktpKAwzkrsqKzMaJmQIaxWIvf3gaIw2yqg0EpoOGDmijyhOrfbzZhxNrZpEjx4vxNyeaZibp1sKF+rNY9m79vZP1rYx+9luS8ghhMieq+efKE1kB/kWi/H8YVwICq1Jh3qv1/3wcK5lLJ5UFNhf1qj/GkBADeEH0X76oh0aunC8FDTmg15JriFAUB3V5lagQBtL24wl1by1brr2d80sCwdFnuA0KX1Oa17td2lB7S9smTdf3IYTd7XidpFPeOpi62KwAUbG4Bp/aAHkRXGIRoXWZ1NroBWGiHpTkLPkQA0HM+W7oFaceirgGSs6fmZTbyuWlf5tnJvIsWmnbmask3YTwlOBBNkFhL+5oYU1evqp9xUQxSmhRq+wpQx4IHo0jUdB6Z90zIls5Eae0iZBLSG0bYqyhLlS6V4cSalbYR1Kz7JRpkVW7sh6e+2KqL45Nv0hpb+Mgg2Sbu5UvwVe9bjDk3D98q70KbAygOuxjS9tV9+7UMkuysuWAWtj1E8qGFewgwzvLf1a9YYsWlUAcNQ1NuMA6G9tQMgQS9F9w+3LqQiTS2niikEMo64IROb320ZVZqwYyG6pomUDljBUg2aQ3YlMgAnoln70R/HV4Lrdj0v34vGhiEPzXSCThgbfHeOViH9Vgo3ozKET9BFQxyTrqOosGaolpKhONB5NiHSO56fbQbvUUAtQ27AUqpjdnc43/6H4TKuJy+08YxHX7wMXLRfDU/9FJC9OgyFBsvRMcp3lwz4VIQdx9IBaOIUtMeI+myukl53xgK0f051Kvj7VdIB2nrCItf5Zo8MAKlBICO3KRD6dNAcCcTnf6fO6vFrtT+wXFjfRu75pXRVk/cuSZuhUZH/2qM5DQ8HUWcinkr6fEYxl4wMRvxepWRl6EwJqIKxIkfx6bx69Ex555i/+gbrufttDF+ZQxp6vflgk+o2qRmd2l9dDuH5LNPfymwciNFKkr4Meji2D3I6ONbXV5UByP8e32o+rMqCN92yapcSyXcZmekhGrx/1HXCICIJBAmDL502MK5S43lYagL4MOXk5IZWFbGPLbU45pO5JLgXluo5ORX5oPyenQjs72/ljWFv2/I87JhWmjrU/o1Zdu1a3rNjVR9Dm8ZWBYsvALmP0k0GMPmR7vUFe7agST4qEST0r/9JbpjaP6isweF+HsnmWPPY1E+o2VvCaW0r+PR5MK6Ttgwz9ZzHvnSRqEcPfTtW4wVYUkm4kexVOW4lpQ6+v5ul3DKPXXwQt6N39Q4SAoyJbgDzOktED9LsbE5Hyv+zqQ1/VKqhxgfebHFFHHQfSU8+KHPonjQInaGUn+cC1ulIfaIrsCyDi0NvbfkkO1WeVlsvZzDKDP7DZi/JmdIzkR6hd9D+dOY27KbX9DGmV0ocwl7hX1zcNsk3j2vTs0teJC/iYzWrq147z0aMIhFHFwlv5cIQ9Pfw4IrJXuwei0UyE4udBNruz7WZneTaqX4qLlyBbl+kVCvSRAVL0iwJJVfJm9qdkdm+hr4fe2BvguKZ2qzdYTtBfPmmK5Bp4XoD+iBQ4AlS1nG78yheQ2PzgNRHGumoZvMHroB5PJN82mjbejlAAUSss10ol5VY5I56H0H8MeLxkX/elEUibcfw5G8vrmAm4wFkq34iuy9/yZGxd5ub5jlvjsqc44IA+e/0OyNEJq92l8X/XmfWTpbaOI13vUyBUVtoL/woWFR4I2CLl3d/0bB0b47vGV/7PvNV2U1caIg9Ctvi4duIlTY2N6Mr5OX1+algvZUZeXoh5TiOJhIwZHMV9FUoBh9kR8fUCQtUkhixNPPAuTigzqGIDdzcvsI3KoYLXWjio7CuK4iwrb+HoO+P/qJlg4NS+4u20Wx/m1ep0W3r+kgBVFAqoF9kthD1wzks1wPYl7W50v+Kx9Hc5DL8+Kse6m0t8U8jmw17RdW+9ULYs38kAlbXqcTUAlI6+SSwb0jJTcfEq6a8p8pCqRNB8o1wwfS1rrAwagmo7i/hn6kUimgZKRbwI8OAHUVRGtRXSnBhxkQuPicxouffJ96OJhYDrVRhcYlgEqBDaMmESNmPum8dYUhPS18v+9arpwXgl/kc1Kf4fxZwP0UV4HEn4b8bs/QyhErMuwk6VhenfmK0gYFzfptVxdEgXo3tqlSm7SGhAnxSc0cuMa3VxbJFCIW0E1Be4x/Z4MpN6vDrrQzlag7EYfcP/7TNzn/PHh6xnMP7BpULDLL3M9nZWxT/tzJW8uemPxb8cv7CLouHvGt9euqEzEVoTzH9++ph9PFqXunPx+/sYhllekkANs4xxcqIYfrYA6FQlGl8lyjquUY1GaBHZ5ZBGndHdhfKVKzif1gs0xsJLg0P/DTtWDttxoRnHIw5jdP//FPXHwuR9fbLWKOlUOcFzLIbDL5N28iZNcrtrjMxgtwqmXA8ko+XMBTu+i+UHasnfVF6GELn667g7KdFaDePMNK/xXUgcNpXdkM4nAJaLqkVWJYX8GFrv26x7aYlllxyHs2o3bAaBa6G0RPyWP3edzylnS1DVtWcDcAeM3VR9z16BqwyJNrNIKdM3VMCg7dCnoEniFbSaAuJ4gEm6WqZn+uqJvrBMwNubpjORWQBpO2MiGPzRY+lry6IwDWjkrPssNngWqXFMrfceoBH1VjOFHLf4JXRTYdVPXAGGiIk7XNMKRThAlwm6XvdcuW2BDdmFbBJXGoYic5BWpJxF8M4JnziiR3peCvfDH6DDsvysCrxVYYJnjuGG3+u45rrRvgpVJJTJfmxEOxDQgL7k9JOl7xmrCJPooKbXNU8DLks4ZLAOyjaWouAbBuiM5IFqhkuDv1s4GrnQzucQtjz2wTkfbHdnskULvPOv8wusE5RHNZ9QyxaGRbma4+CufwKA3MopRHvs9C2iEssNKSr0kEpy6Yi8n0LX2b7SQ+g9naNd5cbYQCI5zZhaRdojTdmzgp+jxQ/J+NRooF3c6tdg3/jCcNz1ETFjLUmn/pl1NUWsHiHQuE6B+eKXfCZTHX8O2pqpvJP1Pm+7zoR18/pSnvFEiIgb28fhkz3psm7e5wVk+h+O6OYk5RtVQN4fGTSLf1BQXIcRpNDBJkkQNjan9zM2zaS53gudMkJHI1dJ69zWjnKXPzntNR20YjY0g7oIBmuuzUmLaAnuu49BsvbmMFRt2XlBqSdcP7+5MNXFVKMAZQRPIUXBWkt/43p6yPWbYlZAFe8pNFzSQYf12bLxyPbEKVYOz9hjS3T2gt5Ry6YyZpoC2OQfHJX++34A8I/Bdr2vOb4JLUYYOG6nNh5FvVIJXDwxJLVi9klADwSMWlIEfCMFgd13/DsD9pFOafGgVkOMsYODf2LeOJ1RpuprtGyBRndNz1LQemszSDYilx7/Y0pxaqXWk2QeMSEFCJjvuLe1fg4WelI7K3qqH8qeE/f5SPVVaBXW+wXjFZnBlzbO/beI1eoD9ScH2eTcUHk5SJHXy5c7W5dine4B0+o0xg044MRuRW4Ijl1ZMRQGoQf4oatoEctVh0kVV1lRt0uy9gllBfQTcc23CnD8+AaqRHwQHDrlqs6erONGYXnPYXOpGPRuglW3BGm2KscjrhljNe4poklWQ9hmk60mGSw6MovUxJhDYIhOfoClrr8guoZw5niQuio2qzxo24EaXEOU11RZKyuvJ/VYsOIBHBZbU80nzUJpE3SMQxkK1X1EF5HcH/mKQtUdguAGLlmPByU0i0NsDsuYP3SO+jkBPnZX9AKhDbmN+XudVIA2CIYnwno6Ba3mbdiQbfeUZAs3c642KfJDbiLk9YC3az12T/5FallLhGM8Nkb4PN9BmZv+JNHtNJGu/neKdBZefnShVwXEUTF3pR5g5WNW54rGZ49YqLPhndoU1ixr5IJzS0HvfsfEPEkeCCSOSboWuoLsWDJqdbyM27PXDZR9Al25/nrsqM0YiIffUcAobAb0WU7jxdWhBz97Wz+sHZFlL9ackPJpn79TwECUPG45YY3Rz7Az+YgueCJqH4G3eotK3l2wBYLvYA/HzPDOczbHYYLnhJWxIjcTf5dU8OUmsCB3x0hyPal45OVxuowhmm87/ccSs44JJsZbb4BlcJ5xmo0JTB1n8LTL32zGVE0fFRfDd04tW0uyy1ar1LE0kNwlAMdUbGTBe6R4Ux/MxVmt3t/oPsCkQ0mKrUcT/VnC0ePJHlAW9Qj6th9GSOIyUpyRJcwoyHjXqMHR3XnjfiT8zUhFycfOrMc1GDVSBxkJ14FuqZOsnkryxPkFfISQG9gHncK83Gkb6B1lAv+WgBn4VDVy+fZDLZf5FzivdG9or1WOkWiEL9iMw5O0fLVB/XUzHD5/RcvK4bLk5j6iaZmnA5OtWMVsT/DoUmMi7F2mn+/6P5qgka755uZbSFClxDv6yRhQC9hRrdDM18Z+I1zfeRUbMWiXEA/RXmaVy04FVLIjdf7UjrpxLZN3ZglKUw/SV2d9JvkdEmv0q0gBPfBE8+awPBxIblZLLqQgTgEA40L5hyraW9hTo2D+kOcIxpkGMsN9MY1/6vu7/IjMf+M4s3DX2NxON4GtjPOcWcf8JfKDvDdH0GAblRM7WGayXI4YD6odDVuUof7G6A0ilwm1i+NrrHySodI2d8TVorhJoErT49yT/1laDW1eCxFYfRMStmHIFW+jcY1kvUB/+jT5tqAHFE6EEnHeKeMpkAbT13cY9OBXAOB1mRyAt628F4mxAtt8LA/THLyBSrIxrNtr9bFa3sKLfQPhFkkZim0XvLn5vhKKvBJtWkQl6JCvbrs1JR8F9Jo1edVJ/cJcmUhTOB14rYZlThRNiFPtnkGzJZrRulecIYUAlbqqtyU9sOUKprprxDN8evP0fSFvNBzGkyhIQE7mRXrw8fodtjumQ+MyZ0Q+J1f4oKoZkZ/KErdJwxW3PS3V6e8hVfidn+lPPGxh97Yqg2slblNwhbnLtUsDcnQ+jsud1ePxYKwsoLFsYcgt12wKtFrjfTFeaIJOWxVULt6YD/blehEqqDQcESMNWvi1/lgPmqKKcNg0mGGhNwL+mzUWbmE89GirMoceVk8IY8Sh5tVXesaUF1RLwNUrsWxaAx9D4oRTxBKWBY1YsU/gZOIcmM+f96CjiZsmPY0qemD2r0E2IV+Vf01GZN7apFaTY6VBmNwRzj0niQ4vTUnwdXJ9oTSiloWG4hgJ0E7dWgKextMDJ55E7g0fX5c9plt/W8BdD+O8Uk5+YQh2MWFtBe8/2Jcls7VuhuhMPK0fPyhVY2xgRX8zA57/VA6SfBXpdkM4XzdTMYd3pvfmFzePkyOf4kWtn20f73MF0unyC7XEOBYPsl+VddyWWQULljDrzPZSA3ArHO24S5QrrUby6CNWGhcWnGmv4tqZ6FIctdR27OkRDlKjlbkNyXfb9uU1OoOnj/jTrxOgzmMaKz/Bg94VRfcuxVQKhvbdP8btE5yGIKJfvmGHIWN9xzubjSq4om6qfNmRtH0XKeY+mVJLXM01mI33t4RHwuu2QcZT1+uLg7OWU9QLyoU7JGBVnYuFDO4Vdb/MzXnD6IB3UlHHt05sUOTqrIsnG9GkF07x7NPENMvRU5ODJS/11DNgsErCYxcdznleOHzELTaZaycZTa+eHc9xEA/L3g7nh41/C9dsEI3W2JCHtYjCids6EyILgssHpQkFRn6Yk1+wN/uMWtPeUPjgz5Zi38RZqhTasPfb0dc4o9QIFfHvqmI6N0Ql2X8OJohhAiUKkrwr+bgjBDWS3KtLXGJdT4iDDgzr2u0KBkiHvIGsUyC7fUViNjqvOrbnxZp8CPZty9LPkQomJ/zH2tknLUn3vAtitcKm4f5QCiD5hnbgMHmpSN7UDkkCRLZmkD/9ZTNRP/IrEyntO2N2xyfgp2bwPyJmBn9UZyyv3YlQ66chSUbGnpUtElcWF+Q7Lxcdjb25rWEHjOfI/sBezwGJPtl0linesSSKbnIwxRM1BSCfHywyjxNyw2xHHNnulXMWBCJhiYpJNcIPLzfiuRMMTiUvJJDzfD3RuW3Nwv6dgvH+KQZIzefUw/I1R2YU1oO2yO/eZZyIbnAwTc5NrGmXF+yU6cTK1T/qzW8sLLbLi2weocaoJ3ShvcJhZEKlIFF6sS+zZB4gyJm/W4OjwYDx/6XR8LNnGD6CkU2qN4qHLEeyy+jrAJrcV00dm/VyyXdk3F+TDdurhm7DjJhdiSI/LoLxwPAzAmiPqTWki+liojdULzsgm5YP7bjEINdLG9ytYINgLEB9yxajUemsjFBVAp8zfWzYEXaNQWY6/luMunVgfDu/ZgDRVT1Y+DD44dycHXSFylgWlXMMTrr2xuAJqK8HfqwRdkWxUR4a0z3ataIT/FsfrhZIZyDgU2QmopQ21W/YDCrexHF3sYcyO1kG0DU5zvvlws0kzlpZpeD0on8LwDJXaHMCGSV51xlfXQG/x68vEE+5UVQUda8OQo1arksoVuDDTDaP5ktHUMH3yDVFbUMP4FtEAEP+kcRemmJ8NyBOTguAd4JLu31Z2cd0f6nIwCKoY4gkhr0Sxgr/+ikHXtvz0VTXwYH7ToFoA/Yc3znasebJnNQom49x9kJD5F9MXdpjBhMgxCsCcCCDFv3ivp8cMJql4jhCjj5I9UcfDW6yY5X8+u/XD/6ZKCYXSXgU0zedgJ0oxKr3StaKUdbdOXxckZfOaqx6OC38bF9QJHvEYya6VOpxv/GdQutR9qA2oOU78hU6qlcUVvcz+erRKcvHKlj/6JvArqPZHAxpRUElDwdhEhMWh8xocgbKBtDe6eiQQFnjY3AW0Nvzk8sgU0EH1sJT9AXWQfNzwNz105ILQWaE23BAVXjYRPIfDuAwzUQE/xSKRccf+8w8zTJdxJEO9aMwwKSWuQC7AeOAYuDRDgo/oW4KhrRd0U8MJnHSRXE9sAPa30vWW+nN7iq39MNmS9prBXyE+KsgLeUUG/r40ZzQyely5t48vZUyU3X8zv0l5UpXXA3ACpRk4ricBFlfO9lN36Cu8a25ZLVqLvVJj1EnX4bRJBHwzhk6KkaCOXwwNBzEDVUEDqhhjSiAIP8p6wZqLYQmQoz7E/qBsugPI4MB9r0EVBOTHugHcGKyRNjqa3yDDHbSwDkrbR7+QyiLaZO0Mo5hcWb1gI/F8lhRWDwvCFqhciJxw9UGZcAjdWUZm563T7vfxE6hb6Gp+goIroVXaFFyUDEMsISzji43popZhsVctmFhhHVxOfRtz4X8dzfR6ckJCTBI9n4JEl1xk5xyFyFlv88RNq5rFeW8Ho/HJq28Vk4zpM9fNULOGMDNZWkFEikv2HixVf+CTtiasrhgGwWUbwQ6y7x8TccG1fAmdgg/gCVw9L+u6qdbiFH0dzFVnc8RLSvvJoNdf1UukbnjoPqnjt75iNJCtrIceAAVyr9itqa+HU73WWwdPr/xWe12kfuE+xqusfsTzE7hl6GDsFCaicZYAGlKY6tsigqDefckUydYd3MsVGt5a5HU0yH18h7l94erD312jgPbPJxQksMMjqXvKcrrk/zZt9UJjoxzUKNAcr5+ZsMlMEYusOJ+m1MLaz+q6vyuL9s/3COBNyRKABjM1LQXw05RJQbsqVTkZQEso9xEh1CtruPfsv45d9mEyzhk7SuCBCurHhOrXsOvW81iihXAO+nR5bMFZ7wZfELV+G7lYs/93JmmQtf0f2xiBZzqiwT6mJIKbr4v9yixmsfUs0tJjpYxwm5HvNOvsJnBQCMCXFzU8Wawx4mylaoBhCrrkyh6tEgNFBR85U1e5w/IXHH/Mh1rvJQyUpsf3+QD1/QzVpqMoaniacIJBWxZl6bntj6iPW97QJXQyKvrlgBHRU+2M+L8JFNuR85qo80JAawAFnFStqGmZnydQ4pZA2t7ju8Ca3rDPfLYAn9/IA4bSPddiKaqnaOJbS3d3uk9B61QgSJqpE9ueW0gOJCDZk7MN5/a45S7NlDnAw4Akxl01LYdK2FJmcL/PkIkHN1jVlbWfYnwwqTpS9S+NHyyDysAx7YgGd2bUJFqj/HLS70sAVU8qFSpxCUqnSP8NFl8hlqrRQhwflo4pG2ccICnSJAZlTyUYJDj4ari5IY21VTkbg44EpoK0q/uCe8Y2OtSvQ8hqSNdHAgMk/pd9J/rTaYDCTDu5khM9kgxZwn9mVMFXF8YQH06CFxgONQls/Ox7KvgJyBFkfD9KkMdl90FIVLRpbk5HuEuuA6UKdLupOT/t3G45vZWTw9LCBqxROgMkOnrIzJLHXuYB+oJeMuT5C2TUqG2xcMPyU+P9mOjmC9d0axtTCWkpCElcjVIWF5k3D6zmyzqQq10Zgd5y59tKCAgexMaFVyp5P+s4WY+nQxpxDSANHbX7QVm1IZMDDDk9gLdhJVmG6G1m1Jiic1umOfdHVqUkVXeBGJL/jUKZqvcClc6d8HBj6O7sx9Hlmjrz9MVLXmCkM1DRLtA5fCmWYZHSuPEkLTufKDfsFO5LmPdsGkAS5yzKYtdpvDvvoIekmaQCViM7Fzk+0occI5t2zfxPacqGZU6f21QIxiJmYCdhhMOxLtctgslxanvhRysFE5iH/f+1XJKWv3MwAY8So0fLHpGypZuhR6xjLP9x5a7DO4E8PatNtrVlNjDq2JBcq/IVLFjU2UCSkFbgU8vBVLmpzAtxVlqqbOzWAUMTb0rKSjfcvNio7qSyyEAgo+p5I6Na/kcIljg/qzpyQcYHxZLm5JGRBtasl6ZnV9ZaDtJEK5+lA7Sh63u6kyXuwZ2PCS66Y005Bfda94eqSqs8K0vUk20/S1sokRugcubNOZ1SDh6OuXCMZKqrU4bcS7WhdcpGh6ok7Y4jVZV/SOBhxG3vHgugQ+GOMEs40xqS25HZlq5jYVVFtzMAHbHA4BD8eyiOP641hlee2C0G0g2y04Lqn1AzCkDkDhA3L/Gbt/ykZUpWQMLEnIkSV4Dno/PL978rCXrdkuuYSjoMoI1GI7kMZJRUsuFyVTTOQKOlhNSduk4Pha7qGVXrydnDs2GLbeAdixT1uov+cgQHMqA5R32pxUTsifv8plytUvYAhnhmktv+1LuiRrGcLQQ7u89KTZZRAcJy9HiOxshNiryRvgpXMO05Dlal2Yudha8LnKY4v1u3OJbh00z15kK2EvRMscYEAMY58sLd2QQRisoBp0T+MfAke4qEI2Jw8MHf+PH0Nm86KTIgDRRrj7q1jRDfZOSphE8sYosnZQBp7ohGYAeKyoEtNTzi0zWJku8coD1IvqGvFcNPznhLLencHlsGfJoc9waLoICsx5tNTc8XVWhIISPI4NGDzsa8feGKzYfnj0xkJ2lXpgwhcKRtNmCLNb+41KtPb9gO2b+pqgz+CM3RRPbmwaVe5V52xs7hp6zJ5JSPy+MHVPPCAbLNYHY6WzhqWgYzxTndcMZF9M8Ba6ic7EoVeCfKGTd0TjoscgRfEPDumkpN21K6wRHr5h1r5AaBIs4ei8FafqKZuqDEkQe8RFneo2MRlP4s4fR3v+tlSSNRoi3ueFFfVHYLGPwbzti06Y4DPwt2LmjusFzrNv7e3w9EAEd5md1FMBY317jtLKVAgJZEXHk5Bv9OqOZCRZFYkuW96nPVlNgxpHp9IsqIHBJRJAZbtVv8Wam8FbkDZlhzBiSZw24x932gx2Gn/YVzba5Op73Ib9Yqr8veQLPEAMYOHGwt5nbMer+5KhdSIOp1KfLgvezyp5ZikJUAQAzZcvRIdClZNM2lEzhKun+0/j1cCtaXtsZW3hA0eLsIxgEKNBkxwlEMQ4q28RtC/BV9I2fqkn29pyAwIULoOXpAutML6JtwidmNF2WJmA5rl6UvmxQeNMCKKYO7NrYk5UezhVwPAnqR9oOygaaXLo64H9hqtVrMBaa2HcfWqNmVxYfMitoyq62I6hT6xCfwWWLCXq6Mrdc11LdVyCVogaT7s6vv8QNMnfLB2xlezVDthtJqDcQ2cdZTCrn0jrII30SuhUvFUCPSKF+C+lnuLRs3r51HWsCQzU30Qiinui28KcK+QaapSc79tnv0V+OSDwzoOvn1FCL8Od0pHSDDSYotrGDpdnA0D7JotqwtoxNmw8Wy+rYB0UvL/bmUVr5a8P8bP8wGVzwHdluinpKuQZRxHlOcs13dcj7+FAWKZ6ak2zOYmy58j8t1IrEknYLqIp4B5KkUAWy3xqQxYtPlSZc/GKx1BFYm6HhFv8KLYrJ7z08CTxG2Y35swC3HgjVKSf3r1qBCaKT42IRNtCUwvz1V2K0Ty3A+Zjiti7hroyobNrA/xhQpUo5ZU2vaRo+Ly0NeyRvgYSuZgAXuKwpHuZlukNVGSTMnQ1uF9TGDhP7M/XDVVYM7wl1CbNi765KUceOlnHGjh5wBtWzN+cugl9peUk86T2Kh2bzcwLX46rpj0ek35knBlEU6iEpXeHEJOf79fDvmPvXdFgbf5KENdosDtjqtwhULf68z/iOwZZ9Pu4zcjLNos7EVBXsfKIKCxyVXEGqWcne2qOWFVXzOIEBpjGr+R6EKYnpON4RJifUNydWxfXFE0eiJjXbOgVrQp23VJKnlGrNTKf1ElwFAjVPQ1AUqDqPt8ZL7rvg69Z7wT97BY/1/Yzj2P1NqLvLbRs/ywCKrE/Axnrq1oRcsvvWWa5dK1PtLSDYvsyqbb3t0403ovdLHGf26ST16xDD8nGHuod0lGnHq2kcRnbzKeorn6g+VWg5Rmk4Fvg4Ys42UPlp5z37F2rN2HE2rWr3XmXAv57/mzqE3WSqqB18xxBg4LDJWNW55FVSC2cGqtKBLsXwBLnyI+rGJEprwOav7cSfSRpnyvqhjiGvtvxQlPX5W5zdbqYnAfqoUzpvBRDTPzCTAuh6sjs/4xwtxXYv/FWyfA4gfLz9gUKp+xOW6nnyelNQXWvd7LB0z5Os0qNYdNYfh4T5wi1FRt8l6kRUK6X08fA73SPE22hY7wlUbFyfSInClEyGPFPj/evB3PDLww0RJzxMAiE7H57+lR38uHnGKLIOtl9PzER52Mx3DvDd/XdRzTDX/wyuY6BlO9aWTFcrehrW87A33Y9RrqL9533Dkw3dNv9Rt7ibF4aZ4VaNy03IDTZ1xc/LGR+MLmj2Tj/wErtrBe4x82qHbBsYR3Yehsx5iG3rPDM+L9W1aRexr2bN10XcPuCeqLTAcM6es8swIMZzAmIsjW6BkeuFpNvF7Gf7Jc31a+hz+R5y4jcutnH+lcCjXoms95UeXOS+UYDzVKsJm/U4i72beU8wuEiox5jLrZcu2/9CSDYdCCIrgJEugF061iTb40w2OKtJ3jbT08PQ/v8j9wvURAmn0N680yTIAmRXmzvy0oA12frndgjLBCg0nVb3thsUx7aF7axDwf+OJTcnqQIProejao5Q9XDDJjPnEMUtbldWRVP7KPLEm77WbPHFg+uuKaYitrF10EjpsbOrg6hNihH279pwihCkKsNPqqRx5zbgGlAfa6hYgOPeyaNa1GzRk0k3aR9JABsjmI7q1jzkOJl/LYhXmVck+NxyT8Dw2pEQdz4GFb6+GrlFyeFFbfrK/ubHeL1IsGOCfCKhC/X2OITMJsCYrEn0lKTj87xp32bUI3Y7e78gneJOCtm1iHAUCebCcOeodj8mcxaZA0QLfxYR56KM2GgN0CE/XuRjIZhrbG90qmlV30hy8Nljpiog9P4ARuGabX+6BN93Xqv7S1YxaL4aSHfEATdI7Yst6M0eJpbDOHkrc8FPXH2dvOCEkrLliUYPqkT7mPAEOxJpZWq2opylJeu3S1YWjbcBz9p3zxB/SIomBYB3pjDNhEO8cyLxNYDEg1Km9mk9com0NOgGEiboEhNF2iPAmN1nJ8cIW70FOjo9iCVsv2GIkZzePV/Q3VLC5XTOrPgK1gWb3mqUoUeLwAxz7CRX0lDcXIx+1d/c3Vm7nHBaYMeG+6iUE+0ILDT0pv6xqg9U2+Zdu4k/NIrTBFT7MhTdH3H8n7cplW+vXZNYEnGqw8vSTpBcCUetI6NyjhKaOMhhL0tWq7xjo4xUHc3LyVuQDF4frU6kR4y0ZfqV0ynBsi20F6vA+vabsTGiYC970i6p5OjYNTKTqigo0oAlkc6uFh0+OTTojhkGHnF6/rMYFYdHzxjAfPi1F28MJ3BTCspxhwj0Ox3Z3GC3FKqQab0FOwVIWKqrUon5rQbUpxxsYaVRTTuEYrFFkVzyLqdy5SereQu+i1Tw05bvmjUgB47fCrYRu/zaKGhvcJtjOxNAcOznrxwqzxXj7dCso837vJ1lOS/15X7xVAGSsQOBFRdF5iYVu4yBmFQ6MJkPLxzRxDKnZJ27lDMrertM0mzEkndJbkl5nt/unapD3nbh1G+mhke2tuVRI6FYNmk2TVkVXj285xKqhuuXy5c/bwxBczsrvTj+FTZkXmH+NnXF8/3iAibhskcRm+Un9QpCD0dNNB6o8b7ti6yTMqQkUvPPjLmH4IY5EcMmS9AEEc9oNmhBKPn2o+Um1irU3rVale/rRnXVJ3fwN0WTMFA7+YawbbSZUe1oOL7AwJ6mgmGgfVF/rcXrUysPqcmim7Np+7chJVsHbpC6nxJ4oSjnNwJga8qEa7B33ipQ1UJGcy/CuNXVy4ZXcQerkG+ntaPA4kMyMBjPAcDz23Nd79/u0Lj8zBtc7tfisKwPScKjjtRZfMLw50s3YNx6WOrEc7GAOJO9r250CvIcFEr4U7tkZX1Y1G1puDfv64Ew+7be3yS0eg5V+ljAmvwLflwMhD1OADiRvHoDbndTfNIW/sIv9YOsaR67eAFQN/H7titB4qYG+KTI1IALbLTxAkCqCEwc9GfrSblGwCd4tHRZ0Ga2HbDgkSliAGd0kRckpYQR8k6Xp0SPsHCPU5g9IcXrghZXU94gu0bTSdHLPgITOZDq1DeVoZclEtB2iJG7Z9aUO+I4Ga9iHDqz4XtzAcwJkoO3W4yfGrGtgDxeUDmSPD8rwjo/liNzBv7PZlnwaxDKObAeHBKL3JwjZuUzoVxQZhXQQueB5ymCAAnY1Woeo6wgJicHKEId0yscQw6tgEuBdbfU/C8n/2f0Z9dleagobW+7D6ecS1nwXYLeC+ZisLFaEK4msw9VTWsveGIHiPD7wpnypC1ilw0MGLaaVgWh+/1Unl9f32DfrHq/D14sE4VhM+5Fj8wVMciMioeZ4vyiWYtubz1wJogk1Gs6fHPhd9eKCTErxoli6CV8o0iJgmkB55kprv2mKonqv3qOArCskrpBtwo2gX8UXA57yVHeDZcRQRYWxPn6ulmkMguk17Ub7llaMOT+Saut8ME6/91lmmt2aJasC7Q7rVmg9/IyZ0kEmd2X8INgsAwnl0Vcgj89S8+4BWrG5o17wTLKvAEbvnmMoSScA1SxJQyCUc1AnVVZP0HZBVdDFh2fsauQwTb9f5neEsBD1udQ7RKjO2FO1GuQklD1VSU8cziU9S8YpUs6sjkf0D7p/v90OF8QErantI48fDv9OyMhPqD/YICHvOgM1/CjtJj9zcMtIafUkvoFFyJVVbNslNCbXwZ3FTYQvshRXOuIluUDFCI7Kd5ZWcFMSLAdIYAlUZ1gI3IegOf3VQsuNH0GlUe4QZjbQm6XsQXKP7QzvHmZ++25AdTdQpQai++1XJT48KpNR/Bw3Ug4najC0BV9MuHuqO/6syRfbk7SSLH6YNnZZdZm8TUAE/nk78fNQmCLwBGl618ujbdNX7UlkSq/dI6zOh5iPcQ3xZeAq2xv6BDCZTSmHsranGsgEZyeGuqjMHzkC+45AMEEgV3fpjMtX2YF8UFhI+CtyD9E1YA+CqEXGMGYv7e34SD9zlUs0WuLmKrHSxyvT39DoGpTjZyuCUsC2+AU1za+ig1r0/zeNOf+BcGNLELMjSKZwd/L7wXSZMRumxApqfjfq192OkIBPkPIHoYM3X+GG5L/bHef/otKPpda6wxT4FSUAGoTIQP9WBoQuejuaBNXZx86OOAXgYDfiWugk/vhH9QDmJchyogce8ZVVCzlCrpA1Sxeb4rlK8FIS37zw8t/W5F0jZ0/CqqhF+40NCrUoVWDMJDBsY7Yi9vi5p2Ro14W6bcWGOwlhZWNXx6ESYcZVyfmWmGuJkhmLxH39lOwR+IOVMr9HkZcBLlNkAEdPY68hj4yotLrNkm7LdBmKqb/h2nWWPoyk97bp4eTG0AMRXmzAogeQw+q5ZIM/hOOL3fo0gJOVcM8PkrZOd6COUI3p2r/JJQikZb5+1+W99TdEWnf3f7PFlQJki/CVH4JhOm3s8oK2QyqHz5q3YVZlKImL2MTS5rKs9cJmVF5CljuEHvFJHeFTNzp3vPPwKaNE0i3i/B4RxsN0+O+JjHEAcbZpoMqXkEWcajSqQB7Em68RBiQYRFmF3kX9xr5cJ4VyeLUnMba7eoDTH5Uwjw460NCEXZKmnp9zFC3seC3lyIdMKDpkbXlfAkiZ4K2yp1rAhnTEafSrenqNXP+tDLnZBFbBs8xQsXeoTOm3eKlFJJu6px3Mlmv1cHjYP16PxGNnWMu3vsQx5B44wr0JMWz4lU1qoTn4GUyu4eKus0OFPlHFLWLAgarUkuGpbQYqzc/8rHICtxFvdHl0Uc12cL/ZktewDqFmjF/X1VtpcqPmy6v/VWhPi82zTHXehq1Z7t5RFiwlVLa2QZhTUzpb9q58cq1Iy4JpS4IhtPFQBTPmslvwNCe/F2FL2DWczd88V3c7fcMod+0HIjfRzoeZG7c0+/UNVm4SSxwAXAajklkIswz+6S5JZaZxoQ4E47NuKbey1DEcX0a61dUFzk+K4b3sO6k+eGItw0IIN942qkllYhAidmpVEuM8hXu5OI1AnwptPwhgD2Cr9H75zmokWgSWpaQ5EP15eWT0tCW/DeNxGggKcKAqZ8Zk8yfZ67ExFugAab5yakp8+UQ0Wb9TU2PbKj57tSnGLFt3sRzzobhI2TK8xT8cJ6EzsI/aI0fWeG/mZipVPLgLe1eWY6I+Zt+DX63+uLtK7y9ADP4GQdHVutkKXBtpaBTKcJi5nM9eFY0TuWawXaTWvMkw/be1ce48mqeFBP7vHWqB7rLUcOhdsdQzrnxPTdRwCwVZp+ftplWrp3wmSBK+KSYEvkaKB4YT1a9pTvr9KxoEESWuFcvV5q8Vw82fi3EP0jiixGtaV0MKO1LA9HfTsk0sxFWdIjAdMNZz2StQQFYEUCqUst0mmVMAhRQ2XF106CaoyckdyOqUD0/kdmZXL3h8JJ8iqqsqToJaD9ZCSqiJye5WCYxjMoh/wD2AWj/ar7dHXR16pQQJ2/lgJ9S+TxcneF80jPj1jP4GZYWIfGhEpRgaTTpQj+ADaxNpu1HEZEx/SCMU5mSSm0JPVYcu0Be2m/jRMktmliaJUgs3J2Ac6tEL8p0FPH49iURF/F1v4xBFYo/RCJODNNsuW31HgYN7D6iEJz1i7ietkt83JQif/un//iMM1u1kjvSnyMNiAGgDMZic3ygvjspCqrmzt+zBmzeg/SVDNa6iHoSV73/wiM+Jr2UynvhW6POhzs09apnLMRIw57EVUdjCHRUoY6AOj9TMDpdOUI/+/mxoZMG5uYwqBbt/t+R+qKTUVGQGQS25faW0HeFK8Di7wH91OqbQoHZvHPwCXdLpX7AzgJlfuE01gHNOzHs8a1L7dXhTavzhD5ZdAX6Ep5Z/m2Gtr3fb2Helzw0S7CZmUqR1D1lY0Tx1FC8vLPoVNDr+6+uuaQo7T7W/7vWvoFJixUZmp8IzQIC4qkvN2rP0Xr08L46+9daynRxVV0CFlon+ytr+b1JOj2YpuO5doCHaRypXtR5WNRFq2XrHJKMHNQdeZi2gFjecPgsTPqRaciG2fBufxR7flIEFPvZ6eXMejwJ/NSVsOV4BTbPsROEZhuSJNxZ3w2b5kXT6Bc3Z/3Xx70rcK504wAgMxzfCZvqgG8b/rScs+dLR/e4L8gBSaYQ+nTdustfvCIlCMdReGf2xNqg43Xo+pTSWQ4dPBnuK/lufFQStco1SP5v0IdNlGXgIZdiMD0wkxUkzXiBZARN9mpfhlyvJOMp/V5xT2pJpy7sUvxfUEFdrSwwDtuVozgK7YxCaM9Xwe+NEEfM4ZI7T0umwikQlwDRXTrbxcNaEblRCkLAYxdGrd/0YK3gH9AyZsco/iJGw1sIlxKFNDmWyJLURSmd8LW7LpIHWvuN0LIK9k+iwTK7Sa7SiEEpFhbYbDNYUGUcQDp961AZHrYu+gyEDyp0D8BtOHlUmp1ENZvq8jsG1t6uPlcf6UqE9QYZmiGtO0mnjc+EZ/dKfE2rlpsw/M+ZoNpPmsFr1o5sPAskog1sCNNxOBLNzQuDmlWg6QbrCSxmE/x8QehqkBsb8lXGpFX69KiSoMKryY5yHXSYEXmtAV2LVoEF1cED7gU26dZ758Vmvpu+ArY9SreExtpqtA0v4jdi4LyW5ZYFWtivwu4vpXTBrA9byo+jnC3Udzu57sbio7miGK0ENg0AHKchJEqloMtwT5n8JGArXsIZoj5ykyuklaHB1r0lcp0R2eUMMbKPHPWpE2KjqnpsAkbjuNR1z7A6FMufYOVmpytuIxGk2q2ntc2vMybmCJAM03CWs0LGmFoFxJUnyO9PNC31bxuyX5PtKCZacmujhDc+b7KNAB4xCmGtN8pyaNL89t3/+d5CqQpRfm1jsbtGJw2oMniEU+75RJR8emiPl+92ZbPOpZMxTPvzG11RpB7Qwpg8sf8YXlsNhEyYfSca1lvyz/TVCCK/NOpYuRC3AhlGBTf3VvNOIMZWDKGzgctcagP/pmNgsCtAgYnIZ+pp09N2M2cbTB38fak6ON7ku7Y0ufdam4aKbq8m4acPlIFiEDsf+TAHyDUzVtRCtArIQseatIjH8SXDVQ9ISC0HXZP3FpzzGjMS3KSCWtkbowkKwYKLVYq86A+qeYsFJBnSeq1o0N7m0IEQgfFL7VW0JhwOWy7lVE8VipFQqBcKnLRQ/yK7+dX/sXccE/fE3ajy1gbsU4VH2Ni1xwLCBegmmlHK1S3LytJRYFKUZ6ZQ95BADxyf38MlSM6tGfJ3UTBXMLOVBoceW4vjFijhxN3CffULzw8ce81yHRaLyA8xVSStJCiGTrI5JAhFnWopDtflf3PHICxgUsVXYhTWFLJQZjg464Qe9ihCG7JiKOulAhJA1Rb6Jr7fKgCTkR1Qnb8AVdfpMFu0/6/ItCd4bIp+2JGkxTY4CopF41kDNVgTMGVu/gQBzPlT1j9Usv0AuTudirzhwcktViXpT0PSMDvLHcHsACDs0p4/3Tajzi7xivskEF52HydfaKhOKi49CKbZG4NtomYCP47pt+BHigcwGNQXpPFMhx7j9wFcq+phu0x0B+GbmzyHWR2uss9IT5I2MOz6G/kL2wgSthqbGyvG9wXUFg6IONAu0RxkxKVvyzDTUqQt2JESlT6fau5z/FFJoznn4u4d74TYqtSZWRu5sL9I8nn5CRZIS/2NFYfups1KyJBNyMuT9XjqEOM7jDB7CqGlZX4oeK07eiRv0B5/sWlhEOPLUGFfIF53eAOLkb8Zf6nNtIGPKgRxCKUPUI3rcMfA7wQ7jLdOeqwlsdTATWB54khRYiinUFxYDhty484IsyCAkW+tWw2N0ZN1BLlXx8AJ/zGP6Y4LuEpePY+Novh+XIWK844C/m4qBjJSHwIBA9lwRFZHPGU//3SFJer+K0oJvFoTsgf++6J9pe5uQ619n9iOOtuqST1F8BAC29yXL9G6feVol0DuYPfbVUHB9kHgz+WUMtNWmdnSMj11xi1gWC5u6AdSX52ewaGd0zgtkXLW/mmMwzsseNOx53bP6LUi5D5B9UmAgog+cUXvvXuXhun7pqML0qP4/InymKrbcEri0GAsyAqBqLgoarvjl3LzlIX00IvLa96bZ6GA8IlUMOipRO5wRlH1VkAMlUK+9qa6ybEtjrmhxpSV6+X1VbJabSVa85LIKPBjWpEfl2vz7DZrD9UGGXBNEBGWD7Y99I7NqB8eYTvvqaMky68pFP8qnSGBTBBUG9BRf4MKuDT8Lz2J7yvxJwy2b0H3IyVav4DiDU9IQ701C9IRC4CtGapqSDBiyagQR2AupGl4vlbZVAaNAPRBMaf7kaSuEC2Ut9NJWwFlaOU+5ubpxYwVzLzPcDY1Z+vaAnj/KWgm/5CNWc6A4vgWvvaGbV6PRgjOPra+9tRF8rVz+kW+g1fy12LXbXesZALmWasFc2609g0gcM6GyPK6ejPW1lmlDLRLJEd4gyT/nQPJYL/qu4ZoSyfdItASwwZUhazPui4Orp+X9LHXJHjHplRQfONw0fIv0UXnuM4bdcqmijJ4o1XK5nR5tnrYyGf+7FRNODQGRHLhZ7FIqmRVi7wt6+MNBvAWss0fI5LByzoZtdiKUHCYXvsRZlLE1S+d8f7cn87oyzo9E8HwMBImin/J1dTUceRwjSSewkqYBwk79sTKphuCa8p7nlOAi6kqB4c6cEl9O1WrESObc4wSD1vNIe6T6QgTWiZ8BfuxCmtLmyU2hOGoXgmJN3xR85PD38+IYYlGyxzrY2m/9KnrUIDQ31mmxqFTjJbLldhlfgociySUN9h+LbGdNXeTmPi3cRlPk5yHfCJI1n/S2qU6jVgIvxICZLYQvARV+JIx6iv8LwQ3wvc+jOBapBQ5izYKpBRbK+lZL2G1gHiypeSvTtMAZvPMFxBpUX1aFDG69GQiLdi4JMLi5L3H/TNpwxw+FoJXRGTM1T97xrcKdshxlC8kZwz0W9Qor7vFMx/x7jdmkjH9MKTUacKCp/OGVurUcFL4U+MS5nu+S7X84i9swSDyHtKmQ+Pz2yW7igPqwwV99Kz+e0UfrjtUv+JNYqhGflK0q31t0fd9INKCQYRa6ZbAAtyMNu3URGU1/NaqgO/+Z9Fcvcu5I72dxdX23hbb7rH1vuzX4lIPLYRG9u3fX+UVZYFuGkvzeAss3J0Rbl135TdXNvB8g2z9M5HvVjKFg6me5t6iOzZ8ZDGKwJFjyoqKgQmf2Rw6l0PvEvN/HygC75dom2MH0SKKfDlzi+PO/JZJy77jIOu1B+KaeHfo9DhpOHtCdLVBWgqDGWiRDNToQBg7/rlXVIrpz0JcJv4RaDf/3Hz4l5f4oqdK5Po32T9x5Ox1SwggJFr95S+059yC/Ao+clHRXiz8GeiRrUnbS8IqSbVARGXnbORd4HCAyQrqfAuphKptZcUn0o1rJKQMAxI/Nhz++hqlcuDfsKL1N5JTFblE+HlNT2WcwCLyuY8pBxPDJ/3ZmWh0BPjYDa7xtpSOa+1e8Vz/bJ6P5v3ndXqJB/KoPusKitMPNkZukTKwkmuhGxjoa+SNUWpKbTGu6RnOPJJ7c++tW+bx6jX55G7E+u8ykiia5d2Cg1kXyy+boXPn/2Xd/aNN5d88ZgiY443tw07KGxBEEfYvSw4NOoqAPs71dIKok4sehYfvFaxsbhpMNomWtQ2+WCEtcnbj6x9pxP0AKgXgZgCJCOeV2ziC8kh+qNkyuHQq/w0dbBxUSqncGZHifE4qELyX5Z0bQcuH6aEXt2GXA/glUxXX+DqgzvyhwQaEIPpTnUmliBZeh7J2ZIUKNykNPUezSGMueWPGWQxRZ3t9tI3nXVrYXlY8DeLc6nGtitX0Fe5re48K9qj3brQ3z9J8FI4+NJPQk+E9lN18wkPQ2iPZ+8F4m43XcS8jqx3b3dm/yfsOKxHvn/xziw/FRrU4sDiQEUjqYeVSv09cw0YtgBaU8ecnF+05L4RlF5b06jvXSdzQzKeU1h2xgkmPfY7OBkE44gXsWdfQ/KP2Ci8yCeOMSdbUwBFIMwEx7EYEg42MU5nJHlPq9WooYhgtnFgKwPDUUIxk3ErZD6trC1dhTmPYpnwzIjrq8X46Roi0vrU8npb80cdXu31U+dkt9i9IPakT4zYNZbA0bKXWOt01lxk0DePYT7EfFfmPlSQ4PKQd3BWzy8tQa3JlkTa15O7TkF3HCE2lvEcub4p8iknve1n99IfNUCiNpiTAewuB+JLn8piM/Ji3i3+hHml9x7BaS8ErVoHc8QaqxMpSXQMr8gyBK9yLEx5XrZJ7ehPWsoMawRU/nAkpCpln3Zy+RAbzqVFNYJuLSJzHvFWtkUG7LF5KGt86pD3w/cejsHHvOi3oSgxgiu/xhDcTwZ4gSC+XVrKTC+IiGPT/HjfnOumRyuud0GJX3uBYePgEEoZNx8I7+Pj4Lo6pHi39ZDfK0vIdrdKwEBFoamOA+2Qxx6f+KZhXe34EH7mp7J7CNxvuxbF08CghWU6ntdTaNTgrVzyjE8ODpDAq9GQDLZHyu+QH1MtaLHqet2pvDHBxhlSjl2MaWtaC6xCgD013vx1GFzXixlR2nd7WMv654p5MMboKjatpC69vZE1huDFs2k0YRqdxQ7rViRqtZ4c+frFQoC2Yz9BRAov6wzqlqJbpa4zfA8YajxEsDrrrZYyPes4anGwtmZDkOgB9cKrEhVMXBKYygY8k9D2jmR2f3x94QE//gWfLWv//VHr+47F6lMkvxyvf3BwAqUtSOHCQaOSzx2+eBOFlyaEfiBt5z3KrF1izxsyaWuWTnJa3578EycgAQ28qd/m+93/nO73DePSrFAzAgufFY+5TM+9sgw+VnNzQfngNEYruQF1XRTxOMTNxbpBHinH31kmtUImuj/yGfUb6h9GLNgdYw3FMOeTfrFPURHgv+ld1klLQApS9Mwnl9/C+09viHQsyzUVGZup2+9qc8yfr7eUgad0of8W2T7YyXqt7qnS29kKUr7qK+qcmaJtPxYTzTmx6pepqwYBfk1HpFh2YPL2hDiYstdGbeH1anlHLLi0L6kZCkkLuErxkW0f2x46wGr9U4BmJvTPfiIXqw69NAbfjAKm5rZCGa7SqrdBdgqZbcQhX7e4DKI9PU78szn9mSQtlJaKWN75BGpRs3Lcn4HJwIaAi+ZNCbURHRcMbqLN6TBYjkuPa/69FivezulkAxREuRXEzGRjuCqCC+nbFcZcvShRs+hbFMQAiAaXOCBfTp23iwp+FUdzzBMLaoE02mNiD3fiqJ5IWEBxpzMp/PNwUD9f3SSldeaiYgUF9Hi74/yoPDBf/rvcKvZifj3ZXb3W2MF/3HdTgNQh9TrS0IjSB3Q6glGiM9GI1RH/MFXWx1tb1JTQYhjeD9aoOjvkcuVWWnacsaL6m4PnO5kmbgnm+4baqt00EE2H8TcJa3k267Y1AL2SQNnRFhOC8h1x03lGDDxRbOT8qZgdwrOQNF0bJZusXTYV8gKa4M1F4LC+GSS0fvg5filAmU4oun/6O2+omW15FbbTIXi/4Uw3YtGV9TIc2WSLyDAXMTmBp7pXr5cB3Qaf6D9A7O9WOpWqIe+XiBytZKIAKhkR7g4Ira2xL5faxMlumHIhHEpxGXDEozj8oM5N3ObO3eeefU+A7PZWo6Ggn86q2aJUIqImftFqHa6v/wFNLGNiWYYE2bEjW7pSNLznP/8j74E1tn+ObAvJ30OqqS90N+U/VlbiUS+nXgQPJhvxugoLHW2XC2FYjVXmWPSf+7OavJCeXrm3i2oY2xQn3VUietjxS86w74UBrlPXVTohZEYE3ZDZJDsBkZygntMvAVLEaDxk9dbIi86LIlGM0i7x7ZjgvQWUP0FTeM/IaJn0QldgSmmXk1NUxMZap7x0FdaXOSmNKpPgwX+axeWPJjgNqYjJ6JId3YHALkVFWXXWOqWmJUZfTdqhC+j3Kc+fURasYvtzmqEreeIeNBa3sTEiWUrLff3ekCie0FkuSKI/wc3edpHNMhf1Y7prPBcstZ0tt2h+sNpFoQfnfx3I22J4WISa5ZgAGSzcN8MqQMaimGyuaTLuHBrhFvXnPhwEXDqBpxmHz+Yz6ge3cFszDX+gZQcB1kTHGUAAH+nUozYxIdFbUj+fGMxw/FwTALKnnCegNge1GzEf46R2kpNv08gbR+qBgUoAQvF+xu63pJ7jAaXVK1WW0b0+Cn+FYrGtn9yD2n+D7HYATIB/RM7IhGK4hExafImqK8BxKWjjb/4upzEYFxSeOti8roPHr3Uzbx7ognlVNG1kB1RE4qfYBd/QNQjIuwOQtS+yvxLVH8gQ6iGMnzw+ZdSdr1pDFYJQmAFrnzY4eibqjraqqdGB9RWyII5dGfI1rEDlgECMmVwZM9rKwEGET28/ED1OVU/izPyqzmYYh1pKEPeqJt/g1qTSjUixsYQxrjq15fLQNlR1eM0mAnPO+hyLpmh66utEAG0xYPfNKZHMKKvWs5X/KNfub0iXH9hRSsrcGZoLECrPhcL84KBh0EcrCtJkrXt9XtdjpQ/RA0jZEpBVm4GXAdd+NUcdf+y8tuO7iTfW5+lvaen7T6ysR0mAKaPyLGe5AS6w3DWiDzmeRIpe6AnTalAHnmWxKwmuncfxsF6jgM5blvCR1G+vi8zzq68xox+fBffrhzm3CRAGbzdlTlUDrgqd6EVsfHxpAlUKnEnZYWJ17pBYkeuKy9J9b/QWqjyl5QqVFGlQHxxNPhVqewWUE3Dh+YCtNEnz1tByuLEHQGMNk85kEVSfsGGAFVCf+iRfrbKebbF5EVERJm8FPQQvmDq33gBPatRgWyZyNjeCLg6s24yZqKuTkCZJk57VxYGAPJkFuWMnx0wgQvwr8jhS85iU6XmCorTV5DY5Zi9qkv2wH3fdP7QxwzFuGWVXBjW6h35vGfvblfIXzH7ybDbHssU13mtqC9fuS1RadIYW3fAHXIRYpZ27cSwqSRft07+BiKYK8qWCvDYHuEwom435xslX1VR/AVFbrwMAmWED74oApRZSTUT9esIQ7AsZfo0k266XE3FcJUM95wkVLy/nZw4aPQzizvLC8uiy7SwCckcQLqKIjxafOvHCPeXEtCAqsF4wxmGw3m64Qd80Xvuf16TGZWGQuoRFKRGygDLQoWnVeVm02jl8bC9h02YcXQ8ggnO/Z/ehcLq7QRolvk8HqgIXFW4TpDJXDTsv/oRxulZJCobIddvsWx72vD/ODnfqgWWtVQswMiRkVimbo/yuJOX5NWjymNn477yPxhL/u1AuSrdF5Pln7dAVbETveEGqQfcxsdy9ymzkgVShC9cjMi3ELQOBHCb1MZdPVqNxw5k3XV93AYr9aUFfGE3u5oXhdgFE8dhjenr27+nZTcENcnPX9Bf9F4ML2gk2S/tPRVhbQKHSBWrEEGm48vNADbID9ysO20L11O9mrewWCsUO9wQ5PLwndHZpCQguJdnpVMwScz7zmYuXZCQngJuBbRzOV2S7aJvGFY9D3aTM9lUkZEJM0INoEmRD33xBMdZsyUJ2vT5R95rgsrdvX95wMMgTNMMW+HXVuxJM1bR84sWc43ZYS8VL37mxoJziqba4BeOpSN96unYkHEM1ox2a5JVTTNc0g5VF+a668622V1LsBhe60VMIwRqUNqxzoKtkDvtFW1tkcCxlX4nNJLzVOysR42oUYD/s2K1tnyaP1rD4F0GiekYonRxyd6eclLW0DvQsLARE+tmKKDo9BuU5eFjzgzAHHqbUPajl8KQfcOBd42b8n68RInj/xetlt1oXVUrUzufXgH5HXbgzafWWNcQ35XxKsHEghQlRFBMYWEqxYh/KhtDDTT4mjKeuevfZA+Z55stl2F1yvjbvHLArgaCKdJ7ZnInPezsAvFZNQpSw0hwbMDh+qZCXdvSrfI/lA19ZfqI1NEHxSCiadMNKWRG09elpYfQk4RiVxFtXtXaUkLzhUIIELgBTrgq7YTwreHZW5IC5yfZZMjtDYUEfDOXMwXhbM9K6R14krxiZbQRBiQRlTsr8oS7/Ip/6NUrnNwIHH81tnBv8JHW4iXfIMM7x4HM/qgCUexmi0eP6JtUPWoCUGN24YvrMSfBjXHdodCyOuFp5BqSZ6cbZBha8NEdzZs8JoQDRfGqve+x8va16pZcJyCoWNyYjOBH/mhQs6Gksk9Nj96KwVhmiQcC42h7YGVxJSFHC7j9+1COusVbvTfliXYkN8YG3rm4diR6KjdBQh1r4+uIWcDNdyPEF1n1Ur6gkcRz6vcX6PwqsftQL63PFK0cvrUveo4/4knDtMrBrlNgydnurPVeJRJ9aEQzUyPqX4bjJsg0SXCoq6xSvp2AIlAl2pU42JlxyMHw6jPpzAH/f5pvvzNmsYTR8vxmpwm1/CR2bVpspWzVytXhYAhFt5TIxZgiyvpRydA+9NfmjgMtnP17xs4voOdvv0hB6wRCEB+N/I6LzHcFWHi/hhlGW3YPKRm9D/MyJKsFNMGUTA0mLU4+/qlD8C1xj6YkMNVFVRvbvn20jwja6g3z0V9dXV4CHFpAwBTflHoSyoICAhGYoYgo6Q5aB16HibzNzPZO9mDaDkzwvFG3ERbytpXdE8Z6y1j3NRbhn9T/gYC7zaiBjCHQ5wxr/BoLIbvb+c/myA8cra/Un4yaqDA7EKoPMmdDsodJV62QvGD4WcQvGD/EAQ8Yhwt5YP5p+5yrmOWCfA4hdD2bKGjrREMEEyZbm3WAvJmm/RmoV1qWQiVnq5ARmyaYUrGzQy/IquU0ZNmu9baVASZckiokIwEIkFP8KCExD8nSf0Xlc6R3UlCfh0+r31qY3If28G7DDP+JV5V5aUim7r4kxUqt9wapicserawSO+1cUAstU32c9gtd9G5uqsC1z9K4B4DBaZbORrlTwCUm27mDyWJN0ZnWnXn7MmJ4Zj6Ycp27t8VeWbzxzeuwwVvwHjtAKwd79zRrH+NvJzFI2JLxODUscJbUxKcQB6264/u3F3MhtAOdwwZlS49AmM1HJzD31tAaIswkXATGIZIIIS0Pff6quRm/AHH4u5Wej43TFRtZk5TRFd4eKVbE7CejdO2nOy9anax4YCC0+FzqR/3oFpKDn4ACHyH2Fi6UuBE8qk22nG7Xg+KrRxMCM80kbdKvWlpz6WDy1cNDD3qQHpt0kVaq53WEYLCG2CwIiK0XbCiL2ZiF0hB6aopG5dorzsGt7xfejHHXUJ/RAPh+cW5WAFGH6/NXePuJM4oENHYVnTM/iWafKfE/vs6ncb7saKfNG3ynFJDLTRNycKqHdCv3uDELXBpzohsldRvUyMSB3MDJpaTpwDgzMZB0EJALyznlBR77ydcMgzoJwfO/5sZODJQ5KX80ONJ7yBT7+vV4NJgOplT4xV+hniSEdEu3DyAVUtWC0uccSeBS9gPURdkoywWDXanINlDC9vmdkXcGOnfumH9OXLnMT9J/aRhw61cdnTcJE5byT8kl4jNjqWdx5Wc424oTYKrUKgV4MURdQ6LSpqr5zmarGXZdVyH5MU5vHN5jkK6AlFCtoo3PTjZgOGuwdM56TGkTg8gFUoZ/9jEohjod5Zez2w8YNr4BcyB8vDdlTa1nj5VO+d3rNOFWmG/y/f0toHR0fVThQ+31rWJJRk0Rc6A6zD/jyirPfxALJpDDMoj95Zmx9YLjCTWBP6divOGT8ADNVLnMWO26rMm5ESTQ3TkwXY2/co/C4So8FVMq6Esfbq+MGxxOjFDcGtXfIqL8SsSll+BxYwMuvDwm7aml5oPo+lysuRis0TQWmfCgHae8BAvMUifaeFsqEnDtvhkgkE9/fhVSMI9Arz0zgo+sjUqXSOeZeQ4wI3Jq6I3DS5qbS4wSdtcLV5OZjUDH5v0O+5SEjRkGFtc2ixveWyhFh0VWDNNYqUxMbThLk0lJZvvhxDulYz+T+fGpub283ySOkSggr/0sMc0I1UIetX0XaTDGLa3n9F2pd3SYEy8lqmFlWLiGdDy2sLJSMUtWxVwukw/V3YAGSM4BIFVPy1ckXEbKPD9GvNI3pqWWelUiNPSPngIT6gbKaw5I1PJvI7bS+RGYL2YL8zu7jqkl6BYbMZVMrMxibfR6roD606sCpNvhh/biRflg4AHbuicggWsKjlIBwhxu8VOAL/hfZ1LZpu1yKiW3+VEiECJ8dGYnEiIix2qSaH0Gf1WpM6h371Iz76NvldrrdHkucAhoSxEiu+DdF66apwvz2d6KsxGjq7gQaUQQRocdZhjsP/IyBASbt7ef2NI4BOlCxx82uQVb3VnRE8FdZXHGd722FdV+O435MBD/MjiVcq3meDJffP3wkJ/BqdJlbop7W4FSqYGrE6PVHw+dpZL5sUrK/12nzwSKovEWwWvoYNUoIkFRn5FTYKpziWcsoqO8CIWRWVD8gKzwUXUvUciOmZ33vAppnAkrUCnlvcegsnhGdZGsrrrS5oG56aAf5OLcRMiMz5wWBa3OxjGJwjF3LSQau5xrV+wduNoj5V+IIge0zsBxQsAPnfSsny5eBHmLq8ScwxSbcm610QA4EOcsW8AvRckECAehfOYcCioj/ziwga/bfVF81YiSZqX5Y8mvD1I6QMroBg4A2QfAcLIqyVyr3ssMVHkJ9EYlo3s80lC3k4gilki+uBYZfRDaxN6sbcZuT5uGYfq39fSvoOigbv2s0xA1TVJ/SkQGWSSZPh8Q3FAeTOGe5VHFvJF6BKBmxM6oENcc+ilyc4fyQasCA1qYps+9cySbPf0Qpb4AdtFBgWM18cf2dM9iWwMnaeQ1qihLfSIrw1pUNTTkGZAH+ifyreYejzaXmywfNRGeSzDsG8KcMF6K5+Xh6RU7RKucXnQA0MPtBJWhmAI0RdnvZAgSSRo6bfhg+msWEZEPKfIwGjMGF2exvQassnOuR6a+JmiZi7ZnCHUgqT67fZ7vpP8hE0YEKGX5Gjm7XL6/nzT0Wh6o6ECjRc2/Myl6LV11eSlyYwY+B3b5t69XzNth5/Zu6+GC92Ex8tOYQmUaeiBtyO8vnOCuNL/JydneCtxPCPdeFKk4M9e8vlI2K5LOgtKucDrxi3FAKp94dEYTzj9iAbJdQJYkokKA5io0oaZaxbNxdsnhFYPWP/XLt7qgacSFVHGtFQUz+A7R95hX29BWyOJiHnqgmkaauMgs6Fg/3MLAsAMuKFLEPTBIh/umCqlA8yOk0XeQq2XaSDc3Iy+wtCTmjdF6oQwsVJ5gxBwaox0fDchEHQ2c1KRjSJRxKgcW+sR8U2FhubExhhJxNxQB1SXZoL/tPv5cnvq1T10/8mxrmjpK5wN35EVuOaZgIgK60O3Su8WTGs2x69gmOP9kpSs37XC6tagwlBdO95mS1lQlK9CBuHvlxbkJGG2ncoobxn+BM+BFyRbT9hjOffwN41vPxUi8xyBIAG9YHAK0aeBEJWzALUl1T4dod5deOlUnEvNEj12Vg7/yyNJrXyAPCeOV1SVZvM2aIery1QvIeofgzAuqHdUhj1VeAhR//TTS9uenCo5qPhXVMJDZsB4uz7h5sLjTDPztMzSeZP5zcnWlEW+BdCHZHMqKLrpWN8Ph29IREQ9J7TG4jilgJc+NEXXdhufU7CEjD7qhxLEP8UPTu8v9zsVlNeBm+KniSMWJ6vmrGgGRW0/osj0BgVf0aDlVJSd6r4TX8ch5yS43ZSl64+kXxBcAkER86NBsS2nymbfh/hOgo9/nmHxkcfu+GbKbD0bvD69t3xvWbSW0a0EA3kERv2QKCQEfowjpjwsfSdfNVZMkmIqPusztzW3KAZ+kSuoyeeqQkr0594GyT9CFMHQNhoFVuL4g++iScCEwLBYcqQyg4Fq0+VB3UcBPAI6jnCOOL1r7Tin/PJ6LE9P2t+REqW95aGkpT8cTEnGK2PlbHwiUTXBg2FwKPYle5EdtuXPLfoef2z8OnvYw0urb66Njoev/+EQu3IhijOqfyYyFyoNxJwNN8fVLMJPNnSFhWohqkp29hMG/Pck+pjxjGKNQqPBqiBq3dgSfCTwEN8oXqZ2hAgq/feiyRiY+X/ZhuE4xvjGrxn37VMl+kW5W+LP/VulNtH5JyUqvT6cUeYcKub/jEwMYwBRrfwL+hed/v6V4tzSYttOOdbmXU98dfxsl/NEZJVNmheufldffhJYUhr33biWYugOrqbHgQ0MCUazSiNK6P3fevuHxybtv8sn+NAgmfiWnE7hu1L4+VaDkLyCbiX3XxiiVRgtej4s98dEooCdrnxRA9qNcgf4+FzMPd0yljMDqvFfBoz87vRjPqXkjNYQsRVQvXDSNPGmeegXIEPWsaRlX+BpGJftwoomJYFyayrp5CKrsy6ukpCC7mCONteQiA4OtSxTBn1M3SztBIvO8InSNQe1C0LlfDS2dljIcb7CZCNX2U6EcxN5Vj2DWrroF3pL8vSIzB75JQbsykyftxJqkWJXcj4bzV+AtFMGRm6XmsTbaXiZNIZjmFDG+gLXKh4Ky29i/hT/UDHL3P3Ad94wmotcV1lMasJelVWPAXWUfbF5lLm57kwzAohBR4PQPVoqXhmMhmsebqXZSRk/+iLD8Og5eQYuqx+1fhYDYxk6hmxY5Srwl4uxRjgDnUG5/JCUmC1LqWKoL1OU12HDpMx9R1vpIKsWRnVkASC6fXB1c8vATaXTx5yCvFe1wAeQJ+ujWkeX8Erk/JdBnxK2YcjHfMRcbX7qpH4vqkyIlWkjxck7tWlnJbKyU3xQLWHcJ8StH6dsOI32olstPOpJ4W7VceVh6nOYMeToN4qNghcTPO3t2pYFhERIMYniFkcM9XioJ9MYRifyJJgDKbzWrJ2jrUJoC46dwX0dGZgElp0bULgNQLFxX4Tm4ewWgHyGlWlE0Ozwk7uJ1DE752wcXS5OOeiQhd10fTqh0WiLqQ+NdFqJzxX2Y0YL8HorJeafp35eQUxiSe1KzC28oKrjnPc7ieW5Th6MuKTN+0/HtGZk+BHiirLZAedWN8BRKp8ZLJKZQRvixf8+42a8rSm+YweKlt7a2wRqoSr/Ekjw7ZX1k7p8o1OGxbOlM6VilX6jKVdgSJwMwcCEgB9Gqc5NsWBfujCQt9aY3PVOt98/wCG/p2Dko1sq0ZmHfQhPFJGKuMy7wkPHkr0M85ocX8vu0MCDXAkllU6rk0r6QO6vvYN08TiLM0utLNn4OeyFCCAQQJetwNScHxM+pIlOW3sE3iIHxyq5eOt92C9zo1sCGUjCxmGcFo6cHJlsCPq29ukbiIOR7VOA08f8TTj9kd+LlAW12tNVfpxM5Tzxg/d53htL28iBRyjOcwsQIlnrpTOqWXCWfuv4qN78TX5SxDNCBQq+Va3vqhd3IQLX+vzmJJwF3L2JDpfcHdzEe/lxp01OTh8zAw3ZqKEYFsahOYYOkER+1lHtfXZthFMwhg9iktaeRMsXqqJN7hMgWm4IuIqdbEJ+98Xb19WxdZMAQ/mhlo2s9hodpYjzJe4Rnz3Li4KoeqOhn3zhbI3sc8ATGS6xrPHkW4CAh0TgeJVgR87El+y5i7xwBvddLDlT/pKjchxQKNgKmdwoRBdvmTQfhv6ub4zOKCpMUWHNhR2v1joQJJcppxbJ2ZksUghluXNO/iPiz13KTyLA6Ui6Co17fq06Kn5uV3w+yf3GHRDQksvLErZGEXsGb7U703ZAbOVGOYvvBfUnWfNbs4iU4Zw6zGsJDrOpNjjZQ6iZT0wuFFuf0Xe5mPGKw0DjCCfB1j93IkQBeQYjnbudid05mSWZy04muImy/P49YfJ8UIzEeFeRwgnnr0W/AbtbAg21H1wQfr6BDmsQxRk7FqRZ3biGf+YjdwIFmHxc8wMrmKXDQE06ilx/m6pM5N2gsptKmrYz/JmW+lRH5b08jU3+0L8xmhwlAgWgOA0fZsHex7XbZdh9iHPY6LcK4HiDSkfNYq9k9Ufq43AV+fLtZ3p/moz9zdW+qiHUq2YvRwRrUjCZs33NmdCTRZ4BmIe/JX0JOwz5sAPvNMrA+RStEELK7ydkfPH9qy/UzlIVrLTSCiT4BxvfkD6kftkVQh+xjx4wtXLrI1uSG9iyHyR5c7hJ55kNguPN+EH6CseYSI6M2XzWKFTQ7J/IVvEI6E/2CvoOtFu+Sm0jZL6veflkA1BeTMZCDkgBMFJGleUI5vVOeedqe2ltZulXuLchWTyiX7kopvjEGG4pGEBxpGWYAAB4Vl8nRgmMA2/Vc4AJmhAKdx5Hl71+j7ixr3RhtC61GadCE1K9RgNt0wJqlO+Jzrv3OX1O720WIHKYe/u1PrBI+j/BjEmCY3th2X3EpIbvU9DY45JQpoM9C6ZfttkOW0YbUyMVkuPHceyKC+3Hb82zGJMsF52rOMJY3ICRwIvndgtet6KdQ6PFvwcXO/KGl0QQFTeIMzs53JBJjcCgUjy303veNH2FRCT+J7ITI5q7X24agtZ73UYOEYG9COlNJmJN5GZeuIVMZ0PCHlctASEw6VoaUCQ5t+7DbIysWWTMqC9kCYOzRdkL7bA9a6yEBrSuxzUpYAtxJ/O6HVLFj11i8KobJpKDYh14AEgfi9H71m28M1WuUynk7pl38a9RbXp9T3lgbeBeNeZez661eqb8sSJp4DYmYca60SGrTW20ZSD0MGlLGpzRdz1jaoWgdoKU2XUmo+NaOh60ee+PahOCD+zvzwOINHbfc1hrNej/PwEUoeleqLTcro2HwnMXGTyrYuXRgcbjFhxT7XVzgS3LwcXWklvl2QnJ0Semb+57vHcgicQAUKwBRR2DqFqmvcDWJRfc3nrZ+R0ODaIYRZPcCdob+ELkf5rFqqfbnC7qmxC/TTizIYpJKWpjFLfCTfw1+GbxojQGHZbz9PP90RscRL882V4Z7MeLq9uSDwMkDCLu4Brwf/LDElIy3KvNYI40080buu+xhyqzduBz/CPulHt9WFAKos2tW7MXfA87u3IVUYwC82TpQWUhM8wuVBEUXc2n6/SbGUocTEcPXd0yutvsm9eBU38Pm6tDpf1MIy4bwXJ89Rc9rt5QzuhhKD6JnviDFV87jHMUTm3Pglfpw18wXHCO5/I4Uz/iVLxZpz3+cHikmFLriL+u0dUr/QDzt0FkCQ1P4bUuG7WlvyCxT/saUo17hzEHlzEyaIOmt/cKMsgh8b/ySlj+gHAXfxqTvnruo2qPogJMQv8yxzDKf9R3D9D2pNZrfPEjrhV2esDtp8AwfpbyCNYBzNWeJY/3N2EZTxFKqFg9g6LnyHHdj/76jPB4y+ciIj6LCW/bUOiXLpSHIRIRog8ufOJPaPGmcL3oIT8GjwmQTry8aVPfw1/h1lkWGrM8YdHkW6iSni56ETQ2z0y6+5ihP0fuFAmvtbKSwvK93FlpvidriU09x9rwMD67p4+tWaUSn5DUUCFi7H6uF1f+5weQSEU0jvl1QO5ud52n+rgfgat2/FUo0LFSFEwe4qo7U6wSIKJK3531ZimSSwJl13OBmnI+ZPRXoAxkNDvO9HLzCun/3z5zA/tMSnTY+YTcbTooXcqFP+aYVWN/zXEr/mlSQrIFm4qo+NFxU18onaEHVVZ5YZzBe6rIFG3sqfC9GJZxO6tFFezmzohSNmtCCbii2s63UdHSkAO3ZPXRSWNh1A1qedey820FzhT183d7pVbynvhtEIEhhBMhNQH56o0zkcr4ZX7X8yOSSkHkiE9P73KrHPEE8rznOL5jEt2saJOIV6YQN7O+ikqmIREHgo9mZzCkLI/e4aXEiNtmDOtMljw9YnV6iR8Ft9rAVVkoOxvp9g49k/XRkUXVKiO9YL3oukc5wDRD8yT6/7JU3w/Z3pzeHZQpKqVyKIxnzrtR6LhhXE0awMY2XiUY1zrhqjN6fLwGBF7hkxb3D/kCRugNs68QDSTuncNbmGmcOLiBCUSwBza+F1CzPyISGmXo2zOvIJrarDYP6O/F6bBi8BjhxJmGiE9Bilz5r3bNGVFin4lTQJ+zL+JufSsmEuyUVG2cwULN05JhQpOi8HF+DIzklqEJ/5ZFHKI7J5hCD/1iS0PdqSvyxdic2jGN8BZZiGcIKxOe30q8HG/824QD414kjvv65hOsMWBXSh72bY0nDbNBLFSnyj2ZSLMCoRnu8rkyn+zo4R5VEe79i9KYtj9X+3aLMOPJiEFLqOapVae4ic1kf1U5YKx0s/Ydw0eFoPF1q41F4KwO7iCVrkwHSBhgYffB/yHhOvPYEFpNylbcJTP7PJVAkDnEIP1hP96z7j+Bmawz2USas2zwU9+agllGabxl9zXtPmu6sEtzc2RQO6uPGRvo7B8CgtEAttXopQfguUr8Brdwxq+YQVeeO/JJjIAPiRFNQvO7TefOa4HS/TGmWsJBmjMWGnNsLXhKnHq4kAQD/SLJX3rlddaaDlfdArq+5/d4IXzKvGVoOZEujPcbtZx0EJfhf3NsYjPjpbTf2/p89WzLZaCgaI6ZldErZ7UrlztlmthBM3KVOpyx5fkDIB9RAZd+RWA07vsAFS4uCibh+zoBr5p0GsxrnHU5sZ7Y9HUexMkpzY/+f1Rg8R5lYSNP+e0mGuZ6TaZW8pxxn7+95zC5NhaZGAKWrxAUuCm0pZ3AX3rvV6L51GYrqZW2D32QwStRdfKYDq9CWUdbNEMJ03LqaWBD8OAqMukwYPuZnQuo1XRlv1A/Bn3tupNfIvUPdzNk4NIMsTo6mIl5g11mAmhT+nYzCUH6Hh/ZDHn95x9KmFsB6dHMHh7zSgTikwybiHMp5j7jf4WjtHgHwy5D+W9L2x48OHivKDqrTGdPu+u3fOQ//CKD1x2J5pLSnYZhzFE01VnflRGc6n0z1303WoD6zA779CKDqTq8960SY55klIEZvCHQo+4NABZiA9cqECZMDKyVAwraVHCDXr3M28+btxI1cyuZj/s8Cg7ICU2JCE7Q8dqDhPA22EQ52wDda1yawZC0SQtgc3XEojO/qDNQj7bUHzttYCXWimk/dZchwJ+TX4wEomLHB86uGJevLFfPDz+UFOUjyDTaceDOk0s15cajR6anQVgBOSS2w1nX15JnDlEEYuvtVQNOKFDe8lZr7RF1H0kStr3bHnHReYitwHyfcEt3hRMe7C7rS6bN3rmKwhXBwLLk78kpep4njvvXRisf3BE4lOBvF/b0O6Ydwcqp7xlfvccr1SjMIne4t7D8KTn0wwrcK3PU5iNh3wfBbyPn36zFNP5yPdkIQd9tcdjHlcgLyIUMFoxi4o43DRybQtxQiNIF6VVOvfm+RnKkhDznMx4ka0/f/pDFCEXZTTRaYAc7fe+kPamK6Qr8jhRSiGBXx/3y2erVYlxz39W83ESYQjcsytuCEcSoR+536GGk2kiej88tB7IYEev9i7J2IghXw6YU3pZ1m9lGWp5DoauRumfTbAueBCPOf+5k8UafvbP6WhQ6dZ4p3dcMpAGgD7CI1ziSsFZMY0v+JTSvEPl/MhPaGwHP+5C3rR+/FAlYTXDgLPQ+FvQ2bwlcbRIaqb3RTZlvmKYO5hixTBgpl37J9OTjGMSAkwnAn45orJPjKUYTwn4g59sbn+nvLwh49NimdI+S6NiJ8mlNFhJy6S5rrJ2Rmun7MT5KcM4jV17gqXefg0ISlJMluS7UborgjIeZy6+Q0C2VVvlD42iLdOu8SOop9YQI6fei2mvZy2uf4zLubhpIdt4/o573kFdJ/oJz+sKJ3sIC3xWVEaaIi2ZZciMtj8OHIvP/K6uHlW7nGZ4ur2HsJQAj1TQ72eYRLvJJa7Mj6hrnCoHh+9maqCtKtcsnJmGoLf8RUUNUEzttPMANNHMaq+o2Nc24RETc3pjjQ1HRKY0t0LQ5B7eu0aVsa0Tp6fdr1oJX179krrrL3Rdw8diFRk7DqO22+KUF5w4LsosfjR4WXZ8JeSTKZ5fETZEDP9meYXCmREbJAPpXwmSZSX4ndqYZWcafqbdBGG2LRLHRhB/a4UmWcIoqzsgaUh2GjsufmoQCkFoWAUxxNb3ObDO5Dgh/1xDN96Uba96Sc9pjlZdmq55vT9SjL1OQTAXo6pX7cUfuiO7OE7/j0ImGpnnsKc+GT2RroPZGkEXqzY52mfegAGB0FMV+h3/2eBdLq+PCHlNrKKpI+2Zpv+VBP//DISesp0on2f00fFsbXO4VLRL70TRV5rP//ZgZk3HTSs71t1FTKYWCa4t0eRcAwEcaaMYqfc7etq/P23NZCWWS2UKLs83VkOAtCiDjZ6GawS4r/vGtMcgpRggMhf6TyEcxh0DZTbblHh2fbm5XZ743QXLnWP1uit28Kxz6ISKJ6HT+HAyV8gMR4d6sHXgIR7Xhx5bYzZ1ODD8ZDHkKwyz4B/KVZwo5CZ5ak268CeAEDPUUOr5uCe4jVlp8rf0z0JifRmOXCVhJlU7T5iGZ6t8YOymSPmHh5Zm2pM3lo4ptpCZuQaWL+iJNqeNNXhAT0z+N5ackmeN3fYGbMFRRyKXMn78/fC0rxIwKbsIuVJag0gqL4ZrxaEDNWt2AeXjhQjTHHoCn2eC86tU54/m2qiOkKCp+qx20yTbi7sdr6Z+Gry/GtlDXKSTVrtrAR168A7cYv4TkriOH5jlXdLKf7KNq/qINv1Lhm18JwLuJh+JR9k+CKzDkrYEf37keGD1+XqcDmTrcxKMBJ0wTqBCC5ou8UxJquxTCfSRhwBBSab0VYL9Sox7s//pXOtvPRJCh09bvcd3nZnnDZEeWpPYJen3QapiNqkq+9PAdI/Itt0BHlIj5XFDXI17lGNWyxfewKTvD5B81NUOppWyewxev2uDbDDctS5tvyzB2hGffcWmyFJuE2t/xnp5x7P2G+UQfhGeilnhxfLlPYeaXgn4624owmfDtSC/KCGzOD7kksNdtA8B8pQteqzD0tMILDnDkZxYmADwnB/8BO5zbApzNePBEOfBJQ8RIyWzcIUl44E7hDse6LsGygBw2PrBUutRXxorkeNHdtJ/+eMEbPQvbMU2U8LOrwKYlXRMwS1dv00WI4lpAnFgbFMKdSOBkMJV5+ySu6iZkS9rDHzdvKthFKyXdXuY1X///2hi2ngWVbY47d/YhfWHs6UNjXu3gl9sARcPuwTQ79nOaIRj1XxuzpX3rQCtaVN4axpI3gLcrNQrXfkeRJHpXHify3DG52aKTfU25+475iuMXASwFAlwWBY80APpQYw49U43Nldm2Wd+5UyZiDp2V3xj0PvEncqj27gE6g+SHmofMKLlDl6XcqoUbWJhZLitXjeo19Zir0FYOXEFQoFPwbObnbuDvRhhxrOLhqvGVfKWs4c9goTIZmXRhi9IHOuXgyJbTHwOuk4E9dVtY+HX3XIuoMwn1mTxUSy+CAQhJe8W6bXSuU+cMxRtN1yU1vAZWxNe9rAnHqB1PpJUwT7HdNRY7FkxIZ0tzZKKXWlelDxz2knzoRodROthJOpHAMVG7soSjvVbEEJk8l0PFc6eU7cDXQYlBKc2frKILSh25gBb6g2KEm9bqrcfswb+w1Z71wSP85zLE/83uuStJC2kCB5xlErX0+E11TQUfQu+pnuvVANbTijQ3h1v0u9EFphYyiw3UYcwwDQvjixBu1mKtC7YgwH6Q8C2Cg0TB/kVmik/ViL5JATlWZ0RakuWjeJX7ubhk+UqsjU3PF/4CP5XY4PVJHB0q2GAVTVFKbVMk9ZcdWXOaeMMPUKeD1+I2ci6UBFnyp7HT/jL9lQRv37W1/+Q7hi8CLR9bYGKK4tx0n2MlbEeXHgANUjgR3ys85BImGsIXK5/VuT4V7g559oohLxyLxyd4PzN+Q6ijXF8HcuqvlFWfpiuBDmRD8jaU6/ywZTi/R+znAvcy/hxFl0C0doYlelqEn4miLbLohoRzfI9g2dTkl5lPsoI91NuEM6q1uLCLiK3QU0scIlA4z0uF/ys6zauhr+77c/CBmF6ZFM29OM4bvQSFh6C7YJTlb8mOWWXPUYAQGaFEzunrxWMsCU6ve26Ch4stPn9SVgIuQxPIJajK8jsNW/IwdrdOC9tgrTQ/C9+IxiEC2hoAkLmOpMjVa8ntBxpkpmn++6iTs3KW6P0gyIVbq6ijUEMg9yD22+1Aqa/Rrkr/neEXcN6rZX+n8tcFY83h5KfG/xbrJ5hmAjgnfdqjlUQQVkVhR8CM5fnqEV8x2u8qzw3IVBAPuFxCxrHvXX9ttsDsbivGQdIUnLq5qbz010vRCv9k96Bne2fFyEJkpyAHNqB7CbtK2WtA+qx7jpru1ccTjsVBaBoz+HqkXwc2MzrXyPCJsYVt86ky08xiXlwSrvnQH9YOvBhYaFPv9xk+xuVbcEnhwsE6UhB/24cGmfRO28WhKk2XKgPbDlj6cdiqSfmz8EXAtFxbyFWOY2uHdN+nLmxhv/68fV2Q6Wv0H2YIsG+zEZZtKhMCBb4PVR/xUiOM96wMIYPvKpBdP3Uki60b23XJV2W2hFVATouCXA987iwCDyLixNHyKV1D0QHQk6NLBovQphGRKPdEHFpBX6wtz4/xg7BKxPHw6zflqiOo4YkNiwl6debM7Pv/XWe5e6Dhh+B5jw9N11UredtnO2snXd/WLauwbqGLTWKHe8ys/WQ5+OdS9lj/4fsXg4iN+axw/9vx3CTxZF/zoYxr5JETZosdb16o2KH6EFIdDcyX7w/OpX9YOP6qbkcXFT3Dp7gOAfnvn7cjargAU9XIFMKzW0izxVX41qha8Z7mZxOt8Sp9WNAvghZKINNlDF5I1b7NA+gaxVOcQP8QFy7MXpDPAlxqyhEwP5scmC+eTsJetkKaidXE+JXc0+1RJ10LAY9OYAxpzx7PisEJgHNmmC2jhRweiKiZ98kGjXRw7gnr1yyMbNTtbaVRCKIZPZBwzOrDOsSe7qRIs37+RDO0LiaSqhVKarECZaX2f1x7X8jq8q/Wm8oK4ns1jusFddtzjsoi0l+vYNixAU8HEBYF/S6bLQfHyTzfKbZbNE4g8P55J3oRZOJVK55GZVpTgDh8mYEnGFduYzCunp/zjL73jmR0ZLJqr9JeJNKBNnVN9MDC1DDG9ZQzbnn1QMx7ZlIh5oFebbkXkMXJMzqXtvHzLIK0lETcnslMwy/OC2suCmIwagxl+PGdYiEzk6O549NfrwwpcPzYZUCUMmCMt2PnQL+/qe46B+jPUP+1AbFSHBp+qEgYr5qXJbfDqiDu6Y2RysNBoXxcOH7dk3RjkMZpI4ghvfndF2YvhW1lYBUJ01YAU6jhnTJffWHonMd4n18EV2XSNqxfxSj+4fLcuzqufh7mibN/8BVQUWmq8glPYlg19slUA/JaFFXyTQv55wAjD/aPi4xe1FL9KMZmrTZY5V59SC9Qs6AmwxvpY9h9IX5CSPQBBxjOCuKuI4RtOpL95E7p4AzhUcStot6xuK68HycNaSC4fs4ItaeM3P2yxfTi3Tq6Opy2grcroXb7pdzjPMPmFYovMCerzZ89Qdk9vXTCE5sqxyEE1SEavP8w+n82BnmM1oG6SdCRkycndJqr4ADevi4z/3N9Qjw42tnI8qCAzLQgnvZJJpBvP63E8yj18J6N5MUK8Ic1woQP3Q8Kf5tXB9QMy+iLT16sbd5+QAgwXJuYzakq06Hjg7sK346WyvDcRzdaY8sJbPRv3A4MAkZ0iVldMEoAy59d2uxhnIGL9XYm+6eTGmJXeAps6oJFhjzBxsaem0Vx1wrZXM+jgz4pWaIMqGPnAcQZObHUFeZsA1zZteI7rl8ieBptn5AZL324tY/Jf3WZI0xcrd8nMXYGBzLjEgZ7PKv5BDUk9ZYTDBoaNYjPQi6/CV+wPM8gzMPHFEIsPNGAxrig3I0f+ELTQ9KwtDbUsc91nF3ROVcLZvtZIvHXnsCdkTzEmLplYxV8a58iFdgazhS1dsd5f6hkgtKWNpvw5ab/v/fRcmS6gd7/0+GKQmGCakXPvMJHmcVb37N+QBP8WR6/IymTFV+Xd57kR1HbXtVec8Bj8SNvYP//tvYU2IBNrqF908aGmJLS5PO/LH9TxrjgpxhuN1/Tknt4NYj3HkygqiX3Z/ztnDwkbm+6HYi94cqaDzJ3fc48JXttp2nZTZJMMW7tStd+wUhTsOdH8ucYK6S6uKPllKL/75Ke/clzurcvSqAppCF4D3bsC0xS5gZJE9qUTpAgSsmv1CCArrIaMtmZq8Wy8HkBmFwJ50TzrkeZMekg5dRe5NC24I1Z3dEXAWhe3yzxEH8qM7iv1kF8Q0uHZIx7OB2FUarIXaJ4tnesnZyGxq+AOTzgYncm/+2ofz7HsedwrVEawTT66wGqoovVqXCOvVVHY9fv5sWlbczJeKUB/R/A0lUejRW3a0fQS3fxk5b7M1TC8uds+0DcpgkstDIYZP2bWc08wKVuomej4f/wuC8QyXpaM5jWan8PIS5ZmGNpTuxmetPxJmJvDq0dr0hi64wFfB+nbdqpMJmezY+frRXDwr6XMr4m4GhfU18OccgS9Luk+kT+76kIsIrYj4uaq/YtXOmfZlfkKgjd/P4oWZAjDtww02tJ1XK61Gb0xv8xqz8jSiV9loJLSHz9+1M8xaGrwr06FimbS6xzFE/s/PrRf0ycv6QCMZcij3q52TPBfmFCV/ckJgDVl+9wz5tpMxUzqbR4Eqk3NwcOXnYjNGk4/kWrs+UXkpPMof79QM9+VVib4jCuik9O3/E2rKpCgRFOAKg8i1eRBo9VJJgTmRGH8omtsmVoxc1jhgv5TaQ8NE60p9lYgzPu37ZZu8v7lJwN2qNrfw0ev6dasmYuIyyvy1MZBduCiXk2uM8DJAjuwxmH81KS3UH70QBgcF9Qj8R6cYUgsgm+7h+Cla2bbRrBxapDtH5U9qD+/bLw5vrcjk+lVdcQY8brpj3slg1lks050uJW0FRnsGESmH6CohHD8JVyeQU8A254peT54dzLxZ05GdGZ/i0E+NrO2C+zGrxjTREakGOZTnqEzYWfm9MTvOnQpkTrALtVeMT83sJARl5s2MxJUcilakS5ZJtjmeRPw187rNVSEpQIBHekb4w7qUHMxitfwsBNxY4On/bFYjhOROnwNukKmv72AGibXoXtS/yQ9zC0oxrhl7Ukt0qK9BnY44zcTdR5ZVvwoUZ19abSLPRwz7Wqdd/Ob9FpCXVss7Chm3OHearLxV6Bfwi2PiDancNposBHYIziy04OqbJRrjKCQmLxuywtKaZqzaDvxECsc9C2yOfwzs7zUzfj657zkkAKzDpkqCfDIbqRYnm5+ssOQ1p2/7FpNo/35ZQZXt9jTBso4ia/BRzaixPLs3h+A61BjWG03fNhR4ej6mMUoBXeQJoTm6+Q2SMUpqpkW3MpQYh5gZ5HsnM8Mz8zUlcF7wkEvjObccXSs9t5jjP9TPepRQi8uTok0Q3LLhdsn821J05AVBc6KY+7arL+NpPPBIy8dNmg8g9gA8D8tYZ5tNEdpyUHbKsbrHzzx4TjQThEiP7urWH6X3tklLKgzU5/0hNmMTUbQVd7Zikhqe/CqlRCHohLU6ly2AjALY3BiVGkJfQUqHmoCy20TCBUai44zD24Uw3o39akbyVUDP7KiyzDXpDvM8SBY+JPMKzbECdwcj/2aid7ddPkqUk5iMIhDhAq/jTnSHE/ex34jGT02qpeYnGIs/SA1+Gzojsbz4qVEONoGw4bYaDTmjkLl5nCzUNsI1zyNSkGHwcy9y6bN3mwnKoDfsHbednbmiolKbNUUMltWh4i4xXNptYKNoJqvj1fmKfJto3VEpxEVEZPUxZanIm1mX6CwcnNCqtFJHLJ92PQoQp4kiE+BTpSssGnhXts0uX7Hsuw3M7xdvSMaq9dOlVmTcLAv0dLpJo6Co99jWtFx8A3P/9T5UZU6kdV0+56C83QMOLOze3K2+rYCQAomyYY/lXpijOAcQsvWHhRTt/LIJFxDdBAhoS+kvuoMBnUAgqK1dYebfQmcrySQbg/v6ykkkjXkd98cyI7vbfAH68Zww7mky2LbjQX38P32OLyyE2Po9eT9XunjOsnXWNfWwVUkBVa2p5D3qtq2IXNEvFM8a7sBIoDwojTSJa+uK3DBstoZiaK34AGZvst/WUa208+XVeCuS3nGD7hXeK5glGl5RX3Gvl+5u2DoetWohchuiZNcJ8Ib+9rXAQF3euSB34kMMwPjary3wN3b9suNGKqkdcJEB/dsqN/ZoaSC/VbaakjFITfD4uehiQMOmtm06qlQIa1iU2TAbhvng5oSb67UUMqJhOxCGSYP3Wi15ZmIUViYkyl/1eLUVoiqxLoVULjySiIb8FIC7VViJ/7hZ9GHZlPaCkY5fFD2GGK8JZOUlg+H29mno0qNuAXJEqjqVFq3hWAlBrEditLGYZM927ImXqh5U8YTApMYpJx5AQqqKMuK+zjHhngveTUUsUuucaBMikHcNwzPbSx9lg0CjDJTRwmLAyX2Max12gZyBHMM7/9uBiRdSF2BZECm+jCD+XEs55glo8JcSQz6WIjpLQAKN/s7ZoUbdhiwlX6KNgst7IVGIo67rdjp/OE9UwqSQWjQoF4ftqkYq57D4KQoPojYBVwqk3p8f0UED3FOv14QEoWQpoLwEa52lIm0oTH7GxBNqfHdwhAqLjqoPvQ4nLoSyOJF4HchHvmMwX/6bzip1UngduUtIV6Ao5O+215ltAR+DZbFWY4XwbCTi43GZnKa3gXZZO3PWoeZzoxqeS9Fy+X+hUB9xmBMBFG5KO5uZTwnXtsEDSLq9ymFtpvWAAqZFjKDCdS/3q5trtgnvplOdTaeaPBdOWBuefhvTHWBfZEJr8ef3vOD6KNp+A0zhNvZ9JhNnIN3H//aFrreZeHxnz/CtLJBnvMEwKRdUinxJu+3MxIdtl4ybAFtdzeV5jQYQH9snbk4rPm1V5eysTpqfPiUbKA1OmlA2qoEP5GnFjacA7FIjE4N0aOgpVb3Zxz5SSl2rcbFTVPrEsjlQNf/4Rw+qtXfKuaBHrCwk76Nyh3bHH6MLZQkD4spuAhJnNnn+MmbxW+Fhg/Jjc0bHZKBc/nhVHAijZrUqnvNUMMIQZ8I8PvJaCC+xaeg4U5JBtiKd8ieauCej55FeWHcaWMMDDVOzzP8QChxBeZ5JYndHC29Dc15hnn6ptHp+kzerJVm7V27g50jbq9WQy+3VFzFlOVfLrkuc7oRMKsMZg8Mdbhv78pNB8goFsPwLvYd3ibMqJIgZlBuVFITA6eztBh8XoWrpASu/qrVqfL38Wx4Zc7l0rEz/eheyGjDV4FvbwQ3UQ4TehGul4Osz1NLi+NvbvRY4rwcFHBZoLJcprA9WDdpW6Y7vCj6yxyjLFTb+VTFbZwtyCepCPhWzG4l6l3q9DcYzOwp+XunKZf0sh05o5w3IaVzx1/wz7jQymrr33eP6T/1llL3Wk3sAh8HidHHDynk57zbVeAXz+2mnhBHx6shGSHCKkFhbomuY1UkHxLd5lZL/oeXeweCpf9OFpYJgOuZtIUYvH+aR7N6AEXm5DGLFQBfTUQ9HaBGIJGnVr3Jgc8u1zydfxKp+zwGup4N1nkrWwwF4rmcaz2+QFWoX1MvLnksOD+mPK7qnx06cVmhveCrMp7Jfh7HLjdIf2ITjNlJ9HU1BYKdXixTRy2RO5buk4zAQN15UTY6htm9mJ1g8TKOj3I7zcWh0Bwx6cfDpB1qDCcpbhREJhaZY50rzODvQTqGvVMuVm371OnvgNSUEK+dE/b2QY5MG5XljI2NfWC/7kJmtMG+1qn9nGtDmFxAdT2QwXT2AY9RhPBoX4D8nm1yMEot0p696C8esHUSvrRUmxMLfpmHDHhrrFSmdQjC1iWnug7+O5w9unVvdcZYqoTGSUlRGCjrhTtbHaN2rutO4hWRvZCNhfJj53mX0sQXpMD9m5OZqzhAnMjMsPr3MOGYyLFYwdLL23l1KICOKPUeuFeJx7S6Ky9s96Z8K4MA5bPHVSSTiw/ZOLzM+BoxFe4XiG1GVtryU76ar6LyKF+rvB1azXBjNWBxYlbo4r5p2H22Yj4Ct0nlHpGuX437Z8VnHRynY2MWmCn0dLWFupd8ycFKseNUt/GA9eOCArBO0d2P/BAKpoJ4fRu7TOQzZYDnJWd3VZcc++KtBBLf/4K3aN5jW8hhupomZwjRSESyrU0azCGsyeIFRcGDXDYzpSUIoVEIqAhT6k9QAsaxqfGA0XIOQN9VXzJHWwKK7PStPPzhvQkHtSXdWaO6JnnQowbAka3TG/PkhQD3HtM85cGgt1f6DkUeY+ODPVp1t0hm6iPsc4IC+2C7zEZ9xJEceRbmK1LCa5xxhpitY8YIO37hHPERhMAuOFw0zjiXiGEHiExL2FwtpBsKz0SaTkz4ZwBEcBY8R//QsyE2B4LpDb0crrKyoYXt+IeOKwiV+B5W1P2YJxxUXZakZYU1P7PC4Fkwg4H2HOqkzbC8xn4iq3h1YX+QMWb4xbDYDDNT7HdIbFhT59HsGwNTBrfI2UxGAd8mPFH118ZzAFOna1LsxaU12pqMEu9qLJycvDKmyht9dd/pBj9xXzYSFkjFxYeVFu+FhY+m4ivFjU6kmradT/wRXUicUO2cttT+ie2Q0oRTZ8LjH59OGtkNCERz5R7cPSUL7KZEv1HqqrP5++8GA8BEmWKWrD3yz1QVPyWZ5Bmbmz83kz8HEMlCl4S0XvXoCeTWp4PlEIx5kHF/pImXb1udqB2BDzWXxQ5KvgmS96mxSBIrmI/POIL1uG7zmhiqa9vWRl77fp/1ynj97wCGMbMhc/swKXl9Ojlu1kLRLmy4NpYstU8UvXfxVL4sK2M/9Y9fNT4KTm/24aEwTj1tBO9nZaDwarne2uTPilPOPBQxfiXUN6xWJcFU2miW0k/0s1gsXnc1Dl0q6E5gi/oxNI+ZTz7WEPgmUa2EcSdcLaMdimzC4EUzhR125dpaKBq24INEPFE8MCZCmFSF6JD47lD45nmfQvKWyNtun7UjqzeEk9sTCY2rZKxjkbYiD+oICjma2/fNE7NqeHgPcC/0TNg8hm+XUAmdu5DUdUEL0oz+dknnysSf6HeXsjHuh3r8rFVo6IvHIoZwPM+d19osAo2hkQFmpmfUo+1m1vWnqAkCyOCBY+FxdSuqEhD4eQKj4r0a+cTF2avWumw+G2Ib80W8a7YEgtTnRGOpBjdg9dO6fTZOs4q2BOXh/L/pgPnC1AdKpr+lc5qBh4I4nFG0Kh4p20FagsuTOYWMLyvj/8LgxTSR8jHwyc9whmCnmcjPoey1RBwIT8f4Wy8Rc4G39wt+PBQLqOU7x3kBaf2feW81/i/7be7mF6V5pzn6KPVoRs/krLPEnkPmUwdIr4NBuv77Bippao9GFBQFC9cy0vDJAs0d3XXxPwfkK61wvliMBjXCIOdANh2aP+FphBLFPx/Qwl4EFvtuUZzE62naML7Ao0Y68hZ/RHQzg3B68IMTp9fIgmifA+zSyHfTvdMZlRlYnJ7Ft4Cz8zrt6q0pgS/4Uj/m6iAYEyi0nCbc3o6Jfe087QnixpUTFn9gIufRWLi2lc72J0iRtOEcaBLCsthzHLF9BsLi+dTZ5S1EmCwkVETp9Q0VTOP8p4qvHvTSRDICIG+/JGw/SimtOvcnc0ibjxLSSkZ0XnDlD4TrMCqAOJONT297rHlARbdrfQk+XowtrXV0kcAdyyIxdmqYBeyZSCtgxUPvX3fn/JjO1+OgNjyqL57+C+6aYKa9zZXLzTv0UKPnAdhQVHOb/L4tCXqEduAvy5KeC55taUxh+JQjZaLRwlt8qikFNpcyAifC+Dyg9caxwnSxpJnsV4ecocJDjWDXhdp64/sdHFnYu1M4sdrhPuc2TI1NMvnf8W9NbfKB7kJGJfwJWJC8hCk1csDFN743r0EhLK3XkWce4M+8TUd3DRCWamqqnuql3Db+AJffz4hnSSeyKONv81e3bEKTe2eloSNGyrnkMfqC/5oLcOA0qLNagdXRqCMLQCgUPAVskhzibJq8GL/qBc0pdNV+1lw0sb+0sFnuvocQDY0JV3pxjiKr1h9ITDGSgIHWL5wWBPj03KOB7dRg8vJWglrD+uCEwKNBSyyIjhkT4Gwx9Ezxs8TycLdDY1f0QOoGB1PCGnfHJl4sytWAMvQgJTGdHQF1NWlvH3fppMEZ8sYUl7VYfq5dR0mComXFkiTBjZ7dfHoAkWkbi4ZlF6SEOQ8WT6CyM1vFsVrP68GHc4lnH20pxX0DzUj297NyqjiMLzZYT4CkoO5CqdgRqf4TwUZ1wtrhdXL7AG2C3TS5jSdiScmFTcP0NygztU4Zx/zNSEnJUrXrUIN5c7jOUVcZuSe6Ebakm+FJe8qjwRNLLbjcoPRZRvwuL7aaqMckqfrCR2kAAVHfpV3hPheIp6UR692y4yPcz2dqEgl2wjs50VcumQ6gn+EDKJEZ0lYKHdE1Q2YYehz5ZfrFmr7d7nhm0g6X1k5lEXVX6Kh0S+f1QktHXL/NUhJoGKYhgcPCdAWZgYapR0CZeaNiLP9y3QL5QxaoqQZ40eEk7kQjk0V5C5n2AlJbzBlH4AnuE/duMppdxT5sEkeyNqMlJ2fDhZbEik3iGfeJ477ZkUU/vQzExmHBMrSwOiKyRwURtxkBtfleXmyjtIEsVc+sVztmLIlKzywcdc0Jwxc0ng7S/9y/P/3cdBm+kp7CvP5ZcORaPNHuEIUVz7nrhFVgucAfNKu/sk11s6HXehSp7gTJSNrpALPfJNxF05UOAMAtOE68KhVNfpnQYX0exkFjNAV4FgU4yoYGVXyJMZWKrPGLxk38aB2B+a92FAgFAHB4wfSvpwNKm2VPykIK1lZIPqUq/B4vxXjF7TI0SzXSoEv7VE2xOlyXglohA8dud2Rt+1kARTT0M5LCZr7UVpfktfTFYjfHU2A0Y2Mzeja/uOOa9LofK2EI2iD47fKVOosAhWmnq+4r2EPZxtUqlT1hJCRsT1I3MJyHrch6nLKMz67MFGFSYWZf+rXwbWpZOskaA6ZiK0XrWYN10Rf5kc74Rc8ZJ12E9kGRAFzNDagJ2/wXy/KSoRyYYhmqPlJNG2JD2ddL8hhWdPURGrxrd0zeRh3jsVSInctB70rt5Zlii2ZekDrf2sTV/CUDntslhsZJIG39X0sMgh8L3tlTVs7IVLPHbtNMZ4HjtUlccRboo63VYX/lIvrzKMyk9d4dWnLzO9iUYBALubkOViutv61n0QkZl2REb16gkrvJ9GOayP3CeaJ4tJl2OZBAbu9dR9+WPf8+8/9a4CSHYHcTdaeloUpk6H5CxdlmxD3iWuifqN2q76D2BEL3Gz2B3yMuQgzlEUEOS0F/nuMZncNAZB5BgWdXjSg7a4ylWUrGzF2trhZFzQsvVvGhX6QIJJ92KvZ4PSSKarA+SEFB03b4leFF50DiqVotl0WPanOiB8P48u3A0tZJr+SNJqh8Ym+W0YsGD9dHlUPy5vbnOG+VT+lUgGUhmRfNSB3m6Ruo08wVsZROjyWsaHT+DORWohV6Uk6eMukaWvRpYXHZ8yhjQ1mQF2RXvRru//ItwI58HpR9Y/byuihiIbIcm/k2HJytqiQgi/o3EW304N9FpYtDPUCdb6WvtrX9SJrdN6mYYn9Z7oMWJh4zAkWFlnrLThNYBG+D2qTdRJFyOt9Nj8fFi4Atn1XXK/zoYZMh7B4Gt34X1MU91ioKSqH6pPyfN5uhkrM+4VdDEHpzwQLY4x2yk53qFeg1Q1JQac1Y+E+JOb1vcUsZYD0hm7VCXtMx89UYnC1RO/zYdIeo52UOD0mlWZ02EAr6R+4aE8Jll6rGYPkHKiGTkveWD7g2eqPmZHXItZb0Rzrzph3g75rQPtNRKtOLbLAZGTiF6HnVS29LJvWdHqEX3ShqfgEHsIm0sS0wXtHTtjlEEsqAZt4jzQxtq16vjdXavXsgG4SEncUefpVEFjJS9grUYTiae1cIYN7K4PhMw16xCBhjx2lxwKr4u6hwE4hb+G0T3oXD6bmgNzQeqryf6T/UfEfIj38oIztLIcAbqzTOBHW4k6nYSVyNCpUUJqACcwvHU4IGiLBcBoq+T4PLSRyXGDMulamBC/vn8Fl/16NOPjY1gm8yztIAzGfLua6+haPba8vWMmerNy5bGQSjawL+tAYy1OHSv1kGp+hOXirfDzJVaKQLm/aw0aMIWkX7ChgYQ1sjJ+CJeboqmT0mSd/Y6LjN5m5XGBq3V5w4c+L2rnXwNeAGlSCb3mLupx4q/EsutTLOOvtdsio+oYSqtB0HZbtRcQgAUMIVwqK8vmz5rqWAxl4rn5N1KutuTp0QLXhmW+wJikwFTKwUZEmKlOJCxJMqiGPUUT9bInCkHzUrGDbXN5l5DI5CDqmM+icl9o/nlSvfhjmBLdqtl9ATuXX4hdsVD/Um5HXsWAdPLhh1cW1FXGWJIgY2+7OzwzB5n6jZHlZj614rSAt2mBmYQ+cySnF0GAARo7AEigesIh/vZzBeCLa+S2qZ/sA8Wsn4stSR3jJwGc3mSLEA2Evoe0vu1K7f/4ZgrHpRoCfNaKf9Ko18Te/n3VBrZKKwFwXSa1GH9mdRvCu30VLpFkf6SYu5cFbZEyPhloj3Sy00fnjaSNoOrNVUMyklqFVdKIQL/MNAO0IuoRVRXLAZdfDnT8ioExOpFefXw4lu5sgxH8eJj8aPCxMBueQXg2InC9fHym5zO93FYixV8v1vcQSSuNPjucXYatanYpKDbnfUmGhgrk1x3RKeEuyHQBaTRevoA8ckDCHwGQK8QFQynWbgn3yZipWOS8jVYbw/L73ZNGAODjNI5KuphnfFGvH58PL6Du/RjhgQtMM8OA4huTMuJL/swGtVIXov4vYHNErxEgnbJLSIjVhvRby4bHNDN093i6f/OIoshl9N+lrnoKcJy5t8IHUyj86V9qYvwJmn2FabsxNBw5cQZncf8GeJx9dCpCEwgFrDpTccnhcSMV8kp2JwM+mvxcy+iTrMfIED3r252LuRoImPsV231Q1IU32ySbkURHNlMUf/AOnAaRbxrYsIAGOuxp0s2juj4bs8RuIfkS4QTQh98ijrT6/N2ZVVWRALgSMBZ6atcyAqEdUeDcjf5QYikYbs7lKGtiLWQdHosneCSXzKaPR86O4pETVulO7Iu+ANzqWYV9EXJ41foBP+H9lUsPE5Tr8sStI1MD0flDwsluw5UPZDJLs1sxlqwfjJyFm3frS5JdokAxdChGa5zpuNa2DgJncqaojAgQwyyEy7EgOEPYEZtN8zXAP/40pZp4+JDmip5xEMwntdbYfIFi+TrUP6geYFjZhoe3icpSxmnIXpZXDWzuydcPfV6A++A316OhL2/RywzNfQEgCCFXrysye511B6zQ4HHCx5I+SbFs5GWuxWd8bT+PU0pJ9vpqoOtvpeJjqm9j7TPWEp0jRTmyOTgxS2mtTzlx+wY69Fm7X6R24t8VYJ+yvRGPys9dQrXUCOxGSc78PoHP3aCD/atRrrjJEumgSU9P7FQA1zdUS4RsEJixjIk3v7T70RjwwFqrY9Y6uID9s2yOo+jwXWeXoqvcLRxmn0tZ0KtrNzkvPlsEjlLfy9GtHMXHVmvw4HRGFLgHL8v0NrJ9wT0GqjkIN6AUglevSYKBV/94K9n6Lubox+lm+/JEpOuPVB/8kwVlYhfN3rdnKdWW2JGieaAum8S8iWaM9OMZBOMbKAvoUSJ+bmavplEdei6l2jefpeVLtOf5q7iBshwIx4FZbxWu59JOM7LoNt1z1KkWuflfQloPXqDsDhoTWEA5XYeFYMLdq6OqoOYzMrpWlbdazYmNgABjUTFiJgz3tuWAOtWZ76sA8FiFAMymc1bq0XAOsaTdz3vi1TDNg1GOyklLDz2rVKfqkx8aIYysl6Kq8Y8hxLASiB2DmpE3xD5kvP06cAFaQ0/iJ+EOFA4hDI6PI4FFdTxBE1K5kSlRBtabGRj349I10OUa9e+f97CAFOfTvJxK4TWHqNvu26XCkNmTPHBsrhCq0/EjhE1IJyaBmItN/hdRvLx+lkC9Kd6QnRWNESpB/BrLUxHuq/QWN4Fy0JZEm/x6scfU0R6VIA9uzjcwsQngBjaH4+JsqohI54QtLW/8NaKKBmkNTtZcyK1EKrocBV53gWmywUSFesferkq5NwtAPhM8/Qps1hRxEIFHNPQvseAcE4ngUyo5LciWKvq9QYNF13z4484jTATaFCZW3dLlTTmPVYYFzcWUwrlyN4mtqC3VR/tIOD24Q08Q0tD58E/YgqlCTSOXaW4OZE01olyFJHsN8iEZKqJZ73qeobxQnhJgdJB1xnnsZMKaMNZeHNkbwgi5IA2AP5qg8DPNIeZgwcuR0L61HgPJaYgai2J3Gj+uu3LegOFbfiEp34Pq9pm0lfP7a1tAVuJntfN0pn28fgpwYQsMKOp+dfBYCGV2Ng38sdoapVDiRJ/XAecZi+6t7OOuGo8gngekQMbBLYTFJdQ2R6jVhJuVQ9p4BiBABBZssMjJAqAGSRt9QYjNNA1PR2fZj4MTH5vTCK4X0Vfc8gLKA9be27tjZLPes5k0euR3urjlfZKTm/g3juy1zR6I3wMtcprQqVo3LiKfZb/MQmCniOFNM6mi+aJHa3Br3plQBLXseztWbrQg2R95mZ/4V2d83SyiqokuDjSewP8US4/vqGstyznUUhQ7d76x+3JVoV8+BwjfLKzFYaMARTZ8wlBoeaLz+0/a7uOucGBsZ9bfmHqXc0LJK8YIF6IQBPNmTzPytbFAW2qM4w181vigTKhGRMGfIpzwWKOfoprA8oWDYg8oYkl5/qTFxuT44vVmvZm4++vLRkth2NsmzRFWpaBiS/6JgRuT6tDzyVCt6HZpObArhEtzFtmGVoKNoKpXC/lqkgvlyc8CLP/pprkpnCj8FbphO8bZatWxx9+DRTyh/QloH5kvAwQaIzdrJ/oai5J1TErpCR+vo2to86cJ1b8pvDJCBY4Q/Qgb06/Z0FsuffyeZZ4zzbRKblBQpdFmdX55U49Fn5w5quHLWeLsjTi0/9XCUWmUsN5Jyz8PRAYvsJ+zN8kmLoPJCEHhbvmQ3EeNGLUW0Po1xltEr+Y/Q8sPQX5NeJSf9BENU80HkV9glu6DYgv+Ph1Mmr30x1BGkUv5bUMjFOydIeQG0sXgwNiDgq8KK60QPJFYyXRQLVfIeQmZsmtYeSQE6pN3S65KvZYEtQsMxLP+WiFq3ah5L6Y8BpALbJjznBMZZpMhZm1u8tXuat9EXM1EAbPtlOo27OmVsXWOAhK5bQUhEAqts8crN8/ypdWrHlmepyzV9uavBlTRrSs1Xns85woxQKR53Rd9PS0lLhJTlRe16mPElqcLYEfT7uWgPLCZveAxXOMTGg7b3xMUxk/Qjk8hgiosCJm+ARPLZOz5OhetKoqnOQxGqHfKW0c210nhDKNaSv/D7RTug0TFIFLSNEBWKYp0dHMXNyzCfkqKl0uSQfpGIpEqWo3WxCHSqXZBa3m1KtnVpguvNMYOa9Z7vwVTeaZg825QLf5/HCidPLkBGgqcThJSm8IDjLuCzblls2/ZdAiWfb6PUxi0LCAkwtaWBfoIDfPx4kmqeJFJTTzB18kufRGdmK+GvVLrfYu2kvXY7GKcb+shisYTh3LtU1715rasHG2rDNxWn05/GRWanqJ+r16ql/gan+HlETWkpiZ1Csutj1UVGDcu+o39wEcEnj2ifSrKpBuJjVHGP73CoyxqxmGNsSdy7Gu7bx5X8DchIjUQIUgWInFdGYgcqEaNarm9/HI4u71kire7lFZrBrA9vCvHwXSDineDp2B6xIIshlN7iWuTxErgaTYYIiber3zzQKMCtiYcWPxKmFeOB59N3sKBIxaU1zNNcvAg83XI4NZHQnjCpoe9t/X3WvSdZFYZKOi4pDph7Hpsq7OiXMqLU26Dhpq3Gtja8s/LXawiVCVTI2jYjKds2AfZfqgWw9sCttW42dBw+Y1dAyncP8wWzC2vz/UMja12C0BZFRxU4meB5eKCROzZRCj4gRx3eOFKnvQ0MHNDsR9NjNFEUNJfIZ2nAbgDr1xSq2og8SWebgqMvD51ij8IICgiHRrDy/eSfqbw06jm+N8qbYfNAzGTNLtrvScvKBMDOAi8lmrnz3p8zOEi6r+nGPuRptr9vs0T/HDoj34s22h8IdmFZ9wli2ewBFhxTbH9tdo+zcaT5qP+ihju2o6Jc3pgAk38lO7IYpNLcZezkC1CsmRlim+HBxpZZQee5JOuyjyytqp6ga1XSilL14ddAbpy80SiDOMMEtNFsqTeaRKwOnVvQlKgG+q0tg/zBEhsEhW7zqfKTyJWkP5q+4MvINu4H2Y3H2GXJVKimQ/0POINgZ/q7q7EQfMiLju1jPzmoSXzpXinSqOw2youWoqNY35sI05cj2IXjz5ClNA72FaaDrGkaLYD7nTl6Vsnf0kKyktdCxnplCS9M55Zq2y9f+TYItvsgCWHNqUplvXYL4Uk2TOn8OFxlr5EdTEPcyQhYTXozwOw34mNYS4FJwpE3kNS4XpdGsTNDegmis6oNJZt5Paq6R+zaqazb67FHtfqhfj8pKpHQkM+L78LbjCQ7x5fHTnBMTEJDoQW5bJ92ZFK029y1FPlkBfJptkLYlQSfJIpBeyAB3HNaUDNyC+3m6GKM/rdA0vbogDLIoHX4VtFJnAXLdecjhnAhIu5R46WGHYMqsnGgJsl9W51Gwehm+htRJODcrq068Ez56P+qjHvnxPat0YNAiwgeHYvJOWLGdd/GZGaWuCnnt+YyhkEwFA2rBiXgh946MBdEPDdFg2NZX9LDSh+x2Qyz7zxIZGTFv4JfOex1vlw5fCi6LVB7FyZKwCKMiIO3O21awRxh7M2s57MZye4ulDrVMiKc/DEprzkAFLP+9sS23Xd6H68a9G6A0vnEoXRmicWq04zIuy1tu0gS09Ze4A5mQJ71qTR5aLXy0mWC/sQ7bP7poDXQIIKnr8k4qUxdooWws5s2hvfDApTd8xR3rY+kEOzyEechDmYPFrvSPSazxJl84YLjuDwcY8LZr6HmhurDjNtvwfGes852NBo+76PckjLMsJRvzj4oRrwYddWZKEis3DZm6rslTTGEujDIJibVxIRk6zyAcdjiKK8ghlDqrOjRBKXHGvFQ/3ljmhHAtJf+2ouXo7BwUI1qmNEy++YHE1QYn6e/YuqTM6jy3qKNFWNbd21Bm7j1WxN2zihBPL7Z2RdXjAebdWb2Ej7kkTvYrXZpJvsukSBWWlS0cJoBgmZUDowSuwfjc4flOoyQpHVaGpnM8WTeM26dTf/mOjxzXN9fx/XqoKl7gWAC/dQrK96kj8+v69jesuqabjuG7GVp9kD1Ffbhjvhx1rlpMGWHFbo0WOZh6XFtewl5E9Lfi7reMLWtsgr/wDnwPHtbvRJznoJk6udJT7kiiZeVawFnwoPCmBchQdiWFqY8+TF28zk5SyLOjarlLhyWOtB5QYDaAsrikOSKHAaIeE5bcRzNrBM3DhhRugLToQ3SQv1xGaYIV4vvtkolnQ5NfDBdW8fz/YiQ6s6ij27hqpCtms85Hl7ZeiZvRz8So1gO5PBSRyqagYAK8HvotvXk8YXMtel+LRw0AhVYeHQesQii1KfAfoZSbqTVT4tfgWi+njYdU2noh2MVo1AyluqW2b88u7GFzUWxD1DADws6m7tWwSi3H/oouTnCyvRHGf0N/QNexr3s3STvSzEuOJ7wpi6H3elsUQFWVN9XJmf/UWAHZnRsF9g78RlGP2LTnv7nqOAO1gRWnz1vBahDwYJc2LUuuXgdSiTTkOArmQED4pfuWpFZ+nQxH1aJOofXv+LB5VQUAeXJgQqrAEPQoQH2VcwHq4oaEuQcoNEaQixgpwlUxFqs0QiFhIsRKSD6jHoKLBZEP5X04w0weev4PCkuFTEXz2vgQdr81+cB0qzqlHdeu5YDDHvkGbgEe4ZBg/98Ghgbh2Drg1Pj5/OVT9h0o7OO42WKfpchYMbLxR292nT0/N+1J+umuXYHyL4+PvwOujWI6P75dYj1vRNImXd5z3n+H6YgkfbHjuQ7Z8PVMd+aClWfJIqD+Bj+kdZdIPT/ajG9voeE/PHTxem/nj/+z0374LiJlhvZbnrhLWrdqtoGApvRlT9LQZFxUno0pS1zdmVu1YosET+Fy5ac27L5X7+5vzc4QG3EpsVAZJLl+Z+XYUocfUSiJh9n3MaVHLWRxlTiFOIgwV+W+kkI3KFLa9L04Dcw4sIkbzOO1GE7D+TE8IjcLOEenlWRQdiQWxVKVGh3kPgkiHUnC+LhMW0H5ZoyaU2crvuTTDY3AQ94UKf84etnE9cRQNzkduP6EfwZ3VguuwlMsyrX7dAqOvR1reHc46zW8bFB1IvGrfvTBys35gT5vPyjCcfTyua1kihREJGk153vmLu20DUlxWeHcCt8l8iQmXiz+peTofCSJeEVkqrNV9wtFbXyMKLR6kfK99nQCPxA3jHPE6Fa6baNglelbevuo0iUhq/kmjCevnSimyHIvjP6zIh5WmWktT0AIAHDJVD8ZrcDNI5MWELGJJvtRCAc5wyGfIQtVC/Dd8h65EJlhLkmw1b4K5GR1hSep0CCN+u51e36xi0JEOo3jF3b4tPUSUYG24tyeOB2Fv78enhKpUpFQ4xbPOA8fKzvNrzVdsnAU2Xbf1w1egW68GqlB2TMkqPlGv8EKEh1rrJJIXACa8BLd9A0V0ZrH6YGL5B4IScT4Clksex/aNeTX9YNVfyxA/lnLykJgNN/2i89s/BuitYVf+mRjXoj83PZCwOdIxHHBOsy4Ot0v65Qwv1i3YF422Yq0VpdjM0qDaEwaKoMnEEiRuT+c+surmsU6hjkEV9isnaSfKMwaAn9NZsILu8Ro7YWaTEzrPnpxcoWG5Hwl08oD4GnjMpwJoDUfPgNJy2pvwrSxMbgDt/FwBqk2OX5puq9l2gkQ2OP3Qcsjrm21pD7lONpOm8w8Tc8cXT4m8U6K0qjpwk3KffJtPRLhPOwcrzfKrz44znIh3r78zWUQhra692O658oLwykwnMwyeDozotLLgSygZFV2yl719N+AZKr7q18Kcvta14cD/Pizk3ClBvaG6UBBlPbFx78bqgC01NPvOQpgYCT4wJmgEe0K3ZSNxdMoGcnKWOPws+AoYI0zri2iohHE93GVzWLmydAO8cOim4bhzcbb/HGFae4gGx3JkWVtiDhphx6MPmttSIQZaZgIkjMkpf8IXwJ9+3VynMxEBzR5QeqRntC1ABT4j5cP4OeaYND6MaEpdbQ3xhb++aP1HeI0yw0XJjsJ/zkCAsY5x7DILthhZ6UJjjXh3MDXe8Fu/l/NTVlY+Cim8N64vrivhz/xJdH415pFgmGZlBVqYXfCPw6bF6BwLQ7jRoyu+hjN+/zZG+UzfdGW0RVda5A7IgE81CGNDicxGVE/jodmX7szcvD9raMeIrJvkIj7+vyN1sKkz6GVyNJLBekzZwoTSZVkVVQIMiTBGk+in90zMtN+XpM4pJtN3yMV1Pf6CAgotB0KsG1E5NIXFcf2RKW+dLGMIafRfmOA8/8/q+oKpDZCvFKVec1czHKNYmXSJDsqGw8CY7H8BRo2ifJPb0qDYMhsDsw2IsBQf6kVzPYS1hP7bqMmzvxy6uJD8km36DFOj2DFfhp4jarN/DUSBoja/TDa58I6omdYpuiyVQQVVD+FiKyJa+FwRIGAkWOz2NjFlmEdD1mKAiRjnsR776AH1vD6dj9aL9wdQ4h1VILVFfQoKO1hO4be1MA4TITN+1D3MJTZuDqzlnnRELir68rF1Hlh4wsQcKc++Hik/B0fKxB0vXmjrhFJ4/fx4ySgYdy1JsPgcPGBAQBT68hILytZufvaCpP4eX5Uq1vcA9DcDkX9dqYZN4tSNVMIIjzKOcS96qPQLPk0HiY6vZNqpbOvKBxkeXsEvfQjZUSZjs9xBuw/AYwqlNION7dpe5HJbGybkp2Vsjsx3V1D77ig6T7fviqD4zuRSMRZwweal+ABLohwQJ85SUWu3wSPgSzi1IvwmoXyQS+ZPzD+u1guT/a8dMF6MQoeojB0H1IsvB+7sXQVjVogeQYqaCYuanWWVtU+j1Jw7tXmNBX9BSbAUXR/fjXIQmaMDYxAJQEu+lbI+xm6YKs6d0lIGKKE5whUwB8w84J4XfuxQZMuAwL9/PJR495D2s8DY0PLJ+lFeNUYI7gLf3LDVrw00J8zmCXpd0xn8nULD3pGO8niNYPfFO29P17J73q2Zv/Xq1Yq1jdMVkGa1hpjWXUps10uhklO8OO4U6tmBgjYnJ2KQjEk96NEh+AfGKVmRy9Cc4KQjhyliR355bK0wEcFdqT5GPzy7+AqhJnbWFBiDS5ehpQqBSn1BIP50YpODsMj2C3eRWCs/sQqG5y3n9U9e/M17NzQt7xgSNiq3SnIklklc4nS2KrFTtuStxDeOAc5MF1gxOOzJLzP7OaNokAvUtRpHZWbprcJRysQ29wU5u1htudSjugvJ3c6tNp/b5vOFWRURb3a1oIy9ZAIz4fGaF49IR5iOhOoyzOj5hK+vzChXcZw3e0H5J3vgHk+8uRsEBxqhtLpUdx3VQQ7hlunWjL3c3s0uclJMDcSlonjmcys3vXc28OtqBES1nxuRh0SHWgD3RBWrc6PQ19dQsgUn4j5dlgFrqDoqr+xrWSftnY49XRyZskFiRCLNcQr6Nh7NnSAA52+xvjqqa7kFQ0Sp/ZYzLmdorpVQElrHH82uUTCuiXcMdJeeF5rIxyJpG4bZJmQssy7eZQrHD3eoldyIXrYhbSbDJNnIwSK1otfFM5GYiYmKQdD7s8COjLllYohE7mRVRGkvya0Cq1eDEOICVh/OE79HD0Mv3Vgx6iPxzz5+PRGCj5Uvrb/ANKTNOlm/2y6klTIgS2JF1dw8xAxvTvZkCmNm8VAcBmBl9ho9LCtx3/j7nfWyDVjJIGY1TrmU+ARh6nyMS3rx+dUoFYz/IAF2CEuX3TXSkHbZ+Uz8KrVmezBc9QVvm7elYCOH7cNmIZEpx3Csbm/2L4TFWdoOC/OUFTduA2gaBWZTkLa0nM6xKIwnUbMm4nX/+3Io/16I1haD3VIDym+aaye0pGEiaCnx+FIF+IDevyzjhZAepSgDkwrLxqCJ4ksaUsNb/pVPMMZPKXizs39BiYpN4n11DziPFYmgZbybnZKmu91dJKd+O5BoRKFI9h0jwrFbo9h4fmYKsFta1AtYkCsNSWku13ArEuMdBkEYpTHfBOuo2pJbE6rueZqJ63czOom3VO08sYaa+cqKiPQ081i8gYDbFplrfjPeIBs3bebJ4qTUoHcElRmsFva5yA2ipJwpfhwRP1GR7Md5r1ursdAbNMmzI883mEo8OvsjPtlVxmSv+3YJANc/hVXmla1vK4mhUKrPFWzsdlP+lnnF9rMfUOOv32VI5LidMlhtNQ4pjGyf0I2leSCdeYBfK9RfeOjlTJpAXHDKAbNAPvoVZ9rJP+FDgTopiTAqt9wUnS5b6gPHKy7SCq0/sfyGBHaghrTxjhMlwwxPT8Cz0qFKDFLwjJRHbuUCd32z6/1O9lCWaTnNpMipQ8nov0ZzvP7NxPu/EVfg8txHTWjHX2MNGUu72EIDYdfc5dPCIN53IXW0vb03wJtG0/uHE+vj5dRQ+X1hdFS0a6qaw0yq6ne4uvQTsjtA3s/fJx9qacx1bYebVQ2YnREP19w9WAqbVc9EziOyd/py4t78Qp1UaDxejVcmeX+rH3wanmQVBUOpCOznbshWBvzN5PNZCY7VxaTybIfiR25SLwRQf14Y0nnJeyHnAWE0KffRpHfX8/TcI0paQ7kcbm6lWLgEsGu9rTzW9rxjhKy2ud/vXuZ8+SulAB+UQzGsL+5F0aC0cPtgPY+fSTjVaAVoPtIkueqOOfkqMJDDKTyL9yZ/KooUU8Qy9YKwdrkCVhpLRrS97yU7JZmMRP6YkMe38NkV1s62a51KvVoHAmHTTKD/bfmAhQKoKM+iCF5IKitZugsxZLjJ0LJSN8GkqNElv+VVdl1x9yCQfApuEuLVpAWltdGfPgJVot0lR459cmVqs7SGSESzMfX32DoTTTiM2E7Y8v1Fux9xVpR4qBXobp8rGsPrhM/heTqY41wnKAz3QitfwFDGdv0fe6g3h01RMwQRCzl1xXiTN81AFoEJM25mfAxRCfAAP73QNuELSNlsrqG9cVnFZmaNbpZGlG6l5j+O6skTDqPET/0uvmaPJ+KPm6yU1p+10J/4jfPzO0/uVpesTM2UvImCnZD1fu8qoID1+oWnlQ2dFWE+8WdIvt7LdxMYJb17L5ecxLLS5IzIpHK48HTlJW8MQ/6jRW/ar45Dhwf08RZ1Dmw6A4olkzVqnmMUGQx9t5cZkGxlSJvkI9e5TM3htkaZXrjmVfmtPfLfc896bRZLiRx7RH7A3TthgKAwzGAxbCbWwhMr5yX1ueJGAcf9Pqpa7Q4gzi7VKxN6LZO/Jmm+m8DqAB3VjwwSKobtf85Bbw+vhdrYrBn4UeRyveSoAt5OlSPjPJHmvLewEQq4vDARm6dp4oFYdkF8ZTmGYKZ7zlVPILkiEWsrRfrLGOXaN5BA3k6lZpAj2sakZg07p7L/rw7S5A0IYT1dcYsFgFtxQzrthui54OEJxuCawAA+Af7QBpSf5oj100VIz3/t/QlU++WDl179Bd/+snwU6AogUnxJHoH4j85yh4Jq8qhDVPjSXxtZn6XpyR25PNbZ+fEZ8Pz9tb2ZdOtFnQJTu7J7Lf0fnJzS1uwck48253dn/XRKMKmtfmhuvMbTmPs6UjXprHggM/AMKvQYztF2wsDgEnKZXOv6pN3b5/7PtvE3pmLEEc6ddAJEoip+PqxpNu2/OQWYjjnLho4Kozs8LAX12YNzDmnN4c1tHp/Bgurk584RozU0LwqpwebiOLJy/f8g5kCDrcJTTcmNYc5vV441pXfg5KZnguEHXoTj7lHJRqyHnAqbpQ5SGvTzgSOLg2dA0F15fgTBBqDPmy0WEPd1pIQIVnDetkj8YgCX5W6vsLSBb1hZwRStSq94l1xJe9bM/KGPu08SyeRCKiP9zwk1SAku5KwWwKk0SLzmU1TckNWIyKtZyje0wZxNIsNLfqC6RYP1/Jfb/8JwMxMN0F6AIKE38uV3X5qfeLr248n+Fvd6789DmPg0fENr7eM5fWvjrgWOBGXnRIZzUITqoud5BGzljjGcr/3uWPssD3XC8U5hh5Y9fJ/wM5+R5qCjxyV/1isty4YiE0SHhfrlAIhkPf9z97HXYR/BWv9UU/SBA/PWNQI35+Y21o4qX+AbX/gvd5iGrps3DV0H2Ppex1+HOM83HHgtZMa0lCw4ZJgwGHvI7f2tOYUwCESog4hPP/Q13hj703yA+QkRp1D43k0ObIdvJWyxza5fyAapN9UEhXn3/kF8waZ2aUT/9gjWVHOELvUbpq5e0eP0B/yWLv3VuLwb/xVZ5nQmwoO85FR1QtzDQKhJqTIfJt7TFU8e1Ww5YTYoWrjNjHj3/jPszsDDWvC4bHTk8LiE0YWEMfnSJmxkuj+eUVGkV+U8vfouNcPvkHqy1zElam1H4PNnbFHDnQJvQwh2BeGsy+8UWZS+goEcrNDY7NogPPew4qqkmZJ3hVjIShhIPITlH30P72FdOHkjfEsQwSA+fUAq1xOBDxcfazPbSIcddzFhIhoZy2cGwh/GWeBLO5OitNrdpvJroXP4RVQFvuThiLO36u3YobPbEBebgqnPTmG8kpdbURXmz2KGXYuvnR+QLko6AgI6zB1JevTERh30h8K8/O9rmqbDeOo3vJcvq8O5+quImcLp6PD4fb40cYkWvm9zMVTkU0+NjjLzjjfBwrLocqD2Mi9S5L5jaBZL+W+SwZRsjt6CXj1ogTAEDvPakZRAd39EZLjJNoAmQKcRJAVkVzXLOR5jqYmg4I3hrPIO2HhMED8p3D6UG0XdX0uEAfKHbhKhPH3sOg9z7T4xd8/kdGJS2w1B3BSdUc8RJiSg8U3rZUZwXGkK6ysDSTZaOJIDuz+KYSg+ujZiE+kSVfAH7T+gfD5IiDVoSoum5d2gAHHXCwo2qH0nl6ATzUH06MfJiYuHNUKlPwGpyr9ZWIPBfH0iS6Oc43c8f5Cj6VwG2zf6jjFeXwow31m5S1foxwwjj2BVaMpZMSMXo76f5o7eOkly4jQdctFBlnXQa5qWlBf+fKEPt50AC7KXnisC4zmcWFZ9zUlLNSqvGLM6FWhnG2Yzvw4AC8Q+YzlLtiZsgsoPwJkTRD7zMMAar+86odLSbtiWPAaG9Kj7XfboDXVtxNlleFZGblD1t984yBjtnblXVDtTkH4j9wG3xXN7MaDbbXvhnb5GcTK7OIY47dQP2V+89wuSU25CvpYt4Y7TyTxqFb4LXE75d3h+KeCGM64grIIbxQeWeZ2jUoiyf6dK+LR9Y2ZAUMM+mktyuSIXwXpFgoTbSI5R/EVeJqWhLLk50h26vlrn9wdq9NNYk3aHLiKxFzxDUupbBZYac3QN2KeoTB2XqrP0KyeA8ZElLfclsJQbNs2WF1ar50XAbDowYPeuL0EMKGkIKPsmAxML4TL7/zZIi2cassuNc1TLO322lljUYhlaeGAetyTrAY//9lMfBUnFbLnCGnZNitvQpImxqS/f3oGXgrP7JwREeMvPLZ5BlewiBsL8uk971KCjjVM+r1HttvkMlOZ0EnyxV3R8SdmLFm9RWMAmDTCX8NG31zs+86ACEj7w15iowqGkN+Oa9lhhVqAgTgzYeR+rlnjOKXx+7zTe+A40mYq5R1ZDnpx/IGOjArFUSvw+Doq59GlHJW04tkXLNpzWOULdysJVgdk8A8z0/oQH5ASqkD/LSUjIJN6Y2uhkwu5E3F1kmv4zE1pYuLmsskmOpWVNmRyv9EXRvVYbJPTCo7GAPDIv2osDfogOs6lCEo37W6NmG9YUa96AfLANxSFyJmgLH91DAarVrn7p0RTMqtILcud+pP0tjxW5/CB2uRenew4TwBafBhyymmFfIgaDPXeZLcNG1fM7GCMl4d3yH5Ez7NMBNFxUsKaE4pmkU8J+84Vdpxd15sOfNbwragCHLAzV4npLS0mP1dh61WWOHoGIhVYGqkEAkBsificqXLkOMYuILl60rNleCnOMo1jMZ1av70H3sfEhyLEkAbgAe0g2hjqWGFdf/ViUjuYCcbl6jOTjWNzpzyGAn4W0qilLGdoZIsVcI5O5ns37Vk9R9pAVxAlGwUAIyx6caWa7VzJHclbyT6F2xw8fXI7VgjkVHxFznRykZ64f1YL/ri5lVguK+q4Am9nbSwnCdWxu0OnCLP7f59xx3sCWMd6apgRMjB2tV3JU23fGnCwvQu0gSCJa4fYmp6fomFnMfhNmlQjw2tio1gcHyeub4M5lqsFbLXsb1MktI5az0+y9ErSTwO5Ke9k7ILc9AQjkVFez90dnYvq53EdxLeO/QFR2Uqjgw41G8jqhlq8a7MqvsFKh18vKzgqefYuyXgWlFYlfgr+tF3qgdrBQ+TMyt8bmasklfgzo+z+66e52sNUii3TLD3RlCaubdxDLxb61hjiA1SYRy/+EsLiMN28850H0Kv50XV4oHZ0FyaDotT11dtFCVJYPMbugFO/gsIhk9wHP76Eci2JwFzeabfPrkrCbh/IOn4WKpptOtaa6gJlgTDnqJiJxgP1QNHOZwdpQIwyrP46CjanNWFKQkYvYssYQli/6wIdlQsMQw8iDNJTWn1ln1/Q5tCZ73hqx1yB9b9gOcb0HzlglBcWhR98LHZv3ASicP90KvE4V5SAvXJyBTaIDTSTxReeAtJAz2OyUFheQyb90wA8P/2mbeFt+1xTilCR/tkpIMeVTfiwhY7+DmFBPh9ZPs1hJrK1LKmYLKwj7iqb4sKRGvDZ7wj2hUcN3XT7+sBpXYMdZS7N9U85D58NyG0lU+QqQOCQiVAYt3ZqRl5oVEJ6OTcXERC8wCfBCpp/xd4T8Jer/Ag6lc1/djsYv0NybgbSR7iA9GjyrweclSbiy/Q7iymHeKEPrug/LSNVuBpNmGkIwL1nJTz8XFxs2om3+BvZe9iYYQq6iQ3JkGJ5Zisb3/8f+WmkHFyovsQI7r68liig29zseqnS3X7tvnIuYxwChmnV1iHhoYygO8H9+JquLE5habKSc3NEJogPDXHiOCf9O/vYJjRHvn7Ze5vqNh0Nk+rbJwDy8rlW2b+NMYrG96qmlVuRjDalpZFwVyXLStiWbefgtZrwL85SZ9uZLgch5oy8PJCBhUNtd7b0sleSuG3BQ5BBvyhtNr+mk1BzzFWxz5aU6maTMuQxglTdM9ogHJJO2e9Tp7z+dSQyX6al/2P57ZM/Xc8THm0z0o5oUWVJKgJzhMGDknwLzANSzCl+0SwESoXtfaFE89eQhgFzZKnsHJcj+PsN80vdhZieHXmbBRQjVhWYSAdZ0Q86/bZ2O1Yp/PAg9wEbrgsAfflhCKYfkW+iitOvX816Ii6p6Qalm4nH93er3DHFKaYjdaRyZ2KFN/fr5BRxufkkkXBg4uRXrWr/HtcisW2Vk+u4U0ejEnAo57DgGOVYRfxTCHiSN4uL+U0vXlnXDdrP8GjN116VfqoatrcMruclDTZcC6mhINBrW3LZBKUpzdYHik7CepD175gn8qaE2obbX8GO4o82dyVMIGUcUkwcl/eN2LIHsh4O9l/Bp8cY39vpS4H5+8vyAhLEl1WNkfNT0/N5WHEUFWzlVI9LMF4LI/M1m/RnOWMw8/fJ2v+xMFTY/45TwTMaHxR5QudCTYI4uUJfUqcD3sHRbkG2h3UdjNpoBSNcIn6WnnWsotm+ZCfP3V/rqES6aziM4t99a1nTLm6fYeMT7YBuHxYzYHW1ACwsNCDtIw6MJZ0mtXxSBKipNpld6y3bxzZe9QuwXW3dGzTcvWmQIMF8S9Cxk0doxAoSHlZV/+ybGw3KgQEkunMegryQE4skpnCtxK0k+it5I4KhOyXsLvCAtIa5NHrxIHSl05eLHiyyrOb340mLN7YpYbNSNagi6h7Usd6YcXTVExKykYcsNpMAib+9hpmZwNh+3ty55+2vKMd1hl+kLYu7r1ww3tiq91pctk03/LhHp2VuieUhADilDufmhSub7Jofkj/9UOifJLZgAZ9Dbs2mGCBHBCucNj0imWQYYQZfWGmlqUdsJQox6eXgUBF+9TnQiuoAhU76v++gi5qBT45Mj3KkiTC8M8yWA9qUsjn03vCL/nbSMc78S0NMbdUasuRE2Uq4ZW4Kaxr5ySfq0/dtZlvwZqlLqR1Vhe0dAlpx1T3ETmHwx28nF8PAHJd5LEIPCjM5AtgHdTpayMxyu2RlQd6wp7VzRK7oMqs8OrcdcDlk4I8SmVP8I/NOg8PvgEvmTKIbGpAMXxIpmpQ92r+bFnAYr5VeDlpHMLXUUDBTitZLFYHzd0vpg40Orw+QqS6Y+9pbYDN4TXo5MwvZBXmm0YAFCck3NzgKt+fWYNrO609cNvi05SlGjNt7rFC/OdzZJG5j30QcjiucxCL77JNOgdW5KCIY2rkGxa0gkE2VHJnmegjtygvB/yW1EQdNogGZdDXFVI+u7Ra3JqfiHdC3fLgQ3bYdcc7NJk4nvuw81wFWvoTc5y+563THTLBJKmD4/++ArqW7Iw0ulTVeLsNLvgM2/hbmbfRi+z6JfH7Vd+uKwqVc5ewFdZQJlbl9aA3jWyki5CjHw39pwu1e1cDFBVwfeXoxDXbuXdY/f1MFbA+KmO0OdQYyZ9Afb0LxE4rY/o9WRE36tXVPo73Im89EB7fFBT38YnitqKXQA7e1kGf2Fuw9gIOuTFnUpLjkq31gbDr9BZawQ9cid0u+SaLmP0Fch2o6PED+gyp/ZVtqK0QCQpW8j7VOkR6Al7+faQUTIPRMBcCveXgBnTcUmAUo5zoU6x4wVgNE8VIJc4DwIUDlwipKgzzKIUo55PSEuRM+dYw3BmWKWCGDC1G60oxxUgLzlDL6Lr3pcTDhCLyoO1zhBy5zTR0iSfKjPJqbIvgPhwN2OvVD38qsKJ8vGZQoPwvuPgPw1cJuMMPVKxEKkhOph6ZUJAqCNYU85iWSBgff4NCnhb/NnMrCpM/FoRbmDniVpQ4l0SVzfHccadfktyvI5t5Ucu3zlL+aQkjNijUWK58J7JhHzpf+s+NYlD5lYkmSxIc/L/a01fFbwL4aWGH9Xsh2LZhBBrV9bQFYW1nUQ5nGcbQ7Chzrv/Vbvoyq+omhfhC6iphVdcxSv5OiRrg/994XMnpFqALyi0ZQpq+4Y4epoMf+Uu3AhWSx2dZGhlJNKK1XbIS21S01Csq7o7K+1SpZZzcKiM6GRzoFZwhnH4dU7jQ5I+a8tNNKJiFacV7MGmYxlg4Mlxq44n51ZBDQO8n0oAY0ugEBwLJbqeAConh37xoGYpqpL05+I2C7LoVv394X8G5zU7bL2mu3iOvP6lKUWlk/RnCIoWXUQGU+JWPzhU99/OLyNf2anX1npz/OlrRd25D/tNdK/EGjPUMn7ggSWkFaHoccHUFPZ4OyjCBiJASgM9B3nNq9zCs6uK4xYlulEj8XuO+22bxBmhB/7M0ykSWyn0XS6xfpyTIHPT0OlledulSCPAqCbmgTJCh+TfGJ/MAvcfYrbZgfkGUOWwR7KVgPHwk9KbcVPEZMgi12z9pnkbcXGJScrSC85yJYK+7+ZW7Ns/oYVmc+y4E2wGK1Fp6179NIacZBIUCTV+8x5WjFvPoDxEQrQYfMnbR7/Lv1YvozbE7BhaAcY1S1YlC0V3ufqq5eVndcMbi3/w0E6U2UMsR63RhOA4lgNH3giY8vafkP1I1DbebffjuHSqpQKMpWAqjgl46mNxlbfGd5c/PhpgewGrzmyuXvr2dxN2cDVyANcImI0uOWSyuWW0HTEelShcajsXutFI9+/BSUzOpgB49aNv9f7nnB/GJSu2oHS3UftVAlvLy9WiFUfYVcHF0DBFt87Dxb2DQw4eDiCQsTZmPa/oASWV4jRl3tzYiVysPI1JU4o4nQiNSJ/yA2eHoMDXEc3iIEUfEuhGTMAxV2OE4leHLYIgiVKLp7uYIC3JEhUukgGls5OHvc2yaQ56InXKHA8qdrXnifzmlvOS5Q/nRQbE5v+grptv6Xe6SW86+3vx/OrC4ktzpCZNO1m/WSByAcohTzyY6JnDxnxyj6OfoAskl4sB71urr5pX/hg3TMGVjlzXxku4Mifsw/u5Sa3rPISeHSOoWIYwJOV1Y6yLEkju8+se6uVm2L221coweHIN99Ke+JCu90TcEBCP6U5ln339v7NDTCSH9QZHi73SUbhHEFHpzXDwC6EzJhKpM0pkJTGfvcQbAk4hR0tEp4NcFKVAbuyNhvPMiSYjFAof8bhnjLStC/LdfOBdk2FmB7GPI76eQ0XcCHTo0iy3DFOrihDQ7V1unesnRnyjaQtY01s418V651AZ3Gzor9b6c7lb9rVm8C1Su0ps+N41g6achiSt8Qrc6mTvkRfklXMfKaf5TCKImvJT5M8Tlzr70S2N5A/ktqcrC0EkwC8fFxya+35QT4oNI+/kir0C6mFyE2EWc51CbVFxAuBRQSlwqzgyLdDU0Yfgns8t3tlOb91Lvy3g2N9m/umyRFhgRARnMXPAgWW8Dh0q14QaJEIqnoTTloeoO4UNRKayzcDmwWG+gV2eZTgx3pcdbZscvDfsLs/vjrEXmDojxEuf9njVAjIcuW6kc6iAhe4PR+flaptKZV9F5kiO6eWJ/nzMSbvr1/57YiSr3sjgvDMSJEpt5qOQ99/v5oBdlhCD2XkPApXZIhLcq0oC5H9uctVa+P92L7mrmLZpKakNVT/rwokK0p+Lv67g6qJOYBGDStr1n8LYaMLbIDs2ZqTsNAsAXBNtXXuWVnqu5ko7sIeGfquomAVeZt8i2Tz4sowxHh96Wg0RAxZbepDBebwHCRe37BM1lRs3pFGFLtayh2kSsCmZtH7ZjS/HdixGWvlof0uwL5PdcmL1fzSaootHBRFM3AtTClnnVut+djf6GHOkiBjlAUaomnjJMITyVMoYzAOj2SnV9vPpLAhI54mejNQgLc0JFl5AQGuntI3pICjY5xxIfSb8pTPcxCpi+6MTF9f/8qU20o6jmwi+oaxsa/LI7rF7d7jRaKzbMIpk2D5kQJ/1R64cXBT5EVDjdM7nVaSIBnvyZlr57t/3Je2P3Ag4Xwyz+gegKgzqHoyJHig/vvLIt91i6nJrA/CZpzzRWLEmgzUEaukXubQCIE5zQ80zW+4pjeygbt85SevaNW7/XD3HCaBqV+aI4w0iSGrcCaS/KqAJRItF4FhhfdqzgZDjQQOSLMmMeu4XN6X8VXkzECOiLirY80H5KyyQzZxhTbwko7Lp22iU0zQwGfGB8dkA4vnBuPpYPi7MgiLhOzyUpkgNlZi/LfdTNGXvjBbswi1tBZEIp1ZDh3uOWUJoyUhxm+nbcpFywgKVEXa8Ph5qrUy6+PnL/hMj5yXcxXcBt+hyCN7Ox24/YkxrbmnGTqD5p1qZJuGHlLH3NAlKPMGX0RpBsMcKrCTH2gdubcQxVupizys2ehTA/lV7+/CVp3bZv5B6o4qD+aOJNI9spBu5VQBWAp4IkG5At7EDsf1+jOUasIcgGbhHHDt/qkPfxbzC9ljnJ2PHANqa7TyJyPSsUTM1Tm365FVx94nnTaYlXgsthwPnwO7h/WFVlOAEyFLBgV3IxllaPaTpxMUmrmPalnz9oWMakbuQK6bvXq3BAQFm18Z4OZWkdjgilqR8WXEc50UA/BSyZtS8L2HYCalKPWFjJo3qC89MbqOSC+2nNoFmD+qVkc3YB0XQZXgXLyItgHL6RnHexuROy7jkY4QdnROD6J+ozANpoShTP7jTrO1rNqJZQ6MDZ5YrC9a30hpsIqHlah/0lyD/4toNJYvL4INh0SGdmd9t5ywwkAXMyk5KAPFP6NETkxF8vckJfH6CYNr5d2BHxE92KP5WXVlR/pmnixADLCXEaSV61AGN7R6GPt+qjmJd5uVp9hdxW2p73gbFlEcmWx91cFB9iSYeMPP2B6fGjpKJCcJ2AmTqu9XDA3r1HME/HpiwqxwGknajWuHDX4vqjLSFiNYuAsTfYqZoYH4VypzBkjaQ5kO9ulCsPOl7Aj/zd6e8O147glMJJiswNtmJLCu34hdNUVYxX2M0W3Qn6kIbQSAuF7cmQNyGG2rs5dbIjWXAiP5+7lzeYtPZ1czP87nKQSwEk1ste9Gvrk4H50LbpJi4IpDuMsT96SovejGkRp29o/7f2+jo3ehNcxAw0em/WpO1ezrv9hSgsdnHLOq/3hAmEOA4LJ+KarfwMFqDCn0tTYa9m9G0qfRqSWviqMTHwCpm09F8QanxXgq/aM9MzLGFU5sH4slY/SsLQUCsTTTxNqDp38x3k9KcoZoy5AZA9X0AwOngKyrlQ/ETLuJ8Go5g61RrXOQ1xkft/qw3dJIVyMyAKlvZs8H+X8xVJKk+eM2W5xDwYnr6Zos1KNWgl2/i7UHiZalhy2bVavFNGySkhemUESDvCRYoAvIPsiGBIKPo3awozAClm7fa32MqLbLBCAPIFOA19Lnzftb8soYgmhgOrH5RAKOZXQRfKMFQskIDGCI/wmyMqMabJkwUWB7XAvA0nvCeAtpocWFOIKKNpY825AmfJs4OWjkk+sE8tDY9TXitiJoLBe8lV2ukwjHPo+gTVDodm2/RcEtlO+DvUKbboyYBc/F11GvDBnWEJFOtSgkjP267gm3EEk+J3ndzmQULLeSps4Lb1Y6MKm+0tKur0DEgLREvCmAHSDUA1xgLSEiWK1XpDKaa2odnBYgUnmqaGnM//FgTXrkIu8uRpySn7EZBdcGlbEyb3S6fW4xVFJf+2W3UTXnD0xzuqCPIVF8sVVHSGauzL+1qkP1gcx/2m7QB9heCMZYsUpOJ9zXMaXlHqeA18bTEfbCL17HbFHVBO+1XAufoLMKPiImwQuS7W01JV1cAg3usondMMgstj3523ulTzWlCRZbegLC6gh5Rdu5cTwv5tEjEU6VdWGuTnmmvAFxN/o8NpFFbYuTx/MX/V+i9w4wG9eTHSMAppF2htaxZXbg1vB0oFrjeH6yNQiToAuQ3sMXcccEqBLrDoOYa3driFVUHN6GqIEmCS+BpgKt0j+ub3+FFiCO1Q+1BcV0ku8jOyzWGsvxfh9lJbIwjoPCJxgiblsSUjBwyboxX5agE3CJYfk6oNAiNWnTEVh4CANJOcVX7+d0uSzf2BWSknYi7lD9h0K+XLZBmWX3QoTjsPhWCa2ITcgid8yS26FEp3cDLv3WV0K206SmfBo5AUX355einVwnM8Ot5YyOdqiu3eqr/oCSMtGFMzYgc36AK8+v+u/TKL5n0Ch6EVvVc3g5oixCTgxqMGbZNSvU1+xAkHihY7ZYVFTSgSI3b7+rujzWCyVpdAxJbV07NCVRL369eoorCdxlb5XZlTuAw3/8/28vfmLQlCQeDJS6FQIu5QHsBbYlqWqy2+pvvK+8jWgyIolPyl62JaMFAj65PdhjGgG05JYw3fmDt6051c+XNQNNMJ7JrhxWPzxThBJ5YjjOuWsmMNwDWcmeyeFEkO16bdJhhqVW5YqF4kGs7L7ztM5WaphI4hSryEtm9PIK1cntIVAze041NzG5C842LRSYY1DSmJiRLlYAxabntVfutrKGORc3Qdq6ZvKmNMMGjhPDa42paXLrYSCAN8Fi2GGkClO0PPDqPp5Km8m5lFcHgaKzvAeZP9GKQSr1TsASaesJMuCMFFSOj2i0A1mLjbXeXtQc29dQKB2o4oCg2rKrLtVavyw/0TAMD7iODcW9fhJ4cDzC9EOTMGt7DYV05UpqxjBtuJpmNC3OkomGzCs6tHGwo2KkL8GS/BUYYNmUITmZ1hOJ4XJd3S/zC952uTQ9rZTnWkedvELtrtYe6fLyJlXT//uWo92Rw+phYylLVVYE0EoQbAEkwsde3eylW5T0yW1eNhTSKm9+p0XSFWBwyAataemBWkt/82+qcxei9DkQwpBGTJUOR1uI8l5M5gjw+kk3xF1kSmkYzGyjnEqoyPRxIHEhGCN/oQJUMrALeYGeowfPlkyTFluSNTfBgeE4EF8E+7i9zqS35q+n9um+JGxSPEVXAIkWM432KGbkGfhG9L7mvjplN9jHfab6XuLwOG8oseTCbVgv49VZLg1Rg2h+7y3w3p7cto9IzRnFZOtsNQZ5VCqDlIwUufXTNrb2jDXE9301CBTXq1ry7H+xta4LfhengmCmj2MDrFuRbiu3V39lwiEfsHePNYjTaKSwiJka8hUJSiRenxb/jaOiklLYC4/eXzR5ciNhG78KPiw/Q7yWPTZKc0gza2wJ4NKu++G3z6R2+Eske0TLL+zaaT9SdWZME2gDc8n3Qa+DpvXMUz+3UKTh2VqkwpYpp0JnbQzsIh/P7MWPV8C7mxonBSVoBDec5UKEiGCWTYi7r/RPb5Csp1sz6gFG0FJ4TOnL/H8z3oeOdH466q82t8Wre1lrhfxZw3PERfZ7zaOMSBmh0YQfS4e7eu5dRE6wjaUAkJh2Bcz8y1N79a7LhADzIqOvjNfWUMww0N0OuEzHxi5WuqtnFfe4Vvcb1g32DklMF2Qu4KhEIvciy7opKvcUcO9tYBe2MLu0BnrAv4YEw1KK5/WbCaeE7d+aXkoy8B7Rg4kyO5s0puNLvEgUb087knqI9vPncdjEwg1DRCR3btEmzP4GYwUaXaaoa+cV4VFSGTPxYzzG2cc4vDCc1k+XCEMZHCmqSYRc3A7BrF8EmzwhhVGye93ffY6JgzCzWo/nN42wPaxKUyapSL1jJxDrOnUKYgM9ASwcVZ/gbbGljsSzZEcuFWpyVjFV6dz+4r10sH8g/2Ir7KdroIvI1mTvfvr/lKvxRQZFsp4LPhw2lPpVVwNqwjwgMjV4F9ixSyzN1rIRvUoC9pC39beFLk9DjKLiwoCZo7gcJEiYttyrQzaY4aez1sGqNbtW1uyKeGbVyq8LrUHZf8BJ9X4QYdGfCsoHEr/cwbGJv5tganDec616y5ztB0fj7g+U7rdSbZGEHaTPTk7GT9f3ZCsxvc8DYG+PGr0FjvotdVlXdBb2xfVuG5Iz93ggQTqM60U1pidFxK4r9TEfFpg3UhASc7teKDDNnlRKK5lnvQCIGms+AXgdlqFq4J/ovVAgMnWDD5MvPcN8aMC3ph/PdsU/xHsMWsZXhm2wmzQCxXORYQQ3XXJhvzeIApJf1187+xa8GJRCpOjnHsnmya0Rrj+WXOtf0OAw6JX1pDnBJ6HE9fLl4NkOEQ1gKOR57c0gFgL/Y1Ka/aoRADsQBKav25yc6pMgekclBb2FiCS/Lb0ubY+uxdVuLnNnEmthwPbOcrySQ+V7xZ8lJ72zKB1tm3e+UWq/0BdIsJgeE///SWJWvFg41hY5ZXEf/wdAmSnKwdyy38LxYdd8sez6NbgVnd1f56iOa4GZwo0JBOqLLyV0lbtG/P/4PMNLoD3ZY9R+vAGNvFuPqSAe0hCly8W+N4RcA4MdaUg6LJuXquDGV4ip56Tc+UCIMwKz/3cHac9jotVb43BfnCx/divApDpGSySuQR6oIoGlprJrt4+5iE3kJwcY46wPDGSST4Up0XePvVuK5PKR50EzG+qde88BQtsw+wtUtNh9+D3N/jk+sDavuM+o/rC5+rU7Dehl3jLV8ASWjCfghnIbfOm4dissz94q1VeLNRG/H+tLJ3EDzs/zLIr6EqH8Et/MWOJ9YFLPRgQO8bZeaskjWShExcY7BtZIgvPK6+PKkT93Un3ACyeKylbkCyfFv5Jb+M4pDR9Dvlg/85SNGLk4YOmtQVi9ph/zPjzKG9/JEgnYmbzMLm9lJPGTq2WkhsCyo8lyo4+KGfiR/dG/kwcpKRlSSC0PIlWYxDNiGfLda6kSgxX/KP/CN0zxakNDS1gmDOPCT/dr96UTQd1ds2igRTYeLP4jj8AWptcDDRYxtpRnjfpJNyPdBp2L9g/pp/NIsFpwgZZrc/ZhaQ9XjvsCacdjdUE9EL6abdHL5UY7kBmgJ/AZ0N5oPGja/d7/gPZYbEp1qcQsWVSHyZYRjczuPphw9npEV7T6WoE7ik+uJD3MXDfjH4yni9waB+f39NM7N3rx8a7k4S/toVDQXGLfZSX6OPTT7I0E/TyD+L8t1sFftF5fel6Ul5u05lNtMSmE3UojOVSg1sTYo8PR2Ru3iPjqkF+l+Knzg2UNJ8WntvOgCG4ky9R+8Sv5mmpeQx5F4DWkOhbNnTg/Xey62+/RVIKT5pzLa74jw3cx0gC7ouQ1iov4NmeITUPsZiM5YyYTPGBp5mYVt12S9QVvbl9YvKEIEqA+p84f2Vcu+jDj0Dr1GFr7+tWjuU9Ex/UzqZGLS1VKsBtDsW49IhPdOP7/6rAsx3HjkaWPsSw3Z02aLCQoSxKn/v1c2WBDuCVXdrjaACsJNjnS8i7g/KckGR1olzLb5koTUhNT2H+VPQpm4URctbd7Qflvy2asgYi0kGux9xMBi/WA9sRxvlfie+pJIyZ+6V6oAa+UeUowVNa0Hen57oh9+b+dKOubhS7s/BNk5yjFZTvV6sCSDBUFlHOaHvUo73zYsPgaWFxxfdxb0JJaW7fxFCJAg86+L0mELwSgtiFCZ6qqmDO7M+NXa5uyVksTsXdiOnKw7HovVnF5fCiuGkJm4Pm7botcW04Nwx/5asObbGTDUvGUv82lnSnDMScy3OXeqJeHGolZtnwlbbhTf3KHyJ5qT1AYfAgXAzjVq4Lm8Xwi7KAYnfgvrHjYV93ZeepHHN2NIocPze02ahMdXDqG3c391c30nQoItL9bwZ4wntPgB/36+vKlmUl6oinZenzaszvFszx0trRZ2pMfljlg9xBFYe8sNZsHu4aIAFEYeEAVrDP8QewnTegQ7pBc4m024kBVkkMUt8BMZCAO8biDI2RxAtCb5pDD/pXfF/DXzAcCgLN/jXo2IA6BHU6NaOx6C+q6caQH49Hfm93x+AvPYizLvLVYqwHt5VFW+xFcKt70HcJQBEDxTAhJqiea056rWOYulLE20ewvHbB/3P+dt60/s1Mzbk7NZ6StIsbmaR9nH/q7/sK9T8j49Aa9az25Hv1hn3WaaJUxhVmYzlEkclC0AA8VTa4qojCLEyu0lsIIJLCRcS222kgjgBkYWlAOmMykoC936aqdlvFvZDK5S15H1F+IHR+5UFR0KQLrFPjXDCx4VbhpRamaFMl22Y15lTtCDSrKbZeVHTe/0JEqep++O3n2EQrxvo5mMs2Q8EUg3jUrz2f4pSSzd1u6ehhWXNjNmfwTe8cK0iG5mf+FhZ8dy2JuX3O+7FPve9hosan/lXkN/ybZIaTUfm4MyYuXknVWG2hfg/S+F8HraurZ5Lm7lRNf9pgDnaLH7GFie5H3pHj+Dht/8tTmXKz3Ys1AEy7KmIBrV90C3ERs7k/kkq25CKYH6Ub+8xGr7QpcAiabFcxyzquSZb8Uf9kz4sUwnRR1UTXDPicoHk2pTFI9V6EAkiiUqAk2X5WCMPQ+3iBLCXMAwdIM9EtbB5hK9Nxq82qYSnuweBTHnMQH3Zs7L9aZz8ypDiVmkgjqTa+R24CzmXLmvwMsuOwR4U+DSni0nzmvXXZSkLZqvJIMS8mvMvSiZYTe5M33pyj/H3r0ZowMQdTEBvqHeFfqWEMiDkPhGc7NmyUeVq57p5/mbPZYhCy6FXtkJS2h6jJpYq1ZoXqsW/9VSw3Xj1W7hK95JcO80pH6Ud6ErqtJA/0yoYbiP4Q4ROVGRT+vsNnd7OG0ahahbEc0tN6dpjHkf9kY6q7TpvVqjGLKu0qzqNEeAYKisxBs57Er5fsB85MbOFWThAZf4ORlFmJdnHxho9DCcu3VIsrZYgea4xBu8n0/j6ugHTo3NMzSsdW/JU9XPtYK7QIsgA+8V8P3qSTAoYalDoFqsTl7OQkfJJPDzqtiymOAMATsp7fRvPb5SC4HV/6eIWT0pzxGCXun7Ce1F2iTb4rB+qIPeUuHkHz8uCPPdFebYi0B6J1x7eErzPeINi3NKJDPYhRfG51u7kh6Xo2YKg5XoRD/8wsDWXgE9Vb5OrHLjk8iojA++0GWqw/GLl6FX+UwZZQKLxP+dwpRjPC6kRmt8zVVorkr2MtTlxCOi5N95GGnxIo2qrE6qQfMVhrvhNxdhR1t9sF9VCaW9/5d4ytKVfKceDBVtgs68yKB8l3JGX7Wm/P+xbaVsGz09cixv9aJFmhFEUPh1N7f2yax9WfPK6zuXa5uSdnTXb8qH1seDNsdFDAwnoYkxDSSRjHM4r/33OEGLddtDyB1DPg2wp8Wb8i5faUlEeo1gmvE03NbSzJ/g2HBA2WEz1zFpaTpW0wqeMmy4OMkQZg6Dp0T9m8xB1+jmj7o8e9JwgPvtBoCKdcHnn5EbcO3r9Zr4o74x/NfHq0evYIYvAkMfZcZH95AK65MXBwsXHG/AWzY1r7NatRSONHoOtKpBIUvHByThqu2a1kUKxow0a8IG8XdjDX2tEv2H1/NcU6DPKUxKX+Vt/OkcEkCgaCayF9TVKMzp/LLsi51ClPoyQxUwEyPLAHYJKfVk0lvOdrf8QzqanvUQGWRoMiZiMa6QvD4sxALxwxc5jwaHrpaeIixazy+QzFesJWuc6MR5gXCpKWrUbXhG66LV3DmHSnLG4Cg9eopsCZHLYeU/M3KwIRFDDlCBciPE+TkA6PvrQwh01OmrUCPnRg3r8Uhktsxz9n6AE59y2bLMVrs+j19ZDgTSkkNwd6L6hzulhLrdG69Yan5m7UELCiEOtO1X61cslBFpWXwdV6EOt5tMaQoaSmCuPXg0+fu41009ntWAfLMxpYL+DfLtVgGj+hwkCW2raLT5Z/+YIYC/mzJoUiky6mIlof1d6vzRlY9N/b6sv4ZSfm1GYwuDmr7vF80DIG7RVp6hVtex7jkIVJrEczddxuhNQh/KG19R0Z8DixLF6UMVcwvzD3gekKW1I1QIWp8S7Suy0BGefQ7TDu1lNAtkzVPpJu4CZ6MDHS3Ty1Jw9oNAvuYrDvMcS5q0D+TVpIRvgJX5byXfV78a8XvJ5Setmtwo5viZ4hkIxIkkIVPjH/AauP9dynQQUjSdOgYM5Zr5tMQGu8WMdao62VWJhOLphLfP02T7CS/ShfJywdtWG7OMEXWW9bhHVdv6U8dIdRbIbkqgHgFzrKkYk97yboG3HpoHd4cDUIieYaGPTsS+pNh/cfP0nh1j3MJpOBdCVtKEOcUoLY/qrAQq/nyNv+gsc5WnSSZQ/NcZhpc+xLe3VruzCfqFoX9YbRSBYSsTpH16dvfZ3E/IsZUDrJVpybullDssiO9UwrMPu8kdoaCU8pjEKTKvmT/d+WF971zqVfEkevfkjeGT7Xsz8O8wda8r8c6hzar6t/ASgt0tjU57TtG10G5qqh6/b9ARwFcIgaWMqgMqZbST5NBQhdcfm90LLwp2ID9QfbJWH5HknIr/qOno97xopQVutzYA16MJ95zHbbzew0bKgpfVNcI3WVFJaFMIAbmUu/2PfVlxZ3AQGDGXGxAVNjjHYu9TMS7TQTmfmDovuXIpYDETZ0Ni8QezLpTEZs8/kaIwztY+fmiWmOGHYUusZ4+PAs20Cpf5awSK1Kq65QhxVloX3oEdvGISY20EiXD7Vskw8F/GWyeb/XFbMfvtFCal2dAejlbgDNs9EWrYv3e2EWOcQPT2tfbu3Zwe/Jjq6oeetPhsVT2aBLXPrLc2nbYhH0CCHLmholkBFx4uleH2r/ygjFb1/Fm17RB8wEdSCEbjOJTZV3HGJBEb8Tk9WwWDjlIR/uwQe5qp6oNoXeS7NAouQAujOCD8THUKcevzQj9dxo6aTjexBsA53ITdfhoTf+XhMBSrOV774FnqdJCntcTEC+pc62X/XE0izVW2Fu9lwyRcWsqt/KDBotERPxXw+ODXAuxCEp6SRIMSmU6w+FF6Ls2pKn2juF+w106ag4lvGtookn51blnKx3zpEcOgW+eIJFE45uog/SWBzANxK5ddlGfH81XJcbGXQ3i8Q/IjxTo2uKB7ImL/sL1ChEXSMFvRofL/dlkpdABGEVU1DgBdq5mSr6I2010jXN8amF+oUiXbs5iQbITFekub1mlEmbwxzNZHlrRaTIzoXosQVBMAA6f3Lg59ndwDIJNtmzHZ5t5ZbzjZ667768s+yU6wHqnubUKZRhX9KXcY5nx6Vdfgr+2z0XS4gDSH3/QdVYetGyzA1GlgVQ2522hvkAPEvAcIXH5jqw9Yu62wPe2mV+tZEV5sKdEEeKrqjpFu29ZYJC8crKnAUFAXZZm4gHvGfKmhHWNtvrt3+jbLIDnzjUpxZhGDOF08nz1j8bbteC/tdO6mxhFiKIaARNCp9O9rUBcZ/Qtqemc2R3R9nNlw/Zq6Pcgy5p0Ou/mbXqSEzR9YbOvLB3Qgr8Cce/6zGEEMZe3dmLy3hV8RzkrygDzJQFxcwsJQ5prhun39FBIfiNmOPnLJdklfLJBN3fpw1zR1Jn8Pi9iA69qRiC1aZ1ILgBjo9eoj0iBso/b+fUJ3+qcLmMAxpfzRYA39DGks6gdo0DyXhcXPT7f9flL7MeUcM2pYPDeDPdQSPr+pfiN9qG+FsprrwNGkco+6T3mJ10k1h14h3cKK3vZWxW9/2jBirttB23LmqVZ8WfDZ5LdKqcg0BBZXCMq+UmzPpOr9Voon/dYpdvJTB0AEvFZ+to2YMoYCbYv/oXPNbm3OxUoqxU7QbMobdeFr7cDdMH0vkd/M3Nc1e7YCGLEcDg7Dg/O8FDsAyRzlfaF1BP69TKaLcVU8fTd0O3Sv7oXJpSNOIOWdhwQ8xjoUz87bqR+hHql4JAHUaCywdKYDA3o6l/40NfG/9ZgJM6FQHdlBEcdjmt2ZnLN2sAiLa6cT451W1kdxfJ90gCHPZIZQ4ackR3IRdvGhNaeb1MDZHOHLcP1V8vJxQkfLABrDDB1w147oP/Ugd+YCILeuy3ubiDYjUQ55+Bzd6tOUFczlP1ItcKzPYNgmCGMKZMn1HymNXMt5PucYRVxg/g6aqtx2+4VjvwJVy2TgYnDaHYG2R2cpI/5NtpmpSBdcgluW9Bk/HdHqIa/UMY3Ggtwpt/zg2igs3uuU8nFkfD/E5GkcePfNNg/fbXYLU4ZwxLv1lkqFh/W3YmKgTUeFglHz9w/haE0/nDMEPTjeHS33IPKZ8cG+TgwV7iIRY1prlxF+Ka7xQAspabQ1NfXcpULnNKlXsoLJRwn67RCREZP7tXYM5n929mVS/F2fGtcUzi/m6Y2cm4CTaiILAys4dA4TmpInp5pALvnrizCIddzew91e8IpNmfWBRVFB93Po2Hgh/R40JnMJU5V/qVdIRtFcDWdj5x4uv6iDgwmit42XCnpOkPWyUQ3jQK712hxU1c5ii43zjd+AvWt75/LpWhTGE6651nxMRuX9WtHROKlUmRyeWkuhgCvy2ipbSFkApas/AkIkutLkQl2Iv6Qh+r0ETEo5yKs8K8eA0rAqRLBWmRX5CDN/8L/57Mm7mk4/nNR0TCM8dYJyUbZ4U4DlyQYFLCMNb912DH36JCL9DxHLmyDDqOziWJYENk4echPmpkKcGe1G+6pkcQMcMfIxBvFnLfgOQWVpiPq0sj1yhxlEdV8IZgRdpHpDbEmikTSLw4i2cQpkvxw15tNXdltCc0IQqciPE4bbWAp0Rgoy3OzAzpx3zB7umbnKJkiEmOQ8ehf44A7G4DOWH2+1SBl/T91hqLhFasgA7vznzlOS2JCt+KtkXkrFK4JFiR06JGKzwcNAih9F0cqMYC2pB7T+Kslfq9O4DPcDOUpjtN7u1hDBf+aTJg5swPc5wCaHB/38A5zZzj9KbxKA495Ab9GCN73+KIPhdz4Ay5/jCD7Rh2pfT9fh4CVdoJpC/f1BllNoHuDUnnNScUktyqeZTPaqkfZ9usRKyPbtvKfBJ0lw9BdZJbBpV+g4lZ9YdWhUI3U1oRIwxEP5DuyENn9omg11AQMn7vgPGzxputbqhqRW7W7b7rdp1rZbh7hPjJCVyQJl+fcBhDMLrOSsREKJGtr9hVGrI4q+51LPqbYOKKqVQB4x5IbMYeG/eo6e6QKlvpRDA4PNOYh4wQglaAsTzA30cYa0KZZoj/eEh+MKXjTR+lS1vi2Qeg/ZeVcLHK5s7SzoTFkoJsu382ItLS73PlUtHm79jNUlKen4utiqDwn76QM/jxowMDLT8XXQlqw5eb0zoR4qYj24/N0yUTTfFRDabIIt3I0rTL926/FZ+H9bGSBHQ30k4ZeJLjszchiRQ52jutANhM527BQLqtAOe5BXCbHo01OgN27656NVDsVpWlbe5he5339fwAKzC6gPFtcl3nj3nzCGnAOeG/N5OghhN6CC/g7VgCxB4tZUf/76gFBLdWfL9PscwIo9YQU4kbVv33Xza7HpvW94BZaYZLVWNeN6dfzZnqk7NPwE1TVyaTfmu6Xy/Jr69P+Gbro5peh0IXlVinNz520wc8VdSe79CKZaa12h/ldVjq5KFEbNkMwVwmIksaG0p91oHhYCnIwGJD1yHURxxFHSlppnwZsOkRekK9C6+r5RLpXHYr1XvAGVEy1ydofoec7Dld9aKiHCejNQ67g/fhdKpvIbi2HgnySzIx/brmNAIynVJ9PSUzCxgYzAY6rh5+a/5W+29dDPjxDbwjaVPi7iywiKiYd+D1nRqHAQM0gX8nPyL3dIz5f3wAGRKstzo5CSnpm77wUyTRUBonB3/OiKYyph/OWtjqbM4iOBwRHyhurwOkw0wk6fvBZwxgBJQjOtHt4IC/vP3mADEgW3b+ALyO78veTT5IornBa64wuworTVitrrG2Ygnofj+Dow1oGkkbZzLvKB9pgLRyp954PcGQ03tYjIureBmQs0uXpdFxjeK7VnDqbnaMTt2l3EMxuveWr2knUnqIphN4nCKQY4Q1rCu0XDiVq/0iDXkY3pTeFtSKS+WRilCkrei/cbi/jZya7bA8dxQ9NJJ1WuFpC7rtEXaCId7sS/sBMB+MrOe23QHGY2SNHOW1YbXOc+Tt+SNvVVGOjBdKC012MDZSIXyw+Jgjyi207TW66fvNT/ELuUPZqoUhqQbPcdql6Exh5uACaT8Z9XyL7nP/YVcw51BibhHEtmXzQre3GO5dpiwrA40n3+fOJYBd1n+DySbS8RyEpjtw/DrVF5Nvne9vag16jw/3geNQ32ljy3L698D+pOz/edxesA7KNZyfD/xunvoWdrdLTEr4U19BeomjO6s28nT1sp/f2XVodGOc7HiGF3UqicNC/4byWUSHbf0B4hklFWIjMJOhbo2Ck3WCNZ52hkT40uJUeeTeIpm9lsqkzlqRk1qw2ejY/IvZNgawNkLkhWPz0F0/6DJXf4ujAqxwtSGnYppYNOL26GTittO7fRiLVQLFQjt4UveRbT46OIvIQdcd4oc4X+xLMd9rOKGru92Ug49ynX3RO1I36zRh6LIlcYnrmcJmkWXmYPrza7QIit555sPNQ+aJHs9LXEWKrmW8NUaaPw3XEI7RA0B44I3112J4I3iznDx6HfGAXi03c1QzT1rBnI0utRoV4KuF3PpSfnIyELL2kXzS1U7Gqw1FTdCvYQL4uCJntN/W7dcf9eOKu296NxsyiD1OpawTZbregUbYTcm/9YcZQowgVanUtQy2Es2SS8CxmmvkGsdfvsGAUlH/khNMXzh/eIRs4+9UkqYc9a+SntJXNVUVJfQa+kXKOxcyZYFO8QJpplWPfN1bUGdEGI9X3DxNTJmvYnPD7+MCYuRj03BmVI8S2Hvmmcq06WPFzgP/USNWNxmdQwAb96wr4IwWNG0flvKbCA9q0ZQxEWiIbQgcFXC4Qr47hBV0h/SKc/fn1TTFXbSwa9rea423YX7wh4m8o72rtj9/SeINHsVEEOIqMRs8bWs66pDIF3Sm7xFPhCcwzU8Vp7xjZRox+Dz+wGFk51IIv3OPU0/7xMP/bCt1Zkz9vKK7/XSYsoBROaXA5Dj/toh9xKS4OXLorEQuF4wYJLfZSFtIpdpsR52wFtINTmlaZeyRh37FrRzrqwN4AaN9A0RBJlG5CJoEuB52Gpsjsw38iEW9rF29X7lrnHnDXJs5w003hUMhp/RLMJFWIum5MnCr2HvtpFS+awCAjs3lw/P4tUkR3DYRBqKLVRyg0hV8cV6lIuYkh3mEDCg/DNSF33ZI9BXplN30sdhXF7O9NNAbgldPG0zBM5Erv4eMq6zbPMNF/nsgP+avfgpDi8zDD8JdriX61o2QaF0HNAU0XIUk/0vJ9GZj3hQVYBOYcykcRnr1wqA+W1PP1kCxQtDgZ9jSSPmSA/MRzY87ppro4IzVPzEQEqtOhUcE/rDYLk41WQuWu3hB9DYSEIKWciy+SofUooUJ7Y9thUcfOZfWTM8DV8FTBdPMxv9Q9uBCmsIG/PWe2GmnQyYON0gdlYkz+0BXobDkWHXfreU121/iUNaGqnkYTBKLVFV3E5PwNkqP4CYUdc5OKUideSjc6jKTtkksiLj0sRQgbeN2/BmgzDDw7JFri+gp4vXB2RpzOEVcVmmtWKJ2IwHw8ve+0WtBXHiw3HP+r/1wnh6haWIRV1601LdqVMWpWk4aBOZ8BmKkaVdyJ5Fl2xZYfRsYYK/eJ1gAX3fgOtD9MaksRAQcHRb8MNXJ5cF6mhzBmavQNCV3SU/SiA7b9PPTeLpRfGjC7bwVVXMP5Y7OxEOuyL7QnmtWLRrD5mDDdG82zgjBFMfzl7fg3xCID9PSyeHmPtUAibA1+pQncptkiPZzP0iOstm4JADw00WHQg9YSgq6a1TOyZpNYcAx/QwmnUtp0/90cIBvVtCQ1aYEweB6TsXNkcIyLeoHn/Jk4yrpEQrQwLNlUD0ZkBT5lQF3iC2kjLhJrFJ7fywyuX2DZiY+NKo4czRtLoziu76TqjE1xS5AnUaQbVzaNLo2ymw1SfJeZizKahR63jiKQB4vTG9k5tAgUkko5CM6tFqwEpKAylDk/G5HCy7+oA81np00DTfz/IG6Dx7sO72+rHIpBa8Jq0WPxoA3QQ//BOdsqJ3RfdtIqNUOsjpYk5avc9C07Fmowrj6NqjP80MlJl0wiKZ95WZLY5+uoD1ZnJo9D853lN4LiFt7C9LGiFwQbumqOCujmPb77XVHjTqly85OI/5kJL3AhY208RpMkYjFd2/q0S8r+5GuyLVJMNc32Bgdprs/Cn0i5eZPVCfsdLz85eErYPVwIoy2cg/aM7l5z3DVBKZNLR07DeOSMKP4stcuMzSIalv+8B2nU0QFtxZVNsv9oE7NNYfhPAM14exf4kgnOPQT5yzlFD37PQAuqkr8kOouUm36brNtDMYwAF5ds+yeyB9zEOdKjTxxJK7Itt8B9rt9QKB91jdWw6zuaoUWsEjKg1eOl9K7suzHu007KQUp+QcMxc++tTOyPsD/a+j9wBQ4AwtMPGnWixN65i/h9WNhBMiDnZzQgr1ul7q4Go3p0WW6fOcdMWn/tFqp/+O2fItAw+DmEpVINpw47GH+vjE81InDfikTrz60CeYHzS3xoArr8kX7arAU39h/9zyNBtaNAd1z+7r0TInPVTo9/msrNa+/MYSEGSgzukVHdwUk0Lv4zavQwyWO2Hslv9X8eiyOza+XDtYrougFX/4zbzIN/g1H6rvH3x93GSaNnDvjlSKgKE/OoN1AN6BJu++vJHnWZudNDwKhmt5yHf/KzyqromBSC3CWqiK+3mWtUl20mGfGBi7LSJoBYAFjJ3goCRWr3LNRuc+n+ykGFkF0DpCGmEh6WOmFMoT7+aDOp2x4RCA7u13fguR4d2zfCc317/DcNaALq4xdnJE+ilEuLjolNleqLdEQerq174pnAmFz8opiG2QzafNtaC8p6BwDNwgGqFQmlp4MOaff3CET+oK3hDUVW9Gqa101SL67YL0FUd0TT9p6L8Chh6IgDuajtYkWYI/9HLjKBb/N1gSjuHGTWy8Vz+dxnwuilHD+Sta3NvLDuDMSU7LFwyylpBFjvObgjEmhbhjiV5e+vQDFrx+pGLLt/tSXkNQYtXCze3+Ygd0s6vYlhE7JawpkAo5tHTvU1VWAwYZsVJ/RmKlYDB1swv5HdTIA/oxG5MCDEhmCOYMoA4aIWmeilpSJS20wgnhyV99BxXME7BvLSdNc61RZyxqIhYQEWbIh0zJIU5f5kknYTmdB64lw5Ptzd/P17IlLLXUcPGdjgjpBJBY64H+FdyUh32SLVdldFgFj+E3I7s1Thmd3QaQoF0kNLD+vgu7zmmF0a95Nl4ocT2SAwPuxS+6gZjzNi+SZLk3/71/c4FE64cUP7wXRssLFMWjqBx5BU23DICANiiQNNC+Xxh3yFbwDnjPLo5UcKJ/n0etf9E6npV6yRS+auFKW9ekfXVOnQ2P+nDpSDKOnBg2dO52cdVo+oP3qCb6SzwpnllcoH7IX3/cDe/5j3cp8TdMYuCakix40HMOAS2KWJlXNXsJvC8h2btOKLOs5lRY8dxL2cP7VJkmr9yUjQtpWtZ69w+m7w3oF4Q0RUGWU5RqbHo5oGR9gGr1XgJre4VD91pKJ7zkg1GAvJWumgdZqKd5gyxi/uJmvRaw/0f31e/SzQ6b4Uc65gzbedb/8ykSViavPDgYvl3pWm/U3X6eCWyXjqUBF271HqCpFRly618+srCgufcf3dGiKxpDoQ8VU16Zh2SnWbFBF2egOJa2JMcfX2mxWGqZhsyRV49+YynHGgeovpFMUGTrg/vYKK2aPexJ8Wb2vXsYA5WFTopH5wp2S8UPtDaarCR1cfCl1OCQAK7Kt0YN7HmxUrEsMwMkNP0hfgzL/VcIxf+9y4zmgZNOPDOwi75YYIiwCVad7DKVHA4LDClRjnwSRn6DxvYDgsGc0d0Hnm3AECaz7IWfAKmUQ+oMGN5/yK9I2hbeJ55b2SVuqYp4lRYtZH9B7srMXd6OwjAkBemaLBG3GSguXCIwPImBcujX1DA9OehbBYPhe1A2iPt98cFVkhK1VGVxt1kL2L/7nMbmF0Du+OIN66ZsFsQJxcgXiFrbcLSwHUpp6NoHooP1uzkae+gjtshk5h+y++nX0Mf3QqI0TPPlD4+J5JGfaZR2DvxrpCZpyUZIEHsDJJfH5K1huvVEBNktF3ZkoDme1XUOolUxiCx1wIMnSdBUkjFsBV8UZx9AHQQo50HCuLnuq6Pi5PIC28oKefreCLvHS/MWis3mrIgoBCDnylheHk8DK2g2SI5vOvk1qXip5eMIIb9JQMe77uQQb0FrKk564qzGhKITZ48pNwmZyjj07iUhId0DnL+jAh3qcZxYAupPocVNeekuKUbcQrtr2bmZM2LvWMnQ94ahatYPTbVamqyk4BLj09VmAzNAqC2Ik4bA/nRumFduhFp/kIqNaVAhkIvWBAzcjyX0CG2Rp89izr0/YMvEKtdgJh4xzDMyOoEl4zdjaRMNgUGHyHvfqgDQk2xkKEvMAwPLA+K6lB5kaET1lZbzzePWQKgC5ihisXHfuowpCGDPtsmPRLc+KEtfCQmbTLx4GNOcXY4033cUXRnMPXxcWBaihpLAmDTPzfkJy8LwZYnlCmGXdMwfaeGEVdSOfTEts5iaNeRbs/vDavHYQR6qUWeHcDL4fI022UfOOKaoAoctU4marM3ABGqzKAwpyVxurO5tToTJ5IOHT4+T9yKw3DmmVcuIv2m+rEHs4+xoxr7hWw2J1qNYkEksP+1kiQc8b/pEFE6LscZ3kz9oRz5ovHV/RyOhL3xIpx+4rJB27fnp5BFpeY31azlYdpPZ6G4Sxjq/uok2rjZph0tlLVKVT2TFPutj486E/6OQzM5JaDFVK/s/NVAsMpKKf/5HJZt1AsTDW+GRS8NyEUBVOcD+DswiFpIggDdMXGaxrnv1xWJyd+sw3dURy5KgKlp3MVFcP6Ce+3dJO88DXE1nHgHWdb1cHcC1fEoNV/jDJGxGN6RWMKy1ikNFzGog/qbSCyMv/XkNEzWcCEONWZzV5KfopiDWqOnyNxp/4PrI+6y8h/EFL38k+phA6aeEAwUI8BhhQU3HLzaAPLN3FJKZEeMgYTN+XuRFCox0MMqx9GflDE9i09YccK59qGhgdpbP0H9lKFaoyjGIvudhyun1y8AWwnjw0DVCf8e2GfutkOqjhMQ1RQQu8d42foAqXoRv3YHMnPT0cpbVcBsC9LvmslVzSplM/qFgwPsjIUamMkcF/x97O+wi7Ql4hJ2u7WN57ifuIGIKY3M4riUPE0hs3QgQ5sTwO5uRLnyReDhFJxWnAikwjxXQwFJsECoxBRlxvBQm7+9sTH7lAMPtF7nNaaiVdpZNkncdJEjMIelKIsVO0MkrXPWBJim7bTKckFduV/U1uRlCyLRk/pDsASjxUbN5HnYJkps94EyxCgjdrMablrwguC/ktMxerJw80cuLc7Pqx+wHYObRuTHtRi6n87ltKn/sNDZmm/tNBw+qegSHEFT5DnOcwpvt03aERxZVayBXjlGc/Gf0dz5UDpJqtzRSlqhrD4KADlh5jpSajyuIv+buBIWwnOo7cJvNNidolNzOrgnoi+WwcXmW4Yo8lNgsb5GpuatzN/V/9S6b5vnB4bQeVpJsc3+7QQ+VDbUmgtaJOhvB+SyKKtjIDO12vP4uCR7sGHTs4twiBLOt0Bz+DuwwF+WEYQf8eVRTRe29Jw2BP70Id9KSbYUsDUAA7wwoQk0fyZqjC5G1Ahh18v6zInUokN1oZBX9mEhI9ScftKYHA1ss0Vyj5KsAW9h2UEpudv3+AzijFaQR3e7ktedWuKcmNrI1gorDwPNrvXz28M28uTfM1BoZgDJBb9Td4JkXzxMURmOPBA5DXZtGuIDV8Fv9MHZaDEqb4ttD4HwqRNC2iteyWkPa3UHVfKQY6yrLbBlXYg8e+htZlOBS6912wIzjZVVf5LjCen2JG0eHDppVOC6QWyW9HHEcydoDAuqunL+fT+L6/GxzsQaE+xq5wl5K4NlRWb2HrhVXdQWE+iQkeCv+vlg7jbAWkQPjJu+1rjJx4gtmM04jWh6g2OcjBf96G1J1S3hSI+ihfMcPHEU1kxB2mJvhJJzUbV8MlGSb/LQyterRIxl7Dp6ZpKZVuqfrQ77Bg6ZQdavB0jxeS3tjOydrBVsG8dlgvOXB3j2otg/TkeYmPr1VYcbwbx0uorER1ZB8bL1gnCFkdbv+57SRQhf6kOTrAnKV3NdM6E0YJaJdKAzLpRV+4W+mrRvWzC8/8iCt+5u6Rp/4gMpSLMpBmDM5MIcAn0xqzuEtD91gGeMobuq1S7LbxHz3sGi5UOlnOAQ0RenT5E2UUaT+d7DkpUEe/AH49lmCbaXpH0MzIf+8BwCdNTsEtwqMVatROLvLLhXJi0nU6PZKQmAWRFaUiXbrU8hcf09SHVtFcBVyTGxvBxrvUXzWDa0sNgbaZ5mNWHjbIRUha0btOR5d/fQiWPucSYL+8JmLkkQVPHtQqyShC2J2/XdpDYoE2P/8PnM67K1dZYofWNVHy9nc6oRT80Ex5riAcK4SxGkLmRqeH87ptu+nIS8tczr84DZH3G1tL7W+VUbs49xDsd8T+r06rHgpaQx2/aubE9w/qyf59OPBr8Qb2uMq3xffok+bh6PEgOed9iE5EXBDpdjx3xyp92Md6NKDNltpxHq61v5PE0g9to2P4Jb7j9tUWvwHdYPpf9Q5BaXElakFYcJBJ9ShbaC1lamadrORKFCPObFqkBu+0et9Wl/AlpIkQpJ14U+LK/h9S7PaNVz+FrEWhssu16Rjr4Y90oiOfQX8vwBLaHzE3aluyAaWhyw9w/d/Z9nERKIogKu0XBsQVwix6nUpyZMTxBvozzrZ3F1v9OuZ5SOZmStqeDJXBaWW9aXZT7R/cIo+XsnVT6J+RuracWcb8JTA27JmV4csu7oE4yct4A/aqTqzJJ7c1KBSbz1SrFrSRDNFVw/qnP6ZhGXgPlr9adwuoX7pPnZwGyPodIiucw9X2vVYLjI42CUuKHGWcoVHYqJ2sx9N+7JchGMCvrSiQXfyRNLpRGHYONVOZL8t1RuH/5vKwjU63DGMy7C6acfandknJHWV/a01XyiM6x11d+cpMy8RpFG1q3Pp1Ln8pD10pPqgMF4Rcx9cuEY0fJNGBZ3xKaxZqSf2VA3leydpkvxgof2oiwJjpxuF/d0Q53PtAB3bND1AiNlgkMLREM+HHmaVglYie0T+9eQKdpjujWxMH+k96UOkYv5o78ZIyWpFmmaTg5xjFtycp0SivD3zvucIY4j8zZqJCKpaSCQ+oWEldyw5kxiQJFPW97gNWUeBXzWz/ByZEg1WSWDlG40zoYpfbjQjk9OApStbqr3IF8ju/6YwZEN+BBbMtTyR5Ac7Cu3FUXW7N9yjUab3B7TarUPjrxP+e4xSfJHzICCGQRMsbejxNg7kKxCpK6E1JS/PhGBBRApgSoRFeDMhhP6XfQeLgAgG51PKPfzvx2K8YzlLGxkfedLs9j97d+iIqnK+6R10xiftMpEAT3lDNJ6mlOF6HF2P5BzaibIkRcBxiM47IoQDVbOBUJFMgCE/Se9XskRFyxYebBjkrIcKrGoo5HgptTiZgrEdGFAwuv6kwiOZlJRdgI0M9FRKajCwSqGsxf5ri1tXPOmNz5VRSemiCQU/YaM5Wp8HpIfENIW9qiWyFXnQzJkWN1b3K+SqtBqX0gxXanH+msah9bHN+fHnBryFKTkYBY4hGEMyDJcBUjJAnx2xXP/5clvQAU+Y79ziAdaygLRmr/oGOdfLpQnJdfWMHeEhWDVqEKmA+knyDiuiGzV+pBsqaNF9l9pdVwkXR9RV8ySvrBrNpY9pfCUzF7Lo0oNm39IcOJn+X9MhsuvuF+e3r1TWkqpselzwInjgjcvhkYZ7+4TkkNvCZ1oHI3YsvKMDSmcfCv9ByZPulZB5ca55PnsMo1Gn3+4j3+hAtNBhL4Ey4Kffx63aiAYThppgW+KhzfQt7aBZtJ63BO8ybnH7Dpy6qaHyC4NvOHJ81sP8AqEPnfcYN8l2GXT+R1d7UTAA6oSUY0mKVBOIuiGoTqx7dJLU4CSMRIcxg015s5S1piJSV0y3kBEXouM0y+vNXJsfbXDTrTgieF/ypTRL1Lz5oDmdSdr6DFjgECKm14cPhuKZc46LGAnJg0EXFizRo+oagdltGe5ZU9Mlo8UW1Zjh1XkNWTY7brqjOnTaxTO3kaeiMtnwQdthANohH1ttIT+vyH6haqOG4kNpJxBhwnev62f61QdwBEv0La/H43CPaw/o7DnS6xRUd2uZOjgUIfz215uYLtaWgN/qyt0isU8OVZ9Pt0lvZ1YNWDD13NS4iHPjL0s6C87wf1lYxHZP9VYhKY97K4rQJHjIiEZRezVdwi1aLoNnjF7ulAb/yL7TUg2akrTSU3iZQLf6Zam70Sv/RJnL7UzXu5ltIEDh+rzvd9SK/+WFvMYObM8/mqBsHzZWws0awRHX1PpwWDB9AEW7vcuhPR3WCqhzu88aACHLygKlwZ91HaNEXWrCfLSLe+UODYKB4WLdybWGJUTtY7hWWQhlHd65Z3Gnp+e+JWkO+y0zw8jcRO2QLNCCqiMmcTYI9/dDNvaY7ovv/oiZJvshMCOT/6DTTLMP59WGG3/J2V1YIPqm7JZO+Nv/zCmpS4P2e4PNOkRHV6aJSHeZjDgDTy//qW0+nXuWpALNnthKw+Qghu/HnYHwmsMqCQZ0c1MV8nxIPw789qrwOoAxJsfCxXB5xf5jwpvx5na5SfmSfRSuI7Vquy1JPJyurbB62p2L/g4LDTEwf9XKuxFGwT9TSdOKwk+dR/K10x5sh8dKs704PZGU4tVv6d027GlOsJp7imNuktM84KVKKvXvQ220iS2uKOjaOtrT27HNnA0E/KRrhPGHO0PS1j2fZyg2BHH3AFr61Rjz4Wfp29LT/dl0U44isvugfXWH2rm1dozrbOFmShB6Y44Qjdhu8XguoSLq/7mNobQ8jh3Z2JntAWUVE03VgVhsf4DpyWWUsrX5RPZcyctGu0E5XPuUuO6jntsSLIUXW1sv8GIqqzPgQ2XgM1BGSsMxgADkiFXCvSjZsMVTIsmHtLqniCtUkX/7DsIcp6Fl63f3Jtm6zpjepnFY/n11o+0MHNbhZFfLZzxW4/4neyq6IfaQVZnOi5NuggBaINmlzeXmJFPHW+wHRBIkr1Q9/UWE9wfWEem9KKeDbtzulSdQ/UWaq4fIO18stBvQ94z+VkPQ2cMWeamuJMUvwGQQuum7EKspXEqAkrolOZyJgENhWO4O14lycozI1QhL7N6agUVzeVB12fkdyThRtrRjYi3ffzr5eh5lOEgKd/PGJIYp5r7PWEEfY0dpcgL0am7gps3BG7YKot7BLXyRTzAZE5PI8vP4qcHsmmQOZkYjrR0S6oQlRNAJMNzj2I2yQvBC8LjGJmodrX0mgDmQfqgS8Z1e3T+0Hjy3c63wz8wmIPrgPQ3Yzn0HwjQhWhIDc628UYLPjZa95+Q7mUq2/SGRssAf4DBJ+unoNIS9Non+bhCwOMd593McfBxQkYH93oiQXGViigdUdd34EFfHGnR+ZpNmq0idVTN9V9qqvFs+uTW4y9JclPCGFaahgPXjMI4uD7UxBEIwnu0FbhdLr1W7qUQC/xeZOgas3/Laf3ZUZWZcK+J3wdPmprYN5gkua+HDjrK9ZyMbOhei/eBvGPDqpDUPoxgqZRxqloIAtw4LuXpc1cIYDm+w2s3Rfd+FdA51j+jgiHvz2G3eqMRlsKhXbocs2nbfq+/EG/mFJv1djOPWdlCzbKgqLpnk6jpR5OmJH4iBjeG4L52RzaNIPg2QKCWjn9CB4xUK3jA3VhENpsULT7pd+3pbaGX1SLiIq/0amq1RVjzOtWyvzF3synLQbOZKhZCuKnXXlVmG7hw2WXMAOuWZ7tgU/hnBiGayJFeVNbsNH2ydSTFsln3bKotfiYLXFzGHtWeErfQkc1W3kNgbcp/aA/jqQae11hq5rP58KEmuculwb8gcqr9eeaSnKQJyroZI8dxQxLTWS0Ar59YZ9NN4MsHXJtNZ982oI+ExTjRORHxiisQPpGvjQdnoo9JRAhHTvi8tMPGmj8AUeteRNtN5cX9ohkUOGx4z2LWHy7km+aRNNjvSlTo2aOfEZNYHLl2OLNkc0tDnoQb/79PbgtAZQYVtEBuob08GmSS6zSUB0okm750hiwCZSTQ8j3CE96YL0SVmntotOhJcvpaYdMfM06FqpKx1c780RcuXN1tCUFfz183mOIpEWfOYvP/b41QYcTkbk9fl+TzRdI9FZW5Rbi28PXmmWjNwWiZHYp63mtly0jFe7s7CbOFuE8K/2wHPanzpgEOJw8XjF0g3bt59hXrsoZnN4MKT72nbNPjq8dQ/JNOzNmZafnbHwwzZCEN8HZVuANpaZjR+toVhyIZPAwKNUxK3LeYzB+a80JST/0gujRsVAagFsjSHjHrZ7dk0Fl7dYZ8r7RY/8QdFMMRNC/LY83gfYkOyliFGyTAT1vLS47l8Xs2d/TvyfO2NCjlBiEfuKl4SVmOPc+YVvUd8m7aJIvmbt91gv3GOJtnIaCj8HcO4fA3X988s4IhcQ6QNlMpmgYme7YQRqc9keyPFiChy4c7f+puKBhDEeapa5DYpfQc3FzHHWy488Zrt6P8Nx3/nRg+xi1LBIVhz4Okp3eUIki2y9NyYyIL7M7GB7JDN+QcCfiE7wTu7DJwPGW4K9d5/9lORqxHPg6MsnL517EzT+Wk8hr6ZjxlVd1LKcBEJkVpVJa21gQzierpiBkoYKbTZ8RLofuew8ZrpHBmI06YmZvrEZWjGJFqQZmN81dkmBEj3ZBr2T6tCFTUKQVk//VDjVwSA4mrYtUB0HsZ+xDnK8XwZcdlmi0Y5fyur1ATuOr9WuHxoCZbSW7amCE1oje7DL+bHKuUc2AHv7rTpUoqmySha1IE4A3Cz+fLqY4391ae2QXuUxS3FGx9M+r+Z5m4uY0WOQPRqH15Qy5f4j8sW7OZP7ugirbplLRqFhyqLF5hbddZ8Nqdi37fkk4cYgwirOqyzfVPO2JIIPs8pNBxTpFi/M8S2eIZEfSaJvy6wkWE4GxgmQ1cLhhE5DHCviK5HvIakw64+96KI3fgYm7WoQkaj9GdzqdXdg3dqHvJcXU1urLkOvJBRjp56YIHFMT0sOxGLM+naXT4yfioy/DacoAcac7A0Oll/hWMcPQcy4zgmsvqgaOkjSCVJGEcVxLnBD3KE10eaJFq9SryBe0fBBFRaZchwP3tgS/fPfLMGHltRke6aAPaqHIUFFCYNKFpMiyO8P7zo1n1cX/FVTufMkGi6FUICqFhFWdhLWjHAr0gRIn5qHE+XPiq5lh0b1aEMRpisGxhmid7kYii+7SyLySp8LbCj7NBi9Tu108KgEempZk0ByDCAdnbdrQVhy4uPfwpulx6y2ngD150NNOuqnVprRiRKXUNfcXPMAT1WdJ/6ope/rAEs8KpR+WCOJbufb6hhLU9UZ4OVBQG+RTgey93W3DqsIV92LoCkd2cu+PzB3AsBz+zai+OlzrSQktNHdxYzSwY88Zo/MYAafI81Gb7W/t9zs/TGtLmFsA9YPV0pP9bUTalmB8RXqjCbPje38pA8VFJmwAZjGEIljnbrqOCHCsWCj5wmg1EdPwTaA+nMEqeTom+A0rw1Fk1aA0ex4UCU6hzGFfJ3+OxSJ+TMRYKCvJfn5uNBGeUfRH4xoW2E1TQQD7Fp4eNtR3cixoGpux5+2I61wUnQBj4KMUroRdf4/r1K/MLjeWjuA6lA+flBUGCK7YbpFhRHB1JaXwajQN1nOa1LcTn8eA2iqZyewNuKnKOxLxhg+PeycuJX5Engnq0hzjTxhObRyPSiBPwZ6atbdTd0DmNo9y9RKZGp1CecCiUCfjsyXQOuylwbsTIGmHH8OtsuXrg1+VDntSuUrLKeW5gnN5B/99Vsz5RcYd/7QJgfabY5Uv54NYbSeGfEmQiXqnKHo1AIiGHi0gtJyjSQSKAZQVGqdcDv653+9rGVwgNbbqQMgizVDlnBbpIGF/4ajF/oVrIOXyJgtptFZfPN8VtJ9kU4Ye9ZhzU1VksSSXs2vPmvoXOTH+iQ88HevOLdf4u0LVqvmbS6IrDnOeLtcQ3OQUCd9vL0/yshPN8srSVUs+fj1C9ayNqn3yUox1xLsDJLjsXpPd91Y7/zQ6anVMFrCk7xyzCLCMK2LLwbzTy8fCSDtjk+Bz2WbVaLyLwMX1QLF5Vgfai6wF4sYSqoGt0tp6MxOWFsPLsTrRui3GzVyXqxhi7aqXNaytHfaWaU6aPE6PM/+fsNQBcmICd+Fk1meEy0Rg8vCnVqSc2k8cENWPKWCna/3J8N4Uch75D997FKRzGHF7ZZHDIny3/H5FgbyYerjcZ3XvYFt0tKms1xo6d2CpObauSUGecnUUFWCYtcVu+RhFQbakAPiBvXWDf/El78iSMA3VrtB1zYIOUiDl1qFV/UOpxvNB11LZEOPL2a0jldiC+qDQU8jQpoqkImjOOlzbI0BHWtP4cYadmSPpij98SsiPPqbEaL0o3/g6UTux8CpdI7MGVZy23ftFJrfsw+Gskq7wIX+yTyGHAQY7OoINs4vsjIy0NS/8UnsiYZEjSAhXxri1rmhdRyZndlAq9C3DXCPdLtLk3b7BJC3tjmSpW6o8E13zD8DmSUsMF0iJsAyA6qy1ZGqSt22nfhRPRo5+eMa20uZx0XVpEJCP9lRDsT0fBm8YB2ihtcM/V0hnCG06fdPXaJB6/SBn5QhAMTRcfcvEG86OOWcxU1++0JdDp0Gs0t8cAk6P+VQlra7/kVIDRurOqLSh74oC3He8pTw2/BeHicjYOmCKnAl9hOcGwS/DsW8SYiF+PVJ9O4FtnP4+UFOoc4pUGefXHb/rAveF4hie9FbxdhFv5DElfJ+GuYCTSqYUJslQJZvhIu9nGuTaGhN02j2iKX48MmxSHJC2uTHZElmQy7HMIMfk4PWc/sof8RVhFSv2aUh9RzYc7xwkUZbxKkeUEdIWKkm9pKLFzj6+z/mCgp0x1dboeD+FuKxxD0K0rZ0VcPIGADrMZGYNZfElYoyEDtfcQe11mFJcEbmNd6oAn8O8IWYlW1KzlHwm7uvbUFRTBYapZNqHYt/5oPOD1hJJJGGleSFQStxAXMiy4nNcdyIVar0Nut/D1DKkM+7ZsUPgB/vdFd/W7stKXwGnrj5pGPEeP2vaxsaIXZxpSs/taQaIWymGpUG35fbfUl4/WO/TjBcEhVJ2MRiSqAYj2VLL1+I/izMQvaPruv2O2GBTkdd4EOXRlyawHa7d5SheP5LUIMzWck0FSmwo2EJ7NXT8+OrhH9f1rE48uBO2B0EVksnLN6roHJXh0CuC0ddJq44GyYyCBtZfKLzFL9jQkYA2SnkEU+0ONKO6Rl9R4ZOOperqpr7QncTDMdMZ/OJSmJmgwgMZzhl3fVE3f39CWQA5a+iXjG3kKDXU5AP8wDaepi0xL54iZLLDU3RVZlAR/bdB3oUKgOAGJoOqol8xptSjHvZV7VjGCEldkcWU/eCyNgaEW2kvjsbo5fvc91l7hnlZ0+CsvFEn0ztnU5GVbPBAOM05QSaZnG2VmHaEj5JGPvh/6fwGkZP9T1cJhuW2RkI32nNtKoXJr4c/NVm+ndEQ3l9npPKmONXIyFxOLN6rpcbsfz2HcnnXgIfww0900+rhdPQEJXo+J2PROPyTVJX9Q0lli3iIni51E7jbvClDNGhM5lMglMZHsGk14yiK6MGtXNNTH9SnFCryKkET5HjStKfh162I2OiVexeJVazupKhUJ7srkZRrFDhS5bH9W560/SfAEqT5DFx+3Lo9ZZ/jozcFbp86iVwcaVW3VvYNZjgyBdPAXoRhUY7DEi5enO6do1aA1TGT8OTK6k2BXcBO303zfG84AIVwF2PHdrf5jtG+jA0v4tWzEBBSZZpIUJADtEFPZZx8tCiZxZ+IPBM3GgkqcJMON+FTeDrvDz6RyxdUk2r6e4zV45nPNodLup8u9ur1rNUpNu3CLMhwMWTSej2AOJyoia3Me0mCxkRDSRgOr73qSfXqeaJfB1K71ZNkloN61b3URMKm0Z2tIf0AhZM7bCZJP9fBU1UJZypUUJEbfZCNo9M3j8Th7e7os8rmnWdkNkIcaeum2LDMzRjvmxMDNTEO1h6KwfuZh5GoJvsA4S6I23jW3RDpxRPp+jaHT7s+4VANfZb+QQkjqPrBPeGeUhfzaf96woINphSxfo4F0olTlJ+7LaU+V93gAuAadpDiu510y4K2Hx08zhXZrcGwwXMUITiudx4uph9IEdmvxtAWtOmcaZC/5BYV2Ew06ZsKBJ2FGPuNEBXLSs4H2aCW1dUxWJHBYLFcIDpgjuuaLc1eU78ABZUYN31SlDo2eAjNzPMcIIiK/vuO5a/VNSRShkWqOkwpwkSI15bOBVyKrpc7JBiItCQrxiqvw4MmkudVRCdbdCsxBoymafIjOYqohpGMetGwJZ9N5Rqal2npmisuIYw96uPJbZ0zZlrz0hg55XcaZkLL51rO0aViVAVz6SyoRiRRDoQ3BW+LJCZmkrNFrSFqDHA6Fb0rTpbF10sh8COtAOdxb9g7GNAyjypfYz3qNZzQFkv5ckY5MncDAz6zHRbBqWKMVcm2ZUI5cF/bgi9TsLaBHok02aPDJ0H4mC9nuj4rbgYdvXHwBHkmC/2P7VV8s8fbQfBh3PL7SrzHkmc8SBRiBiPkhXLmTPTDp6b5d5J5ed8e/j8EVfDtty/nwD1pgDIub2JWGDMMUukTtrivvdvFjUOmsDHQKNXHGd1JlIle/ZVEXtktd8FKBa2563nMEiZJMWp+L/Ays4UbC7F2qAnI7S7nQW2FW5JU4iVba3gk4pj1JaDcs+aGaePS4OEU4mmBIqZyoCfNsBmihfH+v5hU/xkfHfdsmJObcGm5mt9b7PlnqW2bYxs+O7TdFKaClr/hycgHglfgNtaGs5sDHZgINvknc1WJVp3OgGdI3sl2+P634174icTmyy8lLtVTU2TMg6p7E2lHh8JnMn8bYVkukH0QOYsHOXwGkgptbxrOIFpPUehzaz3PLmbhXMSR2X23oLYE/T0bgrd+R1yRirDuuRpwaVFNj9QpMBhIOZVzf50gSzXr6r3M0Iq9T5Y9K12be3JkrfCh+MEz9X4NudtTdDIMaj7Cp5dNtvzOJRB0XGeht/0VOganpF3PGddLT7uS2OEIoJ51/TWC98lFNVmeicwxQQNWuwM4F8TwrMSHxVCCrSlfBDhBicIGIczhr2KhITun/ro8E1WJbCaXF5Oq025GjeKWGF0wH5somgUEBjMOE4npSTqF0a4nGNXEHBn7hG3Xd2d4lB9j32bbY76vgIeVtwt6eeOId2MwHZvXyWiEwEe6nquJUrwkFcD9aQ1uYw6XKsXEd4VNtO9pSU4glvfYgcrd4C0H4i4mD6VBI2nhhozh5RbtPTKm8DLib+aUP9nFFInzITCxNue3nkJbNydy2nqCYwisqjgCPSVITCIt2HJjVYvmOpvZTgpRzxIStvZUmtWvdikuDdQA2g3tuAtFx9gT+80stiyO9fOryGmyDWgrCvO8UOcMiHGkZgW5M2AdCcxy48Bwa6gjFNegzCwPIJ42SBSImWo+EMKawOoWMhysMVKId0f7ULMKkvWu1gbmmXxNOAWMrxC1LacThXrAdaREccQ2EksYChZ9cHt/l0q1TnfAqgc98KX9fjw/4SB6vmMdGop6cdWxGPL3o8G+YDcNpxZKr32xcT3hLGAG+xScoNNdfRQ83IHDdePqKV9AkBbefs+CpCTR4MQTjCXkx5yen229IoFlWysqB/8KJZJfztA9Z8PSEGU1TeNoX78Sn97RfG2IfCxQtCxJ6QuAWBklRMZpzfiVKdZhZCKSt4wBWyHum5GJHzWNeqHN/xubnR+4rvGm7L+7uSrw+61W8gEbR3hyFjVYGepGItSCWqQ3DkP5W5yXqZnosbORXsKk3mcKpJAp1kpP6jkBkwAa4VIgnpwTl9YCeb6JYNpxAHVwbaIGIX5DYwXgwzOxt7XqFU7uw+7ZCVa7Vn0PCAUDWYAsf6kI130cknh7Ip79LXGsUvhtB93wWuwmuqD976EvyWe3YDzyjUFy4QCxNOcukxIYY5pkUJUb6Q8Qq1Qc93+W8gVTg2fXdXt931xXco7qzVHeBSW+sP9YihZsJTkFpFAUN6LaRv5EipUYAB+SZ+AQd/O88Yrie70oKK6nJpDd52BeKMEGi0NgDg/0gYkOX0ioG3qzr1O4oS0pkaXXScKoWv2YILdfoFCJVuGvC+62WWTlt7XwNyHYRwScOEe7wE46G69NLKlRIPImN6W2nLZyqi/cnzZkRYk+oK9BwLPcwqyPMAKpNmdIVHIpKaCGcLA+4Kh/KCssWcxCZL1GMTmtw4BBrFlpdH0RcfWqESMvpJWDlsocy6+Wr03hlFZWWxZfxlDAG89YtTDYy0ejzaFRIayCVDxKZgA8gUM+ehhJuyzCtuGXQlMCCPnip8vfMQK7Z5NZiJGKlFT+ZGK0thLYT86AeV7PYGn2MhqZfEgCS6yEXP+tn0H1XZX/U1zv3ZRMUuY6QN25Z0NCZDQyELD2OSJvW7iLLwhk2JXi4NQaZtstnm+JL1dPoLXcKCZpjtZGWlQVsZz5tB5jhaVEqJQu23dmQJ3UekVNXwwnaM5aZuTTuRbYnehhy++pulb3m7kiprvAGfjq490N7YeWjQli8Lx9HsaL8sWY5aMoWxguPfPoUqAWya9TarOLgjVFkaPpjQxIbc7EtPBVsUgCoNaJ+9TIyp1CamfHDTYaRjVXQ7SAW47i7Yjp93B75n5/seLcLhiZGafJfJP/seY9H0PxlRXmttTetq3M3mvU9i1a1w7mxfkrGNRffu3ZxvwH+vADiM2i9A/vPSv/Ykfq+5kRLLMzoR8MdC+OJevJ7xjnKaWSmugOLW875xSvt8ynfv2rSMXqjdfN7tPeEqFJzwUg7SehTAskjdUXLSw/l+hFBPU7HNX2IroUcC5QyvS5qQLmkeYATEfU7aR2ZwFMmXXWui459NjPhq6vnp8QhqLewVwmETPmw5Dz7uDqiGlE5mzEThKoM51gChW3CWFr/2LD5OyJ7zx6dqCrRakA1uj+Z7LnCmTsxGSXh4QGkBu7BAq1XoaWOSShGf4GTl+LGQ2EAGhYJTQEY3+Uf5oAAAxk4OShLCPvtT/ni8j3UNYAczZjVoPdzWBA/TbCwPESZKcVP1YVnX8UWb8AV5wt8vZXMfb18p1Fa6DyVREx3eroPIat0YdP288rJwZkWvUyv4G+4q1LYarnc23qGvo3X22ddB9sA1+BaXfWnvqeG6gTIeGjSjyEABNc0uchM75GeBosqFyvWHTj7anl4ZP7vdP4Txg7QCpRUehSzIt+Kf6QtYHZPA0EK5bG+GGnjKlgVLV+n3GIFZSaakSBtjx5KDjRqUoKUcPj9K0DJIvtqe4fwqZvmhAAufENJtIG6tcJS0+3R7fE08I/7nY1IiLU6w/B6pp43WJnGEH9G6n+ec/F8MVBCP5oSIVBjoyUNftcwNPQmOrFJlfLBjkz3eYSxLCmlNraM8RIpv9eGmN9ej34c848xKFO0kyC0dSBmZQwsWL+1vTk/6TiFad+Kd1zXpKtVxI1EX1owkx+NkDv2U9j/CTvWTKMmRpEPZfMscGsJTZ27I2wbTi6v6VTKkSayMyCMbg2aRWTRRMSS2s9mwa+4eqZUflBMXVKyV4abNjkIHns/tL6hYB8W1KfaTDtq8XuUheyr3BYBR//KwcTj69Ad95b5mxXexFrytuL6QNQ/Kd6SPrwTp3FeLsP3WREJvzQhrXmX59dCUpaegVuvuaoAt6HkPxorkniIf+2kQ7MH1y8npTPhdYybgjIci1QNZ95JFBaTU0cYOIUe6TZ7IpSHW0jAgM9N7VwvE2I5Xr0i4AAlFsQLU37roIZFkvGKoBX+xOywcQxHT8Hx7xeqMYm9++VofN905rDtCNVrtPQ0JqWYdkCPMTNrG+V3sQX+LUNkHuP1/BZKuPJLjAxpBwJ8bKONcRt1OJsJwDXr0A7e+dwT2LvCi35aI0WMB48mmlhMqjCSjPG5KPFm/ucpkUXTYwHnxevmQamj42935AP28S0hJ1u5WelSV6L5Wi6cUuz9rVzuarHT3Np1TCM9BPfPb1fWK+zvmq+nJsFcvn9UznlfA+A3RAJDo//I3llL6D0FCk94Cwa2GnDBXmKImZHfFwM+Ia6RWm4HmL+brBgvIHmPQLPqvbjrbWCE6ZGfdqen4eAFerU8rcEozZEyz/eWCOVqau/er9sU3sEgeAWxb9Vyccfryl9+o0WV1P1pNlEkbkiPtpfW0jAIQU1VMq8BJr/F2v1aNyD6bBQMSDlUs5VDwFGXwbgLhG23J2lsARo4QTfayQ8uJlBn05ekyHA14n6N/kJbaz/lOLoWR6yb8zMh+RFQNJvsJmpE3z7J+aASKi0asL4DJV17I3Y/TRx4fkJMAUKoGzA8Itk2+x5R90hwDD44+Jx8trvBoAdL5aJwbDah8RbRjw09erzYpTZrR204X37vZIi0tp+b1TPWCokRPDt+f9tmXZXSxq/OdTctF8tznEMmxnhNtm63r2w+Vu1iGeojcVwkeH5sqko/493afZXvXgfqDXej7fN0JSojqVfe+T0RU9G77zCwAoLdFaDpLqJFujLTsaoinVuEQCC0wbNv0DWv90dVSFwOQR6FwykDbQZZm7I1T8WgD4IKPO6kz34+aeXh7fUkf5z9xmKgrCIO1uiLTvP/RJhk1hAm0tlngik2jT0Vdcxugn3XK/KjLFLUhB8nMTqKJmHiDKdtBuHlx1NyfGohmgqi9Qw7yaW5eLi1LJYQotXmznlA1FbUEc5XXofQ+SLf87GN2k7X5q5QSiprANdCi5S23wxyfBGyL2m7BPEcGUgu4Oa9X3jubs9+r4y5QJEk973zLEHuFS6xC7oCtRWzLGARJJJ2ABa2rf7FnXGXw8/kgFP63Qu05JUWalMQJfEjeBEfHjbW8zaSeF/1SN2CCMeRkRP8IvJXkZB/bRT+vmOXWuDis6b6LSp3wySUZslhpgNm08XP0X8mrp/6rb6AZv2eWhDJ18HlwPmH/eXPzMA2zjUIMqAh+qNY48DidWUT7lKNi+pp55HWAvADH2BJpT1uwg3ahfa0L/fkx7y7K5DvHvjumRku+0MHUGH58YRH6f/2VS2pwu3CeY1WHhZQQUt4EcOAnp+1u2m+wy/rb72R5dBisclf9wMywY0XltyRQynsJTH6vKBwp0s47XRsrDxsgKOdvxBudO9y/3A5yPvTtW1tJDSkUoaePItFE92Stj9ldy9VoH2GQrWQ6KsXwBIEyg5m8AZobiVLmUwkOL9TJ0VmMzecVGcq10YBJprFsOYwCH4FT0qjc67btlOlZUlO4sWJhaptzoCXTCZPHR//TCfim/+7Gj4efSmyEzISmu3SxVy3rymWKKQ1qJ48kPg2ubnup/XvbszFkIwsXMLY4tNEf+I1EMlqf1Gtf7F98R8Sr5L6/Vp1mnZxnWe5VfIqBmfDN8z6oYjv4tcwbIXje21EzLXcxPF3tSHj5lUEojNL6IhZkrLu9z3nK8chq2ufE7Tqg40AUCBh6+EbGCqqSbBfeGvCiA5RF1LYg9TpghbOOOKWcVlXUOkeU21uG9PNrwbAN20rvqxpEfcVrgomHq01ip68ExLWr3B5MisAdxVAhKL1Ot51Fvi4Uxr8HRev7LrSWhyvtI5JpQnEHtm9iBJLNuoGuckVRrbp8zoA+S1WHnmKc+mEc7YCWu20ZYEwmJJv/NXVx5/EEzrdMLDnLEOY/5v2mqzq3zC8aHqazrm0ql9+bkElSEoMgdohwEt6X6scil3wtjqT4/y46TDHJXrIA9CzwS5fWypBIeo4V4oX/oDQtasl0tYS2tOUBznvpRPvAiHIHOFeYXeEKSOkVWJnlmP5hNlHytMLzfFg0OEwwAPB4IhWQPS+IZFadPv/dTWoznKm7b/vA9g7eQYkgMi36BJ4O9RfFHcQrQnlal/HEZqhkwjVH9ctEwsHjs7t2Zak95jOx2bPpm70N6P9l+wdqiKI4n/28Gid+WnKHABOe/wUDadB57+gHQOOvZvgaG0NFBqMzF2PDPUBfPc665ApdWSMBfAqCPkapLJTJ6kb5Y61tNj0tJb7WHB3HYI1g56dDcxl0A91ryLeDVFDq+LlqesgaLVDzDw1PsqigbYbMxI1VMQhsa0DHDU5UgCkW0xGVHgAKhd/YZwikqs6Vm/Sqb9uZTHh75celbhT6jw2A/cbFwlQTfGIuTrCP2j7WpZv4OU4PDFqp+rSk6cGMDkr1zHwU0KtTrpcGM2DL8q6JS480GyCUI6A06hMU+F/CRXaXjshX5BUg64F06dUut4Cubhb9fQtKnk/HBo8qmx1At5rP+WWUXG7lPmClOno3rYtKLbIaDGm6vPk8thxvSdhd27Evl4U0wa/AqScIHehJcTmZnFX0VxxUZXqzz5qy2izMwkgER+GoaddG3Ad9yRvLIFyDUpk925EcdTgtINaDYAKavaZAraKTwA82KfID3r20Q7WBtgS44DBDPAEdqA4YldAcota2GT5eoRMteaB/koM8hbIiVPdjBhJ10r9ViBVxhwW/UxWBO0rCV4LsYxHbPOJZr1dPpP+msW1LrZUIhkXXQmtyk7D+wLKe0KUZOLsBUlvMtU48ZO9pCj1WLJ9FD+DvoRYDLIcnm4QaMqnintiw5ahUYEeERBldCims+p68MyETIWmTT+yN62tiH0SAViZ2do8Zm2SsNd1M8gvUKyv9aPVuzFuC1P/cxi+ouhpAXmZXI7ijIeuzLWOfHH+BGzjDa73nN3AgB1GDqyu9zKWtR3SM4u81O9usCau2LOoCGmk23SOjhCHOTuAiMBzoZXMqV8JjONvl+ZU5ZKxx3d0RWqHa0Gee6P6NZNvE/v41C5E3i8tHoZjxDGJ8/+w4VZy4pJWAMRwHZEfz9JoiNg9Hxm1OvRldu1Oj8fd+VzuXbl8gV/h67SNuDbmbp5k8ahLZAzpriqADFIGUX6aK6ypMSY6xgcMwqpqzWxwnSdWDc/iZDZ9GWq4rZOmI4JjSkpCLTvYLT1mq/jJarrarQfSa4KTkpnwG6/aJ2ZaBnFnEoFFvH4EpyoiNpIFZdOzkQrAMKHEdD3JM2Tv9ZEDCliGTY6eGngRNb9M3V/SypldaO2zqMGDtDDVSCEkmDDtUL1ult6aydLWmbFy4e/k+MEvLttty1YBkcgyKojegrpDwUg5ZqUwC2rAJXH78TG4MiRQUwLO4boRsoYqrAH7EeeNEvOxGYzngerpdV6BTdH5nfcWO4eiU6Oveel0jHAYW8LqwLHu1qRR0kUdsGBVrThk/5+oqB2B6sbnbnqKB5DFeJ/ZapAc9fVTQRGIQDQQs6Hf8V9KbV9B84PXIMlKRAJPLBmZC/5RunZiDABSUgr4UaNFfiBrwHcd0fH8QwYnXds1eY0NkwXDB1z/gcDdfL5D+uwsTtQVWrCN4egy7tVZIz1JMX/57ImFcvPsC6PY6xcfTudkoMpnG51l5FOHd42PaoAtO0Z7UFTfCY3q1WyQ0/LJMg4/FWTP0EFVn4FqRIlJ+a9rx/zr1/4E6gEc2aV9KnTXB/0ohxAtJvfedaXB91nn2AwDyq5vYciHcGExU3bRiCgEr2RuYca1XdfeNA2SE6dWMZdFPCQ2uqC66/zwX1TPNRRTeuH0xa0X50waP7Kbco/1ixRL4LHe0m9cHxYeQV0528f51JJAb0Fe1+nElJER+D0SSnOiQXhRZyynv86gJrAByxNkdif0H+3QCACtYpfl0SRVyFAniyjArvElgXweoX8a9P+ItzrtXHwrwA4NawXj64SLIPQUULHKf+iRFgyIkXOowFnkj+hRdpX6L6YYT1wxZkNGjwbIyruLNe1WEMs0FJxgKVTS+u5eaDqDT3l/zMj61Y1FU2slXFluLJbtIgL3mglmtGVuAFZ1XgRIdxJZbQInrrc/xCOpAM/DkHwVw2cD5h523Xf3woKeMCG8k5+MOHoRUhy2S/j2YdT3JbqtcLy0MpPJ4YI22qpOr2QZbn1hslFwBfoHrn5raXKN17ZtaF8ElZqWV0bzok+lnI/nMsLZhAVfaODBngrlXVfQN3PxE5xIkFhAO8rQgfgtjMizZUAoWEQscpV/Uscm/o1NxyF2z374/xn9o70YEnv/eP38eMgLORVj1mBBw7OMWRWklI17p+7jhzbEqI+H5FhQnGAt3y4i+8fs09644fbiV9NhpD+bY2X9Mzcdrlx8K04ljQdNwW7cucXVbntH0u7g6gUw5z2S5wIzylZO5XaNmgy52LAXKCTW6TFDVIplUwNNp7PeYemYh5qPGoNrxvHtSFzVwfz23dtqyiQNZLUWeDc6FSaKMqXcUMtitsE2h1AGYWuSyKJ5BrEZC0QCqV8LTw518eSjmfF3j5Mu6P1/IlykR1m+OdCELIXYVUKWjdP66M05c6ZXeZewFn9XBHefuJQ4IahicGbuTr49AwpNjxSgEoNKabYUMGsKmpHMHI2VJRucqxtG21TFAizjvZd8+fSf+J+wqA/yJli8lwZHe0IaXahDv8r2VSogRdz8psKeOidoblXXK69zurbKCY29fkDV7XP2Jz/fTzyj9le4z4HBNhAYIvbSjUuaNxVEzybPsbFjOAtbQJYMlz8vVk/804xP5g3RQnJmp8pqnolSvwQ9258jvTRfFqigW5ov81gvZyZZEXOECidkeatpxSL4utrIIW6/2aZlJE7PQcQj75S01lszo8Hkg0bDPmQ/29gE5v/zGT4N68QBwQcUCY/abi9Nxg3thM0B2Q2kXe2Hdc+UpE+g8txqHuehipo5vLqfU1srTbkgH+3e6O/w6V4uoxivql7F5TJ4p8N7u8qBSsQUQtBXAcNacX4ZsIUsbTsMtjVN8ZEYHin/gU+iwwruckYR0fhHWB9KkTcdH5YqpeDEiLOOIOONlh/UUuCIaHiW+3emxh3tM/1HcYQSGEZPOzJx3tnM+t1Foc+nxfaY37te3cFsd4Kt5xGBqSc1xEpokmWIMKFqzfIRVUDRfiFoj9WxF2M31D8+T1UyWPTQf39ctk2W7gq2GQL6lWzf81pXR7B0dkJM+UaCEe9/ZU1WKiIfxMJtiVTPbCIqMZ1T9mN/E2p5mDZdfOSIaHKrBtSK+ARk2W5J/ZPxY4dSnG6Xf+lRliGtumyr+HfgXPs5HT85uY1vpAtHTKpcatPBrQ0sx6XadEM0Uip4/ViOWewa0uz5+9xyxDc8IkJZN6vp5zXOKQt+nN/Oys3izMYyFqKHgrzWroAiRt43lMcMzkb3Zlcl+SpRGjyvT/h1ZFsAEDCfVktJX9WfJ2KS8dKDDu8k/vGDAq2CWry+ZCEFSuPsJsAtyV6sPBboZVCSPkShndd2rRMFKdYEDo6BvVmgICGEXtgqjNldWUVZQmQLBZOIpEq5BfQLvkbmswFDyPfn7jHSBixH8FPUXFGQGZXqemi8T+WgVJhcFFCpk1Avw3MmxGGXIDJ2n9DRd792Dn1xw5i13UyqWUjI1gFFUaOVLj2/ebSCSfM8NzBNK4GIaU4NFKxJBD+2SiSarBDSesMvYBMkyJzeudO+GNAveA08WfbMGKZPV9XA+rwOV7P4wkON/3IdqGrcRYNQrapzyGUdn3vHr7UWdWdRNJIi7qjjeProVyTn2RVJbuqx1qCWK3RzJ0OgO3sRqS4FATr5sWvI6GNA350bC/lP8S4ujA+bZM2ugTcV3FdxwOWJbPKZG4vvszxhI1DoBBFDtStyJ62uBDI5B1Bhg0dvx57LYTP8Tszi5IK0JawPmbQWb7Yn2KVhxKA/FsuF1b2YKOQQT7rHSW7GwnIwfb1Ys31AVwNDoU9/vRbtJWh5wDUd6dnuva/v+EI71XL9R0DLewamCZJK5QtjyzK2G4HF+TXFvW4/wdW/KeaJGvtxGgyHvSpv5WeMyqVsY3vKqy+mDKXcxuzRrd9rb21vk0zC5j/Ckue2YZeSOS5fd9OhC+pZPfOXTaMUEDxi4EO6/djKJiFTYXPuG1krkQplnnttsAWGEz/HbnO2f90mwXvXzvKEsv578Tn80nUdkPhvCnL5ywcgsA9LI/krP3HMOlOetvvD13gIZahrh1ph92m7L6joy4quStBheD2vPmcHFUOLPdWKVx5KAyaNNttGbKji+5TnzTO+nhqlkk1Crg7/CsYb9RgcS9chIISGRmXI/UcgkcdoskC7iQhPpcOlmPVORZsMwT5ZfIV8yO8/CjdleYgmTiRVPUC5bLpdDmZ/Ddua8fKVTWYdcoU712iukqGdX9R1nNFW1q7k0JdnjpXnKyxYMcwoXyAzkFMjFxZeNP+BQxlpooJWv1FillYwrp+oUdPSyHsNs5jRydRpEANUTWtqj+D9fIYd1w03YboIqobld4JaaEjduj4pebkllGkAQJBQ6EQK4dGzQ9gFXky3gg3AMJjhfywFiFC1j3ANH/WSn6c8pcOnEnlSbqKShMtinx6W2ezFOfh2Oz6vAutkZIVH/4laG1xd2PLFj+8iJRa7cbLG/FVl6LJB/3ORI0CkwgyDIrRc6Ol9ob3+i4wbf+1CcDsGdj3qHP5YenwUl6YgStXnuy/VbORjrKbDcfdW4CNAaa+TBOzVLBsxHGKY6PfuD3O71PD25hZAAhcBlFJW7vRRviLoDtRNi3cZbXqKs0t+wBRfsaEpXl5wbtbfEj4g50Sd4UsfPvupgBUl25ZoCsY3DNdkXLNuqnlo9j6fFVCcZaGoB/HXAQs7Rkl1BFVC9YNHXL5T06f/H8B5d3y+e9F2AxevfQWNF5zOgiU3vPYqK42/C2exQ7us5JMf6V2xMQB1/pXVbx/55QM3zz56ojOb+RZCHq6QBYcKHOOvMO89M3HCtlm5lpg3LS42OiXr+VVvbmtoFI5ym6Ub5iIpRHm63wH4J20eUAr33dAq/skmDIuZD95BPHsWhPx15pczgBh7+Lplyot0xS1d9L8Fusd3lMUI2QH2+KmX47gAMLfRMYeyRafgxUcPYaF8Vkd4iLGJRNZHR/dPlR7HLhOQ5w+dS+QBlOKFo0Qsvm4BB/l82xZb45r4tW+z7ugd2V5pKzsofvkMVY6AC9/1bE5p8hv3Ei4ospAQATu6Onld7wzsQ7bkumVNeTI3G9YeD0K3fl7Ko091yCmUMpZjrpCwc62gWZWmiqfrkIotpUnNHocELralKu2DAb23uj1trTTakOTF5VaPEYrRV8OBEaIdD9XkJjsZXzBRY5y/bEd6XmiNLwtWvfbS6s1KZt/TCxnGIF2YeWtcs1wygw32iWvoFddzZkOl1xCOH11Byfji7ulfb9SD0P/aw3uLmb2DjLGQrGtDdsTlTxcRkYig7oOGhZcA/C0O0uQJrotORYk1Lh4YawqotyUcBURUjFsNfFH15KlgYMyQlXRjnVGTB/plVkMuUDDYuiNjmTiPaU/gasy2vz1OmUOGD7rFc2nxHoL/GiEy7GEo49QSbYRG53DLWU019OX7u+x+0LZ7G8aew35h6y6XrAYXLEdmA7e3q/hWsbigFc0S4SR+y698AL+Wji++C4k13e0AdjZv6LbnACbkY6nuGdUjtsjY9T5hrkJ9fK3WxOm0HxkaYr3gEk6dO0TSYq6sZL3rQe+sCDZzrIC3/HnIPOlplc5/3vUSy1Z0Ebky00ARooSjuq8Qfy6ykPmzzfnVKk8m8DQVgLtTa7JwnPIIRDRWb7Qh3BXYh75GW/im02cbQ0BKBJxvLjuZDA3uOgmaXLq7ABdG2a25Y7xRyfgc/53XA/MivjO/QAoKdim3Mf8NRRw4fSXczHAAiLr/WxpF1RM+FziHJZckGh1Lk7LNj/0kvJDfqND4kDQfK//FaKXUBlEaaY6wXBkBTq4/bvqZLchSnWfBnyZk/Zanm1kMHWSAJ3bhdQ0xegGFG1KRwu6NKi3ImFma8utwmLarfpC4vC/DxnwR9MNndjZjW3WQ7mueyUQ69kVZ+GLWWPEF4T9pTZVn8c8T+Lu4l7aTBL0w1ct5p8+F6dsiNuTiCygs7oY5qgKpnZAPT2eRBK/XgG6+BmwLwkB8fEQ8zB/rPXUF2ugj5ZaX0qmmvjbqrNavxsea+Q0Hf81QmSpx7vKyHDCPEenL9ZGa9+0YS9yDAiJhTW4hH2lWbQRE7h1gvCug7rKroZtxYZLe2sG51dYMhjxSNV13xbRgnGdWmZYXYrLEo59VaHQiaDtq9X6prpMMOSVSHoCbSOUnAIMqXaVaxueHzZN9CLQZAv59/YY41V+CC6cV8i8AN2Et9AYga7ILsIJCnz0734RJDcFs+sR5LCl05h+ykYY90lBLkS5Qm6SvLf5T+icsy2h0cwkMh4Bna7b4s7uMSvBAixiltq7TtxnML05bOWX3XC76Abmwg+qiMNDCtsPkCCIvevKmgPphvymo5NfivbfB+WvmrCF278QeO6JDMpeyMUXoTVW93YOCwnXyQbkKkOetpPEldBgMNqaksw52NScey8UX/0Iwjv7AyWoxmehv6VVD2TGQbGmeMTX7q3Eja/SL02xpIRT+8G9cTxwbN0mGNtEPzQf130RClyO5AzdjYMTVqiimYNzEVrisC930e9OqPODoJLiEKRwpGDO3febVU4cbapVfukmHnzJ+90NKLys5S5LXrcd3n82wVZ3brO7ajxsGYXqLMqwqPjCOUSxQPKEWKyd0k4I9nSqW9PyGlBvxRbxgwr5zX8dTJjKFNbapVTcwST15IMHRVOgP5AwdpDfewVaT1D6zr85SQRSATn4QkM1llQOwQOUyK3lkHwxvOkwKoa5EgfJcOzfs8dSEi6+dPMZs3AybJfUicR5gVfULuL+LT0XQsllJ4nyya6zZc+d+mMuKR1rXudHkU2mptIHEzGGKN6gZj8NymCTBeCUnonb/UkABGaSmDjKIkZCN+JSoKqlNL96Ya8ia+H9fMVlPlZbm7Yzdyen6/w790ljTvfbDd8DGIWV88tkalSJFekQo7Jkb7d7qU4GPbOlS2q85ygFj89RlS3pJApaABELdEp2sT3tSgMTSKu20Wuik00vlg7fO42dHczI16lXJJVbV4egBK4x7m0QOE2Hoa0w/QcILiTu5cz/LTSyP66fOZYLnmv3kVmIWsqkzmgZ3pSSgZ3cF6PuI+RS9lMXJM3q4qNwUopeLxKXx5UTfaJICtCeC/pOR4wyJYVDqV/9M/ehB2wjGPdzM38znRud40UbN6bglYmv/qcCdqyBI9+VrQbyPe1fuWPVu/DA4+KUEpwZSDJqoO5kdfiBWDDD8HNNyYpb7o88b8ywo3kZFNTC/YGR3pWryCsiedPQHDEWzPyNjhOLmfP4NUkmAWEy6oRMrYLNXyqw7UOnMcVesJPQ54vmptkkxUidsefj78TS4jbwJezB3q3Sx+OrobOBiagfEN0SL1PxDhVLJRl9vEDGoDCEf8+WKmnYKT0Mc03Irr+a656xb+NRGbKRDsomfGC7cZ345DuVcPakEIIWZkYRN+O4CHc+Pi5uYf/mAv8iUcn+9imMLvvviwXSFjxIVqPCtUPQBY4zoglcnVvNC7/QdpJYeMG6BYjr6egj7qN7mJIo4U+c+lmLHETS+0ROrkhW5F/GmjIgdtTGoqMfTVw1ZHLBk6JNQ9cO8dBxlTCvlM2QGdUN3LcU1s+I2T6LE+24H5zUsreCb6BSmQHI6I9XFAwU9fe7q35GXmIIfI2O3ly0BVIazlPUvrBRobbwT8BIm32Q0fdudeUOBFxmYiMn79MqJJ1YC206uPNAMOm1cu36MxSKKPslrBGKZsYGRzp8oXX4pRSRNY6C4+WvPv7ZqDAGg7sRhibjVh4R7hOZS5qgFNAjJIst3qrPHpd05SaECHJpXux3Kf03h4vu5t6w1KWRXCBif7UF/AkRcpjMyA3/LAZs5PIZmIORwOcwaezXwB9gAy1HgZX5kpiQiqfdpYEm2foN6fhHyz62Rmg4Q8ORB4JsiNmSgboamCj8U/JCpSVgy8t63gSVc5E+OMyUOs/zfem2NEkv0P6v/Bl312Zb1iDis2RBk5s4dvYlzcZOUZX0fuATHO3L0Ltqx+ZGZEpRu1o3F+SXQQhnu8LNuPS20h+JfgIRvW5rV0zJWSBH3EOlOHrHVfLrw6iYqIEjQBBbTrEph0RCKWcRSf/vbM+7kB0crCdcxqPMMM6RWedxEDOTmwjO8rVvDtEKGE0bDpr3xAH8JO7davjca+8EMghdaOjkT8dLe8/HLmeLTW7OwmB2L0xPIhvSAGHPiqg7jkZRLhtf63Jg+Y0T9xnSOjCJ+s7fs1EvPMe1pQ1ZVsX/Nh2xVCQUEN318ENjZ9sFhXih3Jk1+5uCJgfF2xKIgmTy9r0CNm7b/UQRaKD7groTyZZWpxcAmKeM419i8fFUgq2ehlTlE9wD0pgFqMkXc+ST9ztM4s6iVmv4A5E1yBUYCg/D4CYOUlF7GCTmYZjLxhqmAxH/kliSy6IA8ouWfLabzphd9fbcE54N7ciSdVLc79oyJgje2Uhiii62gxzPCgQXgMNSWnHk0Jq4e+CkTap80jIt5RzvS6jkoUMuAb2zJc14ouj2fgBOnEtV0drA9D6M/GTcQS51tK9SKK7t2Kl3aiijOYLN3EIsX2aayE4WSBGs0ghYXyMYTp+Tf1iXHzTQJJEzmDhhQA2gbBkvn/3Q7nCmI0HkIOvyUJf+8rRsoj/6wPd3X5MLooDklDRFgAlg0f5nuzMYCHwXXUz+bB3CoqcnzR5vzgJylEyfhG+Gyo4nYsrq2Ogf+ePwGvC8vcRFkOH9r0dFyyyYMmgKMutDVaBC+ko8yBr68wgHbKB06EW2Qogpqz/qnEONYm0d/hgVZYpCUHKNrL/XYxt7nurbXDQUu0UAWCwg7nMm5zMgLm/Hw9P0+NGQoG8t2uACzOqlv3zXbllu2vHlRTmYEXF9TR44okR/kaqsz3p4erDft0U4SDtLTmC9b+tL//Uzdh+tc/3LMHcYrBRryrJCMJYTf4wllSIwqlPmYYxMDE1F9Hm9DJ55DhUqTXaVduJ4Hi5FY8YDt1XZ3WKB1QlYTs8Kow94sa0617GlqfFIU7gDCZIQmnf7TRY0Me8tz935EzfSlHl+YSI/OLGkn2vnScfz046WUVcbqV8UuypR34TWvWN+mNF+tPeUDmXL/TidcYsany2uFf8ExbP/C/V/bQyhZoYxawLLlHy/maAUbExxk5Xfj922D6V3h1AthFjAQckwyn74ufaBcvqKs/mt6oYRMLppP6X26ii1fGfjoJdN30oc1CUTcIcBBUr8X3z2HLMhrjNEBAEWis1IJ0QqSVIn7VoTQzkAOYBvE4N5/4M+taJUlU4l8mphpqa0e3DRwvIOMixYQIuSHF4XCZyRlWx0CsizEfcEL+cSyvKPlqcWEEd9n4Dm5ctUuDJo5ZlJdYiSEIRHAVy0r0SNeL2OJqU9witbp0cX63880nV9S3hAmXvxLkJAMlcULYnrfW8uitKXkq/xvapgnN/Olq2+gNDLKy1uohKrBLwMedpJFJJYo3XSY9VYPntn+85GoL4Jx2E07LikIFS5fJzq8KEB6jiC+29vkqLGEB1KrolFCHgAviVI87ewk2fXGyDtrlXf7TfM+HJIAHgxgsIRkGMDQ1mEDTX9D3uyEfYFwcjfBlMt6bKTkPe9kwDgkXoUyuJrYe0M1jNb00yeXmylZg485mjN/ndNoLYF9VI+QzfWcfMHXzZv4V363p9A7fVQmiovOtL+8NUQT7209qrr6C/WqTkyft2056TF/YfvIj133fZwDRzgQGhg+CnO7NhGGwMAMGWXYJwx9xEcjNIsviYW3G5KyBUd8rsKTGhLmtg3Kva3hJAb3pCfMSuEalACL62DeV6Y4aG3Zh8EopSOn2ts/X21jCrS/XKNtNznW0viO8SIo/iMioaqViVda1d+ghs0740t/204e+qB01M234GR78I0HwVQUfOIBJxzTJ9g2C8bqd/qGRdoPxh7E3QScoRQBzBa6ZnKL9XTx7up+fFRBkERSUgjjvLJkuXGMOknDIGe3reR3R+u6Pj9r354JkuTO9OwniGcvjZ6ijmHn4WqYNjHqzbSGJneS4Qg++A4KxFOcXB4XjDNEpuw2QPEyBWGpsH2NMrYa3kwYPnLS8TQUT/s99La+d9qjqlFuxZ81Zid+8CEd4U6s8t642ZgwyuD0waXagGxqa2sCw9vcTaC2GTRaVpjQ9sCQhNBEjAAEtQyS5jeWTa6Tg0HCsZ46KA00CqI5Haplw6u7P8WGHMuno+VUuRoadX2au1/0+X2zfF0Z2GEDAvAjumDYu7OI2iFlqK7BWThtI4jypOCtWh2Owwa58JMd3QsxqcEN6xDmSn4OKC6en8lGXd0Dkop24X/hFaaRNyy8nrCvtwZiQM0dLqbdsE6mxBvEJ24yCnxRpqI9iWdBDXkEmqjqUodL6kRT6qQRNiUc3x+OCou5h4McZ72fGuFcsI+uF1Aadp2t0vg6JBvCNg4Va1aDnzZOKmd4+x7XAHTyhqNyhzlOZ9kynZqHbpQl9BfN0oAon8GqgrKqmb9TJKxmQTcz0sbAGx/LI+7qiFJ8mzTUONp8V2mrduozXGfjMNv1ejJpsg7N1TYlbAepSibMZ17m67G0cpy/+HRgqgrKaaJx+W9XbnS0WuSi8wYmAVOmAF+UatygdMIQQAd4zNTeK+ljUQSnAEb6+miqwIUz1yeWzz8G57IQcnPCmP1OQ7GUog0VrkBbxKR5e+irwsqZE0qU3Wbo+UL8We/Z3Vt6/c5/Q1MuXjUMJcPua3qEghDox1yq5fGF1ivRRWJ6y2laLFGsPgkiNoXXu7CF9hJWSAE76NWyNNRJ+bFnicT/qIhcBIx0lPfHcsWA3Y5FvH3l6OtxbfP7mf+8tpa7iF5O4Wptgb9oBrE9K3H2pgIkSWAz3u+Qw7rP5wIJ8xZsfOyTeHpzSN8MRavbJHQggFzk2Lt/6qkM0TByBdYKLiD1fTFy3glVt6Xj3ONOZAcM5Djg4v+jsBug18LfYRFZ2MjTGOYoyJkJvYagO51JKExcoBGxAhZj6LC3enit53phBL7a9eiNUsfSBzB3nSYvHHTZZUtOzwx9yTl3sxNSV6kH9E/JTdA4B6qOgOBPcPL01n0BAbCyq73HKed4cobrubt7nWGkui5oJ7chaNGJGJI5f7Sg9+DsSmH44SkquykG5wDDuoS1YgmxCaAzmL5a7fmMSOy0bnChudnVrxDRXdVfAKWrwoOVqRfh5QdxjLzzgSvUjASp3yoQlwFpO6uctKli6O9r5QxwuS59ed/AiRwJqziyBCg+S5TGJYPTp+rLULF3RlVnGttcLkGW2Kh6+/Hx7ShANsmqMYZgm1tfOUGBGMYujfF6qd6DDj8gyGdFmdYpTE6kSTAK27Qjq7Z5NmAzBA3UgYBuEbA4CTZbC1kYPhMSPWN5olGyeDj2lcbPJcQLUY66pjTYKsUJnV6F7qPwHmDG8UjeUmMpBSuin36pewwKvqy3RYtuLRNYoGhoZ6IEcGc0hk7No5OPhsABQ2WNGw/zRd8XwOxrA1haS3qvYdiv8CwVOTweQiox2WfbblifSOe+QeNIK/Ez9RrkQAomzGIGatZkZmvpDLMS22HGZwcGoOmGFlVtJbvc25UjNLROED71bhbIAQiwWKtBJcy7GWAiBmYtpZIsYFTBo36K3u3HmPBSeDQ8HUage810L23bZTTjPOEo42vp9HTG5yoWoYzWYe/4S4iXf2VgmKw+fKloAJMIqexAc78M1PGQ9PfbiRjD+jcJq1jO0+kLbK9iMMFqqG/EIySMF/eDci1wAS/auosZ+6bujlOLQP5+PenvWmIK7O25kFUsDPVhflDFy+8lRboaY1zM6E7BtIv54oZNH3ic8fxQCwbF1xnRhEJveewijrSk/N7zR8TKm4FI5GPjiLEvXIxcz49+xJJ1PKRxhD+DsqAAB0k6+39L65LWxAk2DS85exJtGoLViDuv631PNQndMJqRk/hx7b2Vb/Mpp+C2fDUVomx7koDVbAPlHQnbryn8jL7v+5Deosy7OqpkE9Sv1Re4KczG3VnMupRxa5Yrvi0OW5sEvuPk6qy6XAxjd+wlZrbpN87gpQ1M2p+QY9LWf5wYjO7DyHuSbOwQQ6l0oa5yw4vyg4FFiTref0EdHqrD3/t4xFHqHnESi7whiJzA+2r2okdEFpZmVfy1Tw/rb+k2IHFCfYJsuIWDw9iOf+xnjFn0GGrOHGW0mUMSpTrTKNDHyvh0oC7jXd8fwyCZJ8aA/LdOOBCu3PQkJEohFgiA7rRPYcrHkY2vQSIw/tkDgXYOJUh3DwUzlhnTx/uhKrMRuu2LOfKoe6CnxDcQRMVhJ79q8yOTmr6TnU/mnOCK4R9DFp2/tiaZcKjMJ2FAFMV5Uo5isCXn8DR7sVErf8miyFccnfGdfoUoHPWO90T6DpJMDcAOXT6a82mKyHkRMDdPODBw/UWAAi+6TKyCLWWoIa+d7hGwfGU6L6hOFMLGyqNXDf5AUYuTYEVUj2Vm2eKdoQwl0hkYU83ppPvxJScFI3b4bavN6SW3SnNSGw2a/B2pHn3859VVXh3DEcl3t0XBb1x4xFdCqTNeW2J9awEovL38YmtW4Ww/I/lq67BtCVyYqBNrE/oLOjrPe4fnGC4S90SqjXTSvJZJDc4T1P6/vPaSXz59fCQgo0PJPUhwSeZxJIzMq2N3iTwbSgaadIondNW49Hj/BreKh+USpbWZpBh/k28cyebskUEualMLiZ/4QmGy9FVZlF0r5duqTjFw+ufq/PfElJfQXirOmJRQYpquMHgGlZtEjageHREwIHkR0eLj+MaM4930Gz+Ecz1QfQxkWPp9BeXikDMqXdpnzUAZGDiApPLlYV14lEtx8ljM1y2wj9jnQTYWtbl+wLUB7t4RhXl4eDY1TjHN4EdU/YQiru5gP+s7xckwnaCnoPpqYnibTxBzJrMKhJe601+XlPAJQls4FPbkzTgtp3Rr0iBprbGT5CGlZo1vcEwhdYRgYI1vVoqUaXvVyLoH0oWjtctmwRAwg8JfV5FetS/jqP3l9C3hmuPpUB1trfSqp1Y+z3V1+VgCBuPI7cjSu2RR33m+27foW8iuJaprQnywMGRt6fn8DB9f0a3hkBNEX326s53a8g3oy9vYSF/fPJRsXOJhnRXgtwyxe+DVvSLIVw9oF8Lo/P6IxGmwCte3VEsFimSBlgrVsGc/lmA4xLpWMhTd33sYFjD8kk97t6pvQSCZ/EXVhbSGJ/0Lkve5O9T7NKfc+TlGrEEkdTh46tHfqiCWITk1wMgvnt5uXOKIwNqgQguO/Ncnbm/he60vCwRk9jL7h/Bha7O1S5FJhI+8Fh8gAOOEXX6dihF6yDGZJS3we9frW/dXvmKWOEBXGTFyNTukGyczCjnORm5dvi1bgIEY5BoOLAJNXirdjoo+bXOVdb9f60TP9Uw9VnVDZsyMvpgdn/SQQB+BJgCmhJV9sm8kZy3SaIwLYL67CGpeIyU1tTeFeXWMRUCvkCGjccGfRvB5PRVvEvfwaC+3s3cjYbXmlIz4bGu6E9LBBvjJGwQXHQI0j+2rjzNv7FV22l7cCSKfj/VofAeI1cYWDtW2I/gpQPikfxX4LDiJYbN2/pF8bagUzjetOQyXKp+izyD4hDsGhGz5OkdHSqZdotCXp7QMTnBT4JATymH+AciuPhITBycHGhCtPCT+hHdDwHFQl/Gb1V7u0/8fG4P1zR/QYh1W3fWgBSDfUecBy0X8UN4l7DMFJSCpsnHKQuRX04FzuPqToWhKh6MYjI5CkNNmpg0moIxqkTKaO2v4TJxPuzqUuivFptvigNq0EmjzLwwtupjlHCIdWynJrHTSWSNhlw6kGf1bsZ8fP6JMG7EQEs3Cq7DSruo5slul2ZkWe+SdZ6GPEgxbrfUz6alyuVfzl4/bz7D7cefDDGTIJ13DOWI6JPeCphMeUlm1P6dN3vqOEBVneWByjR3VHS9uiAWokQrwoXxQAx0hhEbHTWm4/yCxCeb1bEKIDg//3rM8x6C1ScQe2Osz38BrcQiNea9r+S8HLoMDSdVZoEH6iLeGF9wmq5Z8tiFZXm89UR0qda1GkJmU9FJLGpMDt42O+AQpwn+inyZ3hA7W/Ap+AsLC0JYYCOpim7753BXa0DfNhkU9C8bQH7QzOFgRNWkF9AClLkuUzmOj+c11LcVcS9WpF6goWyzIz/lBnlUXdwaC41baUw1JmmROKEt62hOHRqyHC9Ttt+6yoeusal89Up5jXOEprwG2gunHjlwtzafWDLe4Pir/K0+oWmKeeteAP5FGk/CDX95B5yoRPmqkI1CI0NuKspKHtxtTX5CASpZIIsxuNFsq4uqzud63hXGXbAVbBWYz9NCWijT87Qs4EGorg8UOvRgWiIl4QTZ5xT73cGssm103CRdSCVhs9eKUtzxauD2a3az6npfq38cFEcudAls8Fg5JVakn8Uc2NvMIFrmdT9h8I90TaIp2xWuUbySu2SaMIYruETx2xtL34bJMDtteXV10EFIzc1cdurW1ebrgHeNw3Bds0jZor2LmbNzlPq16kU7zEb5g4tRnPDsWLvAq0U1JTP5J3Q1J2yPCgPKQ2O6IJQseAJPsN4UY8l01sl0U0D36qlg5YV/eFww3FRJi8SqXaDM9+eJcM8rRK8e7CWvejkT40Nfdjq946mVhujuzQ0raTLuLKRw4OKDhtrfmBZnm+Jq7XYREYGVVAYxPs/GFPDMMoD5/ZXmWZcvA+uthwasOMmZFpQiE9wtJ018txAGQpIM77Ifa29VPaH2NiEw8mV0w7Daw6sDP7abTAa50OmQx7HQbJDyw71SePo6NxKwg6NgiBveGcXJFCxsybQQvEZ1nafYH34o4jrdImENnd2walsWZAO83xz91nduYF57GrRPT13fd0gqQx8tKfdlQe1tdbGVK/XkPPhzGVHDiICTzsyjQNty6/4T30zS+u20CPbgf3w+MX4TrBx6EwUGo41xfuXuWvwErNHRRzq3pUng8YahbtKAWE38YShnVodEqZtOyU2xXwQpOmMSW31LMyUbJ62qnnTof8mE0V5wdrqL+xSNdc6GBk54ttw3zy6QlK4W+TEM6DxX37TP6Q5h5zrtdYooBAo7lqWmPIcG0/7XbEAEKH1A8c7naj3c+vw5SlLc4CX6JDlXMwxGU7mo0UtaESneVyD6oby/47icv+gUIT33N5WNH+M37r1uuPDWB4k5rvxvERtS+wgAiikWKp3NwA2gbJLvz2L+NG6uGiQGc10gtbc61AXuJtCS47hZBOGPHrDuCcgvLLx2z2bqElPWIYyXAnRdHM/XS6wKCCf6lrnwMZ6cMxTgvdG3zx1V7SGxGYiqoBtB8lJ0NzlNyT4Q/eGSVx/jhPaetlS5tWe/Q3/VKn8vw8jJeQTteLhzo2nTwRVyHH6mLiFcXqKuB9aPsTFvB0aFGRJUL2/+f8aGk2XkV1qAj+WLxMxZUB2BvgpuB7FNREApiJiAeQRoVRU4ClvNGgXzQY9G6G484WM+ix88xRV2jKaguQoX+CqMPRtPenH1emn0dU9FIKpDuf8ItOYYb8ci6SfTmJg/vMHpQHPxm3q/UAr4QQnWtm/VmgIfdNxnD1ExR3KjwgvqCB6PdU0Gd7//Pjjf2AtzxcJ4WThe4eSG3V5NmYTfOfcdqX5+Ba8er8vCwG9c1T+iu3ZBPkIMrNSXcQaAJQcGEhYMRjjzQJcqopqMgpGnseAodCACI8Y7eM/8ObxIWvugo9OEFheCAP2C2ez0WV925u3qBtBuxmEWEJSs7dB+bPikGmA5nHvLZpznmoyDwWbV87fu9hCha0p03TjMZNRTeCtMy7n7XiDrLrg4su6pLzOs7upTQNXoY48GG5YVKEF7I0kA4wlFV85KpBEqvhrPTgf79w6uVIrK6LPjG1bOZcVzDLF+rGCso6C37Kkt58gc3AZeuWxVPV3t2YFsMZJMdT54G4ZPDbsCl99Rc39X7fTq7OuHRQfciSye/5TCDW6gGYswQVxROXBh4oC6c232zgl8SJ6H8XVky1cgFWF2fDYoceiEQbCnw1YMz9lCREzQgFIFf6q0kO0zDtpwqd6aV7KV5YLc5siRKc4IJ7Uy5cACTtl43LjB3E0FU4XHunGmV4SqlfJeQFo8kU2S8mrfrUv4LZKuHWr27u4fVd/ubV8bHMb58mHIQp9GG7aIsgkOgHzoJ9+pgVmL7jTDU6hC7xiqFt0O9D8CSCYVjlEWuWkX80Rw9uYpXj+0iQ2R6/yDC1QtHC2oXQlncn6g85MIKxtLKIFUATDoVo4mrLIuc6Koh26osymwHSqzBzwYNzo2ILltkJ+si1QlVC/jdKV5G5wUBlBl71y+pTEMwNSYKYLbiULj1zWRn5Win0ip3pJey+Jx3ZHPmd+Hk/8cFoUXoq0sPGj9Vlzx2f8pxB+U9vS8IUsYbj/zJdD5ijZXZ+b2tRd4el0q2Zr3EWh1mdoAKEgvGwFVyovoNN4zvBcnrNYxEa7BOn72IAF1MIPhQM1xRBStvWtrpcg2lmfQ1Xx81gVMdm/n1yElMjt2UFdHzwM0eMOPqqwEZBZXxpKZ7naeuun/EliHzyrIhE0vNY5bSFgZ8WmZKpdtKNq81kaGNp2e++Om+jntEM+rvicUQ4l7TS2+Bp+/uwTwJbmljl5mPRCOvT2mRWMG8eoDi9/jeSw+cwGymEMnrLmTIDydA6avDc9wHo2QCAytrBWEkmHJSGV/Dq0b14xgwJ+cXA0aPha1VIL88t67DDP4refAF6NYVxKMTc/zL/JiU0ybqYRHCvuy8wEOIFBE+8wxsXE+WfKRydy57WrJ4BlNzqOuIMHrPIO7Umu311EgYsUCBPcpkBDLi1QVP4hGE/zybXyTESvX8WoZQtURgc1Wzl3uFCSzk/sD3lSEWznTs89hoo71eSkGpbZN8XEsGrS8W7Ka7PSEWFNYnq+Vq5pnR5CA6RO3WxQnJZMNyqrMnhU4RM4Vat1EE7HUqfq1xGAheDXO7o0qoptOM9wdtBHOIFOHLxPa8R4wzIoD8G84FXMITxpCssCFY8uw3X/TNFUF0nHeemL/kIQIG21djbB6dvlGNFNYEjDNIsvGyNtQL6Hnh8lHkBgFSB3Gu+JA6GUeFMewDlSCEz4rr0PpyjF33b9fHLwOI8Wbo1UH/G2bM6fLipJ3FM1wLR5wJo0PBpkKla8+CRDVp3Ebco3i7ZCKrJ5Qb8sl6Aro0G+lh6tszgnTDaDMxCbFsqesehak3mJb8tSzXIDgB3nFPL/n2jec8YI/ebXl+5laq5yED5CLrQ5QJt7EEyENjCagRIOUVoNj5ReTWVuUtjVfry9BNFnmc9QUkr13JZI5EsY8LSsGRoCPC5LjQXbEenDSDDCaOLw9kRDY/lsy5By3c6wQ0V+cJZ6hM5+SlOOgPitM1dramHQ7yMHtnOUgJvaij0nxft7Uqi31ItBtzWkZ1IyOR5gkHi73jOin/wQWJwW5Kh6t1YlMWUH899qzUXFP49nOxdzudvC9WhJtshk6TZuoQzK4hrAC7YWenDwh458Ti528YflSCAudIBqqGqPkOZ7YGgnF4JMToxMK1IshN5KcVe9T2zN/7Es8fudpvbKZIbyWVsvL+X/sLjAeSK3K64QeAF3Y1wZ/aq9dwRbzwB7DBk4pOXa/BRozDVwleG8kUbjqjbgD51dzThqLKs7FCPsZf03qvqYCHmSD1XC78WqF3wG6JDlxKukEnpKIWqJoQTiJpDz05tBqfAP1I57fMSgYgx0UqPH7vhFGHdhddIOW7kPxfexcyfHurMfYNeX2fEGgwNYx3uBAxp3BXnjcHKnDi2VDsKDnjSQoy52OIOo3bMEw2kCMeBZkJ3iB9bFl7+5S0lzLF2bjoF/or5UIPajhlyFrJncpjhxnnh3FfJ34QKyukYUGZrCq+ANiuW5fr4OqEa/gaE0WLBqXZ7fUHFxr0GqPyVVxxUHohnZQVoe48FrfXgKDKoiRwZgBtN6fakx+RM8miNWugbYo6xVN+axskvwexklO/2t4BfzRoXCVSwBpD9Corv/mUO0EG3sQem0L3p+HHd3PikrjOxVA+FzVjzVJE1vMvrJKDN7nkK4sP1ocaBKbEhg56vXxxF9HR7pbjhc3cNmF4I3u89Y8zNUO1+AmOl+sqJqzeI6VjYwNjuiYjxyIEMD6MaBYrt0gcKCYVJSSOB+2TW8EskeD8SaAY07dCmDIUO41jnCZAJtAUGW+gr06bHrMi/w8YOPgSHX1u+2LFOQ91sdUmho6jPF5/Ok4chOjQ+eoK2wOYB9BKshHjlPAvYfIFIiB4aPhGuXV6bxYyHZO2NIk+TBLeK3lEeT4msjBg+k3A2us60UFxyBOXbC7liqkwhHKtdGYvTPRs9KYmO3Hlw6sAY2myJAeFuM5ILGin1dfgwDIXLd3TAc1EsLlbWAzzM/qB9I1vqvFissX5QwCDQVNf0WvnmWem+5qsqGQgx3rUXGFJaKbTSybuuxwsIiqaGu0D25P6dcJMWb0LdxhMKGM7SqG3oQs7wBqs7WSAiS/Cya2EhT5aT7LaLDfDfYrEfIqlccLGtPusLOZNOsRNUmXAd8NPD19O0udb8qbEjbpMGFDArPY9Y/oAEURfLGaoe1IUB4EqtuscgnJCSMdl9DYx5eVdpVLdXZL8OROnNjUxkOnlNy9j55LiE+Deh280MgBfUKcc6xlUvSmZ/hrQKVk7lj1IFrHRVfO/dEr1A7RA11WGLHr4zAsSUXgTLnXHKB9nmRW0RiMwYoG9RERT5Fs/v21oK6bhyZiuqy0XB1wDw5EkKUTDTv+vL61aAF8sVkc6o97LtZmhNe6tm0mtSHECC+ePiw0sLBtS77FersEfX5FLLvQSfyUM4yXBoOndFAPihwr+xHbtCSwm4kEycvHsUc9GPAFuS9VyyJ0dQeuHGV15R/OSoZBSXVWKkJ2HQPgRx4zxC5bWHk2fqkw35Iih1ChuPl0dROSO+dghVsZ9CIrB+ZcMuIwMzq0F8UOIX4Ykk8rFQD/mu7NZVhR2WD4SotrVslX0cyRJGEvO6zuE5Z14Unk4rKX/TuGuIo5JUjDMkfboNOfzEBOEYdsZ8cGYpHhoVJSDA5kewWEkR971swfiqABouvDevvkm3Kwd+NjeGFjJpjaA3ca/GhiStg71ob7LLYZZ4QHpiZlflLft6Y7AvdQGEXw2PFcYGvjwUo0lEOxKksPXt6Xp4xJGmP10riCG9QEdMZ9ecHioCpumsSu28WyR435vYZuutfqjBchiWmTMBF1AHwX68so2AVoy29rh4+8/mxSyHhlR9T2rkR40VZAviIIzQoK2Ik6etEqUSy2rwb6JAbmtSFLVfGc6sRylJxWT1QO4b/heGK1bn6Pe+pHTZuQQK8Jl2IKtu2ScEliddhrVf7quKJ7WuH6qYmlKIWnbVUydLgIxJw5gaIWHribKyfQPk4OONcNIo2R7Awl8fDXrceHEezBv2qTL/DjZfZXtQyBVUvW1BtTmHSkHyevTm6NuqMTSzCz4dD2Io6p8n7ZKDfT9jEHjoglGbS1SJvFU1EM/LJYRQzdjJzp/rdZmGN4DC2bjS8L4xbLoPeo1cFM7acyqBx63mJeQ97TKjqMmyJUrXB3HbbLn1V0OSzOxNvJOiA+l24QYNkTznz4//ykGBRV2Umw+ui7BueUtv2I/ul9tkvvOZ2tRg7XTP9lT8Rco05YYL2CLv6mHokquCTvQ00yV5vkV1UqeEFiaKTP8z7/0/EPAtLwDSjHct2SbLxP5LyQwS8syqUrHGCqosrIfJpHaSr2KLrmYnEPO0t2cWxF9Clqr5xTBJl71ZjXNHShUfwDaWmKHbq+fWJmpeEGnxVa8VgE+3fOkxVYAyG8wFwq18XXnt8TJ8bS8tEyUvt24WEmwdT6Q4i4DZX9Xr8QxBaTOeNRBCL1SqVghHJCh0yrG50rVyTpcoYSKzGzoFaRidZc0zdGCfTNEt22MVwoJnP2c5gsgLRJogT0gxkfaqP2VOVLS1mnfRUtRKnPqSjuucn8sMuW7ggvxzY1mQcm1u8J7xDpAzdqU/lwg/h6dsskdOl0KSAhuFhNk0hIk20ipYQS390s42vfjmWpD4rpZXKK5pgctZWJcuaVm5wUMvIAEv7766wq+VpO0F9NdQkgyBUrDD8VRJZ3Lbnp20ePcE8CSlLvdr2I+/yJwZl4gjzRIR4oxe69z5TD5HDCLGnfARe9ivoV574JTULCfZtClJkkHmW/wm0yVH/C4pZHV3rFA9c7t2HSgzKI0kf01ZSXUU2IYpLZ9dZ1maymcBL41X6YrNADLwdlICnrkjg8ZcQUBW8dGRnml/rkZFdcfOf1SN8s7txOWdqKVANsXP2kuYZNpBSfHC7UgEiU9vXRDYIo/iA6M+bZQdvOHexAZoqIkT0quaRw8Hto4xbRUgI2hUjB0xmk02hwXgTDp/7Ij1qBEzbyJmTREJ+d1163wAHlPDLEwoP0WWnsVTB6wOEv8/JqZxzQDCK/7+VPSSRaAswt9Vu5ajkcM2extfkschPB8wzQs3xX6sLP6LbjmE3CXFj4R7na6KcqYGPhnQBnI4tXWoNsUPeH682ZitaQM/Ktf2wLXXNCcXyc2+rfmdQLiNAmpHouRYhz5zWxqlREyWccUc3m8kEqMvrvHmrJOAkoxDezDLG4A2XDVn73ysaRyzc9QrL5CuKtK4r66xHB+UsvqM2i0E8j0uV6C4BrDHvkOBBGi0GAb8lQN50srcPSf67XNZ7Brj6/mdW/jZLRPjtTo33Im8nIw6tY8Z0urgkiSsla7PNJQVV2kC6zFst+IaH7EfmF0xyZIWcPNPR/79EPHKFoIy2KY29daYXw+7q0ZGfDRNBpUDibXUDRLjwbCwAmkiR+sBQz3F3H4puvQQJ99qz7FhfixsN2aQGCizPOcFZgEErdzkdX6VjD1FbNaf9CCCq1HwMS0hHc7nPKxi2125VUsg/2aJwIaZOkK4su7wZ1YOs+KlKhbp8vLfyMUCT+8h3gLoslKgNRailPC82kWMUrgi40j67aif3mzj9a/07pyv8t1GtLRNaItG7p3x2F2lh3cbi5rz0P93AX+JoCw6FVP6bk0Ai/K4Lc03f8zzujHuZk3KCg1uTa/Kg3ZQ4nZKjNyKOYimYeqzllPwG2M/yOof2YlVxeahOgrpHyJ3tQ+q7YMK95bgDLSGJPX6zuJhFHL5ftqQmfpB7cCxTCtS2hQAJhUJ0s/zCCg5LvGGkVPRDEaPWerZgpqayg32r1SL0zI/XXL3IjICLlnvhqrahCAoZKVgUCSjsI41vcxy6DeE+VkGYUqgP0fX40BzEDc9IDFOaNFfbW6Q+rqB60o+d4FoMjBL1ttH625lFVs0Ad7lpipAfB8Tt5KwmxFfgAeb/cPoNChyl9yAUWyXU/rMxlscNvW2S5+604gSqhVM4cXTg2Ca/MM+h/QYtvFu8mMcqqi3NWRQxPRzFwi3+mQWY0Cmml2SrKLjheftTSGLxlaHwGajwU3DmbeRnPGtz7TBmWeAqNxMI3uG/7EWn1APJN6uRudKTHYZQt7m93EBnQLrSjOD8liS+zfvrXMHtsbZSdWKFGSXq7ntMws6Gah+hrjDm7G4niEqQfK149WOnUgn7SOCBysAhkVgaSZipkjiKwtbZgs2/EHkdYjoIl3ybiLHfyVXXNyLZA1C8pJwVfNwxmIVAvNIVHggrYZFZg8A3PovagXM0/9yHwWS+nnXm5w5rKOQzHkAC/3z4EBir+bK1RG1sS+X8t18zjUg4NxqOo/LafsMVY/3BrKr5wW1KJlpzLqTQMjzNRo1l37cbbDN74EUs6eqyN/lshQHfJQVRAnrtfVrmrAFmcGX9qPrH0Je7xR6zJmRDo4Buj7Q+QJsNTJf3BCqgO7LCLnls1TU+y4mAlCzoTdEvthJnoYudpFRT4RBiomDxEnHyCawr20NRjr0Wd1GLlUWNQv8czYjRsHM9uP/heV6M0Tc3wZcfz9DpeU3TGzncLp2SoNNbi93norheRaTRUoadCAjiUYWgsyLik/aOo4XMcZafGwtdVs8jXE8bdr9fBb532F9ofzUOAaNuOlv9oBSnYnvUr7esSVO/EBs6j4aFfYc5JNnl9PVD2GSh1AGkril/5qI5SrZB+jDLMxH3+8kmesCl7+aybyD0+od78/X1u6czrbQKwHORQqz+xw7nU9V7sUNxchidfJeItTQwlshic14lyPxzGBncCOYl/JdvDZsst4h30X4okaaQ247D86mHt3X8OgR8fFicbr9DRw6ddktla16ubHH/6WZ78Rl56CnlTiHcjBRPJAhUErS1suPdh2jOikNkZh7lafWhjMFbv/hOnBuX7/Er6ZCgPr6HGV7vpb+W3SGDA31VSO6LJd+syRzcESIIBtLn5f8kY7jq8NUAIqmTO7dht5kV5Mj2ar98unsYEXbkT7EtzJlS1VY+/WEHdTtyHtVdFPDa1VBYS7LrWrbr5xDbzAp5NCLMq3nbeZ9n+re+VbQqAnShNM+fhYT9V1+kg+4HRti+fAzNRKXX+DjRntjyrh2wBwYRzv7zPArpdipkYur47qZzLh7F6yhFyMUEI0HUW/9XZ3Vs6OKdjh/k4xv5awbhrCG1uGgleXAPhs5OQCeouMIXZJv/AINlZu5+wGRph6RgDZlNKtVDeD0BkE+MI0/CxskeSYvSH6mXyDL0MwXayQXPIAbNrw/OVvegvDgpGRzr6nKSaZmb5taTCGHixAq4OunvNDmifK1s2QZlcx42zcaPDPmLrkleCAx/UVwe415f5V8XD9P6j5WurI/QxzwLJvc7EFGGOcnZKMbUuBWwL1UUxj720+O3ArLuwon7pdkI3A4ddh+Slqy2vguxSvFx70mXfZZNhrm/jvCYJBO4OL288KdPxAHmwoZUy6lE5g9mZ0tZfBlCnsPNUulIR4GZojlyuukl0lWFzfSesjf+nq1+PDx6JEUt6YdLIpfhnDDJiI8xZ37lXZFEn3f5piOM05ZGJEIArTnaAYEDo3ZgCULz72Md59MZhDBm5vHegwarqUBLxjLmniZrbdhII3zJQlAk3sRk3DVYU6xyjgHzVKVnBWrBohwu33yTWtCOyQE8TcDVDHNOpyLIZq675UFuGaiOn4DvDlDc1i/s7yee53/lN18WlFX2KV6P3e2Xfz3RmD8UkOE7MEzk9UbjQzUkxiCDSQHc46MLO3eBAVxIoEFxbkp9sH93u29HuvXhF+ZS5NJ3WdjiyYT3lXbpgJsjBwY5op6WjuchZNyBG182lFznhCRZleE6ZT1w0mDIStHwQiqswJhiOXkJe4FzHn0v6VpNC+ZdjT7NAt3O6zA4LVzXDm+pSlFAEww/SbMW2p1LITDuEGfhp9gZOUiM1z9591/bEoakK5CtrGuImIhOTyrGtvgYMSlCO1tzUU7Hv2TrsJZFIcXpSI4MuqNAZBauNMzsMP8TAqTALFKzSUhFvXXaCclNkHFyWOJ9X3qQ/zwfoR02MJPz9ky2ROxygQHWarNCZom0U46FGlsY4umHIxOA3VZO4FKkRYVdS3DBCrQWRyu4AzhwWDnP9HGHcMqyo2BO08oN5679954tHGtyod4olsozIK6t07w+oFSttqMxpN11TcR5XxwBzVwqm+wHPEfM2sbHMUn8LlOJtucRwMpLeDoOqniEXNrBgnsKUjdn8GJJ1r2dZoYZgcu1oVU73L2Ddl80gcRyU/X6LBRqA8XWcbdsrqabcS6TdljvQoSLijBJi+Ylk+u44mYM4bfgKd2DfwE9PomxCOXQf/Nl7zn9hKwnn5mb51e7DlygjVSUC1sdJ2i8JwjqgGMK5sQpHZFZFgG5wh571ocxNjrl5iia/0DyGUbm3ZR+ubFGXqyuscw6yXr8DTL5ISvSdyUsmoKZVxN0Sv6gK51CX5j0FOKpcBIj+qOxeZE89uPMXPJkPoN2SV1+J6MKm+lKcXWLyBL/DO5gZpdlaMUodNuS8LqzXKmqcChvJ2SE/7wSz/ZXOrUkTW4HFt77yClVz5DwcC/IfsDnpu8nNzQITIp/Vks7bUx2MyDl2rJRAqwFH4vwwzw5pmpHnIu+WlfZ58hJbBWTBZ1kWbg0gWM+3rGbIb92+cfRbwM6JjVNP5aTQkSzoQoIC6xoVZcdbxT8wym/tFVlsCrLtJ7lv47Ipw349RIMR8WFz3aYkeMJ3FPKfhQcGTXsTSnrqiIYG1AgLIj1cs+PKd247O7I4LDR0INOS+EonkxtuNVcyVbUw17Q1VA7iy4M8aVBD4bXdhk0+Qo/cpgMTpJY32+TYjz7o19H0LTfXPYVebb5klQQ+mClcFR9uuOGlPoiagvunY8UtfDl8Vo936jpRn0rrFmHDHS6MzrbWCFnc9nto0UjKzWnxyQc/hMbYVZRfca+wwnu51Fg7nVbX9JKW2msOlV1lp5LcR5k3Q+SRah49U2U2GX4BVfmv8Tc2iLS9qX+2hOIekrGwGfBGNQIYeKRwahJLegLd0GaqfBO/yONhsqQXYgMeB8Jt0g557S29xMZ109dFqtmbD6OIj6t73yoYAdGB+bXpVRyAg8edYl+vWri0ub0swHoPrghuYyFXYarlYS4sY3g/UwZU9KPVY8994WUmpFxfMeU7LcqquK0GLRels9pnaZ78r22pzqLXm0KOUinq18ooNIgnK1ebZK42atAq6i3An4BE2gsG48nHR6qvDNcDsmKNm1EBYL3k6W6lpiu6Oev3amSMz9tT1yLR4odM0qfPrXCN5QGl8zcaxgSyDUwJyG8NlFrm2eYXmVhdFiUW7qe+aJwvdMJYHhbbUQPYjQeuLBjeL8x43nrdZfFddfS1/YfmT6mwxrqgvtiylpa8USQxjrdKmIhY71rb/tZ2AuUpfRgs+zJV0fiKniosJ0cE3JqnZA3Uacft+lZ2MvM53LtAxHah1FmIypSslQh7lJAiKFqcTiEEIxbyaLd2TfPiPzULCB+07nVeMvEk4mswFEO0B9IyOi3J6cX3f383v860W6Ng7edkHCGy0VClcy5CR8a3DqVVgzIcNJfP6hF6ks1XEsM1M/9+9apjgyf2l1BUWXY9EXKxtTEASKtYbS644tkpb7UtQc9kPKvPzcHZlTs6dmvRSWI9RJPcpTu2Sjyi+fTKWxifEuaXfStLgfpDYLxFqPn6XQ3r0AWnaXj3vJhJhxsU7xr8HutqNK9+tojG9NPRKAY+kM+/Zkk1ZLgRwtpAOgI1Ek3pMfNFTZPjZqFDxpkv9EJ9sQ7WZdgqafe4aj4OhDwKkbeu8fznHBufiv90w4YZHSd/VzTu9epWcdTn6U3aoHSct4Gc0jf8TITT7YTG2myeji4h0NFhSjv9vwMJg0ZjfKOW/2AJdvz2355vZzrRDx3J2/v3b8q7vjGjBZtJJvkjLVOPun0NwJcT5qE2W76AV9EzvLvMIo4MgnauXs/2yWQK38f//g6yU0TYucEifXyA3N9AQRAq7ZNGF764cuu2MTYlC0DzfyBdnKjKQ75eQ8EZHMeptZtNizEdUTmY7Erd+quIzeGCpggemwCxrtlP4px6Ecf8Ylvsbw/S9X8NSIAWgzfZQ9qGV5+su19wqdmL+/kVTPtTJhZpGDbdQuIYGCjErpXUEoKxhgXMNciSAZDlTDTB+DDppqw073H0SGY1F5drkMG9vzZcduK6RV+0QTTSlBv170sDO++YcW+RL+43ZnkUjBeTM9OvmW5boHTVj/ks9FfgZekp+GojjxSfXvAHJGmKwlXXo8CE4SbDbr/fyD2TSlW29j/DSVkHWC25Ab9zQxC40szGc+r6tzp18pdJ3SQ1vcbZh3BW63NNpFZFkntPY5bWLtgrUSQbBovtDQ3rwJ5eJEAFReoMEDx+b+PP+bWpc8sk7JNh31LhejO+OwBjaYzqOxxjfIfEGxv8wfLDa6TB/4VhtnBlsCfLEfSqkkeEWepjtCumNKlV+3D/zBE5MVA1jRTuU5VIJvb14dLPWcOU+dWzw2y3t+G2TnrkmsWAw7o3H8bMsQM1togUNQdZCUYJXfoMfR4iug4/RkAOSUwQ7ONlFBsKdHgfwmIWJFcqbdFTfTTWteR185oPs8lsIam9hWdQcyylKSy0a04DJROVxnxKtnT210mhTE/xJ/qANDDnGTfIF7ER/O720wHy8sSwcIu6UiUxyVAyQinE3pMld46YJA0IjNIKwcDBWc+L+j1QulJ0LgE7ilGl/UpEPIrycVWzKq4VXTXCf0JqBL/xUJm+W7hviI9TU+vw1T81ck+RuPFFEletehnlIktdnozb0BL4oK39jJ9NSIslIv4Dagx3TdaFmMADY2ofV1Zk5yuUaO7CnVMDOyScKQenetSSOruq5FlQhJ90D+M5tufYK+nI9BYqMY43zwSazb+rMqw8Pr9DJbwk1JfX3qjc4IyM/3kRyjPdvJ60XKuTNWF0is9UzgNM2FmUf7QhavQApSajRvnEcknZi0ozPcZWtTytryGJ0/z4Nag9wpPX28KLiHyB/ra297izDo7oohDFlHvckvu/Fx1G2TQbGW+x6uakIW+7bCqNAIBt5B0QPxhloAX+vEevCOnrvWliOzdnxs16rgT3R/5TiA+t5HDlbUHP5RTjUxOCG4fl4uD3EZCVjaTIjK7p+GSXPiy0Bu022lKxwYmggbw6uMDiYzaWmKGlPj3XARMK8HiGOiD8CsYFC5Nz97JItYZXpfUFiXAKJMjpWEqwHtbe6XnqVxNIhbnt6/e/eFSIRLjDGUjbfgemDj7na6O/8NmwY1ZaV0PefWWxsnbOZqD/XuKZK/TiHWS4/xTur3ZZ2lz68UWiujjxmessA1De+Xfnj7G1L6oEWdb8Mc8rQ8cQwGj1V0cQD8JDa+lKkZnlDloAlXzGsC2GbJv+FJ5+bRGKvd5GPvxxhNIxfHCwGvYerkVy56xAB/jFHXv7JqHSTxCQLv0mYMrEiq2D+nLNYFA1n3R44cD9FOzMngBLPSDWbDsL4jV4+zuhdSD233BTMePpL/lLTc2WNHtmO63RY7V1d2kr5dAZW8HTf0z8Y8nRje7nSLG5g35QAOyCp4BT/OJzY+dbt/AaSN14WfxcBuhjoElr38sWnguQcm66znVrOmNJ9d9yZImEOWDacvek8ZMxj6Ll0qiQ+70TEGOBlD0WQFSuEv+cKfpBlaRJKLgp4dxfUfKp9ugQY8rKcfXPZAiMu2rqPSQyfgiqS/4sG1mb6rASGGqLv/PXy9yEAJSBhoPza7iy5tww58b+boL9/ltgjz4ZFrp3Nfi5KwhlZ/SXYjd1grSJMDyXt3f+eKbnBavTJK1F5mHVm5hlxTb3mLK2UIcs5KbDezV7hMDtXlXjEl5RxSCYm97ti2kS+cPfQ5542qBMk3MbLukZcPeaz1vEbgePUkBKYF88A7ixOJ3Pe71f5kIquKu0ZEAGa0rLFtYJui13zKHStsA9jo1tjWOBF0A0HpS6iRj61Qr65dH/qEqHSIsrLl1rPYhoN1XbplPEpRkjLezYwCCNvpEesiGpOL2BnLY2A0Sn2pgf/zoZbOLMbnb9DQmiLcZSxlS3wZxpwzVhDDBzPXGvxnaGGcgFVN9kyaKr4c77CLi/ZXoVBsximCOTz9lzQLvUYpGU8PFmxxWl3zs5faD8Bhsp3Av6MjMGF5tjuLG8boy6lsFV7NF8xFH1fwvhkLZpIqDWr+dkKFL8KIIKQK9++e/71T8qxrfo/CcKOTzUJy5AG3aouwYxbgGiyFpqHacUVulMsUtzyJ2DCNB4FWVcl9RqQSbn1NKlk/powaExQHpvenGLiXjT0k0ce3ivNEPLLSYxRXTlN6B1eDkwhxfu/PP8lwUWCQ/VR151F7e0fnFaaCOd2cfmA00TAL6qOR4h6P0KX9lQbZ6Qa3HocmObCOgf+fWigsBlM///sPdBoI3BE2yb4K3eea7ZBQBgjU7RHnUDnZvzMMkO4Po/hUlo79fpvAaKEqsL3uDEZL9G9c4aLH6SxX5Ol81EaO/MV0vChKaOvYTj9ekIUzW6S5FgbKcvNkw1ScJW4sd/g7cFLdDeL1/7LAGv4FfTLsbPILiZIzYn9zuNnkz1TtpITJAIbl05UCpM23IaEAortf7Tb+aYVjB/+X06SBvo/awWOs9v6px+2wi2yDjAZYVyAV6AY7Y5q3f0xs47LWVoCAKQiTq9Dyqfbd2QfMGPKzcEC600vnSm8QuyJcPUrGo/65exje0X9xZ5BG7Uttw4e05ilUybFDwpWnbNrLRUucGhaHxHZ0NK24y4rqN/dsBAx+qD+1Pn10v+A/g0h7HC5DtO4eaZyqK2THrTRzrXIU40a1KXu5NoaLyqzWQQplluRo8EkwaDs4z/ekz4xGg4XIeLsm1wQ/cW7Qo0je7v6nsDQOun9uCdK5FnhTdrsLCV/ZkZyYp9wrLloaDUqsoXbXr5PQfA6w/ZZuehXUZZMiSBD98HqhfRkADQUi4PB/ovYgq/Er8mIv0kTZ4chHek7vOO14Ib32TTSFc0jgyClICDzlOh+FQj8dXAfSiiFVHxX00OtQK+bIo4nSVAdyxqIIVJCuyMcN6Ew8H7xQU7EQ3vGet2nYxmbo6v5GhuhzZDifOMFDtMirSRmyxFPWLkvsFz8x/SfKT2lhlqiYCiXY5paZJXoozye1byCpa7nKWAdosFwbKiSZvvr38Bii1Aqh58tPKOOnGWUkP/NBwsKhNvFHKiJVue/8CrcPB6uMmRoQCP24ZB20x8mOl/r7XNEhx7ZFxRqEDtBNwbxeLtToOesC/up96s52SVrRSp2soO3h9bpxgm7sK1fqCOu8EBQDFdJCo2N8v7Om4xyE/1EJDGR9rK67sbISyFh8rqJrjeXxXvXMcBj6tIHDsJJ4jpKtJX0W4RAOtM/Dktm+CAp9H4oL4z8t1hk7Mp17ui/AqbrYYYX0jYiAfKQJDOZWQ2o+qDB/+Zd4Ps4RX7gj1i+p09VNCEp+gZVTr6BySPIGW5mizRpj4pFiOtRE/qNnWELVeLMNkObBgma/OJTd9F7Ths8VTB6zHM7r7pwKz49ci4D74+TEgc6/7FfjhD+69RGW89dpmQCr7AAPC/oA6clb6ACo/oOG0m5bKRPMN+Bg2VKyWv3Berr7nRUM7vW5lWGIqA3/hWvbB5ZWzmM1yATRbZs00CwgM56mcVmmHHjAwlKr09TJA2wBsii8BIFBPgSbgB9oBtDEoDh8E8ikgiS7vFE4tGLJiCFNs+Nl8QuEtE8OBGpg/5jLlseHikTv42L88S9myUpR10Cuk0TRAQPQarbygoZuDqIz3DF3RHC1vW5ktdbn2jPsZkIrGtnMWn8/DjCSEZX+PM6hA0I/08P97svwFisv8tUBDPFPJdp0XI67ANnLXp/nHKTeyxzV59onAkLZipyIIEJpuVMeiHi5lv8sfNDWJhf125OHifWD3WtV+XviR8HM0nkQnNjQAwqOr1p0ETCtbD+PEFK7nUxlknv7VKh0UJaMg7KQUTev/xHuCep2ZcG2hQy+D2YnZ6qXcTcp4U+y9/oE4hVcqYSCGDgDJ9lZ1Adw0ux2ohDHb3tmQd12ZGOtq8SWK+WTqmrbt73rneHV7a0aCISswIefKLae5t64r9KBtVmPk2BSzDXYOwp8KzXa6Kftxc5diOm2VyefmObq/Wif34T/ew/+42mhz9qbpNP5tCt50FWT3bFGOBlizbcsjyeMBrvpFC6JGC77x3n4KdGavecMXmR4yW5s/IxkTAFxArnhox93zk3wTzpe2auOicCTCqZrv0a1uBkES+Ux1s77RB33F/TVCQkd5wRgy9q7F1Ia5UgtrAAOyALqkdD/XQ+srdlGT5BexDF6/cfBrJbYGt9vMi/FRKI3LFsRRM0v/j5kWJafk/47xBBTxp+VRCKMZoiTHVEkGs8iWOH2ZeM9CyTRn3T58G0UT7VZj+gs3jf8rzaQR3X9oIi2TTrjgRI8674y28iggHdAXvHyjixqmDcNLWui2tSojIVFURKSV7gB0FwrNADnnM7lHj5oG1ZV81WhLN5JOBZK+4tUePQXYoZaZhW2T5yawqBpT6dBc3Bt9nA6MAWlneyoIDFWlOjZlevPqDiJdvHRfliuuPkoMKRroI7GxZYzBJTpzTjrAeZO/aKnvgr/xsnj8qmrG3JegIsQxRUV4ywsfhYXCoukluhkG16SZrD+eW2MOKPFDAKPemLlNal0uzAf2C6ddp/zxoVxDgVuAsHLKTAgv0UvyrUusThTF6OP4u/FeFVb7ckCGFkhq6OoiUPp2nMZPfKECcLlKRyAfH6SCrAaL2XZRC5LoR5W8S2sd61nN+KF1Gstu/kiUY46Wf53cfUi35p3S0lcxeJbv0uY18kg3GkZ9mWchRImXYu/p2I2sgp64xkZu4TjgWCkIwtfg6QiSPwpm9tWlFOjsNziomuI+fxA/lu+25SqPa057SQjxVdJ71SQDd/4D8KDD4SpqXcLI6PZf6EyVTghF5xJ/PZuyzhqp/rk6IthUzACBl6uwJ8L/hcwIjStLZ74PdwK2/42/qF07XRGS1m4cXo0IbY2Rm1eAhJQ4pFW21zUZTq5/JbFNliCilIXdbjm0yagV+RdCwf+oQlVgtB6AX1txx0bGWmjqYX05aDqBsMGSTZD9ebx5xXRjx/hkNVnyuxXzsG5c3UdPxH7SKAUg0CKZz5bnw9X6jPkpoR1AWf2PRy3g58M898wZjjW30fRdPNxBDP2Vu3WiX1tX4Sfi5Jiq/eNs+1VF3M+1ehJ1T4/NY97QXCmLk/1fj7ECcLg1toMuLA9F1KGYYSS6J2mYk2FW0etWnQTiPFN7acWdqHmbbJaVB0xZv8N/Sbes+8WQ81570MLnb3XxwU73j6Ptb1t9y5u7e4APKAdjb7UzfTYJdel9lyZUjASLa6JeiDs/q2PW6TbTQTwBSoEunJ8cWAXznOabvzB/oNFnE+nR2Bh1iO2q6fvspFKlkEJFAQovk1xE20MqaZ/oflnXowyey9apFxfKJAj9yDsHaOXHrPzwVT4KWNftdTBFSj6paNuzYjtn6Tx+1GFuviWWS4sZcK7ATh+AnY7HnJZHn+H5O73aU4M4IQnYX5NJpiGBh62fkQlot+fqyYyNdQHNoR76nsCHaz/sURTJGgQLn8ThzdlMHV/IUqhrZKcZdL+cH4lQjrW6gLhphH2ot+ULOVhLwIiHsvyxyJq4M4LsvUV7yR7m+dVpfiprO8KEGG2et/8/P8J4s8KXrfO9KcQTIf7Hc6GOAUovqx3UvytOcvJpPlcnwM2gLVRoII/IXTgyXRD+FinQGFpe/IuuZ1Wlu8Y6CbtbFksz63EsHkBG4D5YZxcMgs4kTs8onijeMeB+KQ/ZLVJAXXROBaF8lMlWVERqpGKW0Bsu7wjD/0sUTfmjb+fbzekelEh1QD+I99Nqq71qLxe5P55cdEcxXphnDhSZzMNuyfF6IVBGITbPIKzZFQc5wJ2QPN5qiBDeyOsAekGqqTCQEvo8HpehEr6RpkcMdCvvyzpre213WSOtUk9etBHt+zK2jQMSSfLsD6M1sLqeDOuF0TfVLme/Q9kAyBTjBQTdxXEx8XCElvAi6/MbODAcZJXXHa48zJC/9fBt2NFXeqBrZAam3jwEDjP/JWHu7X82ae1NBjyUselmbXD9455r+7B+QOmkUXfwBak8k09oKJ88f7qoO2LDyb7ssHD09LW5h/ReQ+H5nANLtb07sZdjso7Do7vD4d0pRr5+d7erqFjv9WiOD5FaVNxM0c+DgF+OrGWjBMaQHp8jd/FZ+OwoWNHXDhCE3AiaxXctbLMmPQ9ApWk8VBPsWdPzItWm83vZSua/C2VqRxLQd2LE9FnCB5iLo92Xe+4NWqgAiTyS9D3GS1LLd1seY502AOIer+gbgeQH8npd1C6evTggh0m2MR+AWiidXEBFP81SwTwLmWE5F/iJvuPjDfOjn22ukAAdNGGLS9lx2ENVCpgvYQn4lwMocW6sfm7quTXwf8JFb2JSuNekSqAgqgq36YAo5qmbRNaq8c80PbqUHq4L+QV8t+fXKJRHJ5jrhbTQm99oI++f6L5N1mK3IWQJZC9eLWlrklxH16L6JtjQzVMQmF/0Md7ZdRwigmm80WwUoQnS7snN8IK6Q2D3hh5VFMYgLxh1LKG4IOR48ehVHrV4m00oGZCgQTH+8DFw1CWqPFE787AYDbq2Q8IPq3WJkPi/9wjEKjMempo3VYoW7OL3UDphnC6W86qJk4jKZbTf1J9NarPbFYcYL/r0oKn7WmNToyBV8mRxDE4j2gIZAs1T+zHP/LboWWYimCpMUj0ipqfVA7kWeb6gfLuuG/F0ImaJISKE3DAm1H2aT7ZgIRocuGk+/HQnYlGbnNfzjNNdFa/emOYFyB+d5DXebtABR0RWk+1m9db3fqByyyPHj33y1bwtFOSA2yIIqOOWCd5IQ4yyurNjq2CQ8VHYXpA8LNLifTpNRDyBP0xeT0ryrU2WAX9phQEJSCh+t5rPprpg7BpQyoeIsjrUhL1ooYUx8N1mFqRnPX5xGwp7ZQkd5tetQMi0ERmoHLPSrqFnGxTBmKPvHdZe6kmQ72tKHPr3U7ReuMS0v6dV7SVtzC4gwxhwgNoj26j2Oibkqn2O4WYC0EWZOc6O9PpcG7trqV1A2Jy2XeiV0zt9XdlqlZg2j66C5lIA6B7yBwZVMJnOr/ReIe2YLEqIMnpkItN21VYQvHuEymor9VEyZNxM+xexn7BQwMEnLFTc02jka/wwkF5l5GX2h9cSLEHYGuKLAaRiBLVVwHB028lU1nq6qqjCDXzBy2uI80VdOR9MANKBNIC0jWXQ8aUNenxgyc/u2Ctpk25ULQcsQFvH0bJWF/MMEsnjUaqL5WvSka6ry4/1Yx0AkqYh4RGQX0HLQA+6ChxloVTnrDbrqOP20K9hmLGcvtwQFL0PY66iBERsuFVJCZbQeyttAADLxduF+lmMHN7ngGf9h/ha//K4JGTQwcUNZa80dJL18uN8/xPhR8O8jCapC1xBbgxMGInUZq1oEHmx1g5LmIwWnc1UEhmfJhQLGaauuBDkr1r7fBSVzoF1iqFbvF4UKFoCGJdrp/i4+NOHLzv4pJ380/NGkPiVCKJa9FdyqmBAKn8zMAYPXJkENwApIHTFPwF7wNoOP0zWXjU9jPzqlKnQ3nRcwpMb394bJpvc5+6ji+K5mQ+n3aV8tatiDRBpkMdpLwdZUQz3pQRPf3XadrQ4rsVQ84YdpiXZvXfw6btdI5KRl6JtTiyi/Wqmd7vmOyYufhCUS6HL+0mLhpYjzQ6+sANpusXPGcWacCHB6w/XwTmlcHoaNazb0+Zl8tyNh4B1qL9OoqMLdda/kutY9dzNG3uAkNkQ//yHFVIeDuUqHRSL0ik6fBbKqTknrK+YW6bBGV7dx2dK5hxs+tKtxiKpylq6j9qIaH8OZR+iA+UseWlVotNSnY3mIBfxmZciZsQaeGymoxNRHLb3fi/ReXDpYIBMO2gtWWkd/Cyh1yUwrqHBY0pFjEehmFJpvNPJAKZPUZQ11MxtjfakZoD4AOl5nQj2aQlpIvyigsZvXyfmEtPkkeHQlpS2p3Fgr0FCWtZ8OOAzxSvnMlO7OYh6pfRQ2SntDlT+6gytiFwaq+Vb2NEsuLm4rGHx2Jd6CYJTqc1oN66Op3oldxT49IDLQxG1tuIFlh1bdaAlELppqC7gS0AiUYIMUTveRE3IjZzFvoG/J33A1hxlGW8LoCWwNfPqaHxJ54mtILeZDFNPJdvNPVyPEFl8lRpWpciUvdLGpxj/dtI7ndX5RQZ9E9sdcOD02sV/dLjCC4h2Z+2oDdrAx7sf+lmbYIMWNzywIK2Vo/CaYQSetiqKVZAeKT4GQ4tLWWjxSWza7hlYtrQtQdL3UM2PqTiScip+Xyyl9bKnhJFqanlGpBl2qybN/bQaicj1WjlGwe4a0QVBPEOQeRQ02sFeXumMlfhXvokxMMIw0kXBXG7nOkY+JMIeaTDv9idX6hmnW+U+zIceHaLK8Cq4zcMnx0JPPII6Ik+LLJZmDaj9KynYN34V6kVpBv3cZ9nBDV1LAMMf9fblnr3BK+2EnDtXdihKPUx+jPNQnl9FtBxu5Qc70UrE1kiGy8r0Dj/fBAk6xc3V79Hb0nzPn2ANcRocVug7nf70uRgtU9s1d1l5HlvjNSrop3xg2lVi15qYAp5ee9+LObisAXBPCatARnSAL2nTJl80WwGG0+E7xFVu6Iova+LXybt5w4UbCTfsHpTyo5tVQP9yrCoCpZYsQCGpjkb5Qoz1c7qWS4YaAKNy7L1Re9Gdc0+SyVCofQlSfqENQh/iBQOV44VM4ZYipAf3qZ1xFkuk0KMPQlsrZE2N/Fh42MiOn16tQoZUYKOdb0Rf/DMFhBc6HeuDFC82xSr3mDqOT00nUkrf2gMEZiulE5sEXpyQNuw3HelY2vqjQH70SU36gp2unqIUL9+Q3hRtdtKcafZFmbnpIj0A6ZgVRZ5UVH1IKZSVSdbqMkpps9a+OJ7g/imyOL7DXrqsS6abGjN5zVp4EYLq08/PJCj0XTduo6fqrX17WdvrN0kXH11kEd2J9gpkaB/4yT+2Wy5AV26mfM7k26mNdGdVBLejIznl2bnrLbao6yEQ5UlMAFgLxaNmubfK8DpUrgbiGN8qx217iqmFr40urn+RjUn+gug1ioLjovKARkhzLi1kCTLweZUMcrkDOvpCfJIaecYGJjCjYD0zJ9qiDmarcPTLGLOXGfK94JNUgH8NdHM7FevFYovjo0ChLRLJc+mrdXACJvvyDM/T4pfDft7hkwEEZq9yoxEiZD9tAPufEmWV0z07gTVJCgl8SVYeqJspBnOyQupLbxAKb94P4rrnMVXgvHWs90+5FqrWwtqBF4zCMeNKnt3AUCsiLFpuc0DtmNY9QC8qHJ+Or9V0adR9OUc9KopZsGJZvrI2UA8ZzAh4943IOZ+g2VDZogmiwst+KAZqqjy/V+/W3bZ60B+/JpKrD1ao9L/0wicx9jZVqBqvZ4a78HEbWDCi33mj8gCICRfmMjfXFcN8FX6kZGotMIR95DRfrZeLXeVSnvlz2HQrmyUFla0p9/rnogK+/vZdu6dDswkrDW36wOLnrit8rQvHBG14Zo1t5adO4oQlKDFzFDI2C3Sqpm/18Rxb0/V1aBsWR8HA+Pkhw76mP347i9fKEIc1IOOGfhwG8C4qtwDFWkQO09BzQ26D91+YkG0ttY0ElDnxrXDg0A/HmNuZs8DirVhQzb85bBZ+rERgZM1UZiPXE0bvm5wx86i3A7+lZ0/GnxaOYtL+wWO1fIC/8SoDsjKBCjfpW4IK/a+F66mxL6KjRQPEoaA+BgdTlKMhg0xlI5tlf7M6hKtbufsFTwrdtIfl9tlq0nkulvI7CrujjJs2Ll+JtWnXVteG+xyWJbGSVO7NUqcnX0YPbDcUuEsFBo1v30yQSD2QQCMXT8GD43h4CmI9pgWkZ8zzZUR2XiHRwY7PCM+PZJer3M4KXzI6sO+eK4A53AjG2ChdL1uIGXBL8oKqTFhMfimLoU22qcrFCH/a5D1fa41G1yeaglPSIZK8l8kzNcpwqIQGLzRBzX6Wmz/ohxGLuCMZ3fmY+CkO3oE9bdxagISvBclQjGKkeBwTZZE8JhaSnOeSc70SfcMcNfb/NVYKiFodYmSZeCqFb5bZ1BFz/SOSrHcXWPU3HDPCbSyKJ28qaDgStEzCc6YGXgli2pmjfQ2ivkGXp+Rqruxw8uH+iH2TrB0IdAYmYcwrJosTxihlCCGZf8oSRhL+R3aIwZLfOuyLw7frpLUaGj+rKlvlgwQ/VKkECCA4tWQwIDQ7mGxqOOIXp6aSNd38mDKxwHXSSg8mCKc12DOh7Lhyhf6JOig4B4UqOtJRIpcsVF46Fp8v9eOOR0bh2m7nW37CMtX9JxhqZJdwQvu1fNWLzuTTmZ40lVAU3GKYL6MByeAbXkUDZK4O8XRj8V7Gh9QXEhJ6ZMlm/u8PRi17yEh0gSVyjxIKmucWBy/52VnpA7ERphgaHmFbmnr/iahyTbZt5C57J1HlI2W8p1NwZ3Qn/8rN674GY5efA0jXQFYPWll85QmXa6OtlueEQjyOs9/Byjhja9by4xZ3m3nd5WyYaGvEqwxO8/xgJ8CUTbeZm82i2SlF1iTi/7AR/Lu1UHoZJEV24oeRVvWm0dtjnnPeNZFTdPXM4glympkeh9Z+9W6AD7koD0MJ1saPZfHLT9u7dmJuNoshwLMYrtTL7R5phcB+G8P2+vlyeUJ0h76xnl9qWHze7hIucFU4xbDUqB0y2Q6dgNZG6ja+aSx9kyrmiugI7j/q+I7SIHnbJcwum7mZXP3Nx7D3gApJK1qJVxbkTq7cQ5wwC/gcZYuC3j2ky3MNYQ2kHotv8e1hEnZQKNehBw1elxTPD4obRre0twwHXlZQM7jDqv2QLYq4HfvqRAbBQyoXKhcoQn5X1+WfLZ6OQammsM1jBWqp7zV4H5SM043IH4a8N89rZsajOvWcgV8cRqKyq25yJUJnc/iFCE4fqtNR77XxGbb0fWuLqTlgeRVyCK6JokmQGxCJf+fDU2VBmn2QDFa8A8Zpi42zum5WMC2uoAWyWtpvkH04N2p6AQ781qySJu6IuSbIAGwtU7HcmBgv3p9hfkDGhP2xnY52/qY1H3Svxv7BXf8czIWwQLq3NdrTtpqtzsRsvN0003nKJVn9DDdlhWrBDT+CjSGty1GyMm1afnYeL3ghJtWBlTJs8kFWVlTAqKdr5pNE2zprI2T5jHPrsKyS6rDcE0/HWynFCZH1v6lmDgoVB2dn/yLNQCYNU3H7lXQIs9nvVLm4IsWhlanXLIY/4fQN1YHchdeuElsYwkSH1+PnQqpnFxu2X5q1nGCBCzE7ovxAPGWMkVaeo2apN5I+KOR5cz6z7yVPbjYRWaP9MNnZWIvPO43mMvubaEZB/OSg0g5Qhh/B8zS47+fVgC9AyNG3S9dMq7iikgr8zRBJOTXiNUEQWdZhBARo2VP/bCFksrIGPRT6ycO9IYgQErKd6/hA+FfX9eXF6b4wQdeRyfaBunBoMozGXq2EKs3M1HWC5ZUUF2fd3fBDdrQOqMUqCXL2jU853X0toDaQo7qvquWNnR2Zr+R0kLTFjNcAwzZzSveeM5XMt91HeMd5TMQA9UGb+3C8XGWSbu+lU2CUZbjiPid3W8hmTayCbbnt/9+D0zPlxyVKoTFgvYJ1cbdCckaWhDfZ6h/kPvdIRt2QI4WGRezZH4rdHJ6f94rX6ibF2yWHHkga0TkrE3FCV2XdE6vKkps2t5eICiqGvNM9fy/68r2m5viyIeuAUGBI09V42sVie6ekMyAFNNj5rbBmrttkKLyTD4s0h4DQ1Vato9BC/9o/g0Kr8qhi1PqLLYmWF/0OQbm34GQEuknSVI5850SQzcTW1snTzJSYdVPs27Qh37UbiLIKYVFoDwm8tUl+BbWvDN2IJUj+gclPC108AA12V3Nrzh+3rt4zcWehtjpfmSRpSzk39CSXyc4BevHT26iqhZ74QMrL/kwROq7GCArK5rj70RyBpNPdKcRCzIkveo4QKTkzhpG2W6KdEkAmGuC7BWv1KsEIl7cPMxjlaTmkWSM7FZ19vv8d9lwneZq7b69PatDnra2xvji8oxH9v20WI1Q7uZSrIQeDUkqA3Fjo4LbhQ2lRIBNcCYyFn5wNi8/SZVXCLdfBtPDDMwprsq8qBu9NC7qcPp/fI88QkXshjuepqKRGaX4ubJepdJB2ww0PsX3PpCEzxcqMRta1JcypeRfcvt98FhZbRD5DRFf94D9SIaWlRsLrDxizZnvmKFhueKE9fCUaeO1nCPlB1Z6jEoU4ppHHgwlRsw7cGdx0dgLOaxn5IaexvKd8+kr1a7EkzJm6es4guwie8EAhTMTxux084/e2E7f6RwSkH5t9SkwrTgqBfiLSKnpue6NxDZMiAjWVwUUd6IQTGRCQj9oQwXbqdHZGiLK+HuPFTNo/NARsCgB3kKCfgAdjF5ii5HfvbBh7WCxOWvn/sJZ0xhK9JzU8Eo7RcN5HKx0xmpLu+4hztXxw3HqvHhTyvv9ouSYQptM9pRZi5vOCO/vHFLMl6USXRtC/f7h8ZnCTvpEQ86FJqB4KCcr5XR7ncf6RbASOxYEnkt4uC81tk81cDQAQU3+wIO2D5NaGagyq/+hqKmNguj/zNfjuN3CeYAsB693abxXvgHCRHSBWI10xvdU6h7z6CX9hqN+hnoN9Rw83YpvCCWD7I/VXdlyZMm9OW2P+b1x/VMnuE005RVMaWArw4qvweSDPLt3sBLwYOLhdNnhfV88rWxQGUxnykxhckZ4nTbtJ0v8TAfS8+YIEAQ7Qj76+l+dVtMdgieQurra8Vh3wzDWvEfzUWinnavANQmSIDd9zY9Xh5DrFNIxv9EQom+mAifyBRCeTE6ijw95miGU96gT8Eko+mJaWjDcyiv8p+Bq3bWWuhll5WQDZokmcpySAAPzyFyWr8+5ehUy34eS9yUe1aEIzuxhZjD3HDjKen/p7Dw6NioYSwSk9DE4dqULgtFT+g86DeFpsp0YqdtYvhqnqWGcNVzPEEMu++F7Wuu8sVFY5Jxew7DaxFiL1OPr8MNv4g7b/ieGFwKW6yvf8FfD7LubvRWIyp2PxJNChBPJuTJ14vK7DcSGq5epA2Fke/Z0GLYshzV0aqF/RXttoc24vJXnX5EiE79PyxBfKLwvx/zXjJVRQWpNkTXEuVhh1wXKB++ESvEhpYjXcqwSm+14K4wybkCNXU3p6ODLxNuKdW3CUzrnimH+iCfUcJlwucEjvedgFADscoXJZXv6zQc6xYx+Sep5kRkvWSs+BOols6bEwzSRl1Ep9I09dT7FuSo/p5tthgqgRG1/dX1CrNvg3a5vc96fR81jwWTamrTmWqxBkakt8UvnHqDVS3novCfPygpiGFEBugbcXsOTTUYcx37Q0I32GOiE3DW80Hic741K3CSZ3AAH+mGfBxBM4/UvgekX0IXaAhzNvgU4w1cjSIycGOXIEdhYxVg3KEkw0MRjfcZYtipXfEwhSYBLKj6Ot+XkXMXsxXxbdPABaUerXSihTXTjq8W+Ac3ELHtFtTbtDIBGw3r/16FtSJfNykRiYFCH4temfMH4AIgLX7YMcKUUMYR+zX93o0YUUZgUDz3XISJsnE7/uKbrftez97zh3wo8j9TjmfdBouBzzrZ1kNlogbN5hojhore70p1gRLMNjCrCmjhg38b9y4VTFi/DPj5CXWeWDhOel6LUphcQ2FhAYeIHkoVCc5eBea8ycZDUKGyJQNFTJWfDOfAuO6nWYnFNz+Z0k4W27XtHVYOOCsr6K6NIHy4UJtZSpdgLA3w0Er4c+ycg25IQfnkESAzI7X8VWWzp6Glb342a+Mzl5u8TQ6D5Pg6lJMxzCV2yaF03NDX7PkKKZbPiOLf2qFINenaclPLlREB0PPhCh+jlGKmEM/+CyQXDs+uDWYDWmgY9SEQSpJN4S0C5hFIIpiNwb0JCLWlLaXESQTLirQo881xglFZgXwU2+gaGtt1jLVyVo31ilnYb4VT1YcSW1QQy3hgLuV/7HfYo3eFUtm7rZc80MZ2oJ00283Ack31qxhtacxh8c12W4dmv9JkRQYjGuz7Y2wc9fztDBjrhB9OUIoKQzYERTwYFt+PD1eynpTwuZhXkNpCaGSp/smA4JOKbAgS2NgJQftmCIbXaSf0bKdFxDpvRG7ZRLSmkIQaDYPrpmHGx0gTgKq7HYdAFqNVvu/Rjd2R3rvtxc4q0KhyN8xY2vSK+Uvo2bQn+UsyY+AmNHAFJNhSc/Re2/Go97jmDhmGVW/EeahiXb0FdBCabiOjnlLXO45XRrSJ0vVW2gdu3DCBzW+HsQidNMqg994yLcMOsGYL93ohjpHfl8AFrNvUataqaBUHLGB0Fg5ijAfB5xroKxQh/2/nh6UbGrGvnFus6P824MMrrExa5+a26ExHs5E2SW2v295S1DeKGzvCRlyS2jtvils1zl7GMoU9BWD4/gbtd/ghT4hcjFxCf84D1V+qoqvHzPnJn60YRSE3vpXVcFAOfsULpKXOFGQWIIPZM5P0NdFETz5FWnYYHYjZMCunthPimBimxrkfy6a/VvHxIeRSQHwzs+J0BzdZ+1Wn5cTWRP1VNWvRLKtvMKalaUxuUVkLicEy9f6tbJDpdQKSaWRAestwtdwYBOZ/7N7aO4KkVIeMV30zvens2p9pH8HWoaV8/q57gWLMc1pfO3/kc7jxuwk0Y6cL6vu1hZySx5MTx8J+pONXTyYAZm6Ceb2wf9BSQQSQ+BGCPgBvOOR96UgtT9JbY9AcCUxF9+x/Vl5zE6/uFNSso0UJFf5SCRVMqEdD8lFYRX4JfY61gMe7ysPa+DkdjqkWO0BuGBstrHJvMzXsEK5xOFEIiQ1s8Ae41vrKAQ+JGHk+UkwcBKvUEUh65ffVzdWRlmWCB8BQaZPPb5fh8/VUB9KuHifVALMga0eGm2gj5Cn3TQLwcj1//dGJZdyn4YgSSAeqSNPEMqNltMqP7K5UtN/u2BOW2+yJvzJqnUUyZwaAXDnnvJsnjEsqZj+xqzttJgNuFafwLx1FIdz4pefNmaLNe6ff8aI4QIkZoYTqun2gL/kAkaQHbUaRazCWsAxMC0kJ9ro7DAjApF5rJqMSx5dq+EG4vDbQwGi/3fw0axnHgm/ybxkVE9oZxMUlfgWgUYbBEYF1lwu6rqEhFFatwf+E+K3uMy34X4XZujZkoSIuQYJmaVqIwEFTFIsXgpaZdICZsbHatBn97kRNO2Lus6rs6NPVLl1Pd2odXdKBagzpbwYNG77WO5JSqxmv1oAErKWivldffDG1oTvytSXx1wuZvHR6v2+cEY4Kanw4TZllZwa+0Sc+T8eo98M7/nOx8SCaUfroqx6A2Dmm1y/Ocr5r1rPgbkkQKHJ+VLMcjg693w4vRx0Dnej5ZnDt2DrU1xgFGYcjJ7NeSJVpnA9QW5/uNstn2JEzP1lMM/R8qQu5LzNhn81DsY8RPbCzY/DUeebLM6JOzZs00UiEjM6yyask3FPHQazr9u4ZmYMbtNbVVDAixtnuHnDW6KzKjiUCREUp9u6VnIz2ddTxkHh3osgaxgxanBFdzms2RW83lvrICWxtuwygi9FMkrYgeEHptyMe06au16Q56TsNWS1YAhk6tCjnhdCkaNpGJfTGaSCxTzTgOWfIMzJdoMWskYWVCagU+Wa34BkTBAZ55BFRXSPaEPA6k8Jmq5sRwOdGaLRk4QzWBYbkegQqO9kfN6SXSIPG7ifFd1OKcGwgw/pIYvb0BCxZ5v1B8WlnkgGHgu+QMcd8jVhmvvahBH5p8PAxNpakinMPQ1r+3LnTgxkEL+RLs04QPtOcs7J+uHZIjel5SKrc6NDcPYe5NpTWpk4+gbjqhRzlw5i/9IflEjr2yvFKsZqhEi8xh8W7ZRDnOxr+Lb/kl2wzZEc9e7ssYQUKRASbhXQKltLQaPHJC4Wi2f3ZWmNzfeqFj/yoHClzb+pZ6DIYDiYbsBUDCac5bJnEIpj1aY//WkWNoNbc7q+l9r4iavt5zCKkdjLHWR/uHyueE0YpquLf6cItKG8n3KN2XUo56WeOzOBunZhAwd2lx7lP45jZZH8TPS6nU6I59AnBVs4jEdHAzIq6ic4CyTErrVjWXDQnPKyDcRzdr9nw9/YWw1Y92+OMthxQa+qMLoiEynQebPIZs0hfHigOEr3GAt3ZIQfJzqPeysH//8MvG4To6nCeXxUnjtM4Y73py3ZSnTGoKWaZRoHwNE+8naFU178zcHjPniOLm56zdzMc+MZlC0pHJQvR9rzjLe89N+lmF7mvEshQtS7HH+JGwEVXN1eSQO3HFQPsL/NV59WlU7rDyt2bknuRUo95/DkkV++gaL9Dz5mXh1Q8g82o6urdssoq2H2taYbbiRmQBwPpxoe7f5ByfMwUXDSWgAAWprYhWpguZ0YKXzb9hu/sWhQKEQAhlxrdBZcE27MZQezW42p6lOybyJ/7L+dN/OUSjOxYz1EIzzKFmQuk1S5/M8CYf7+vWW/qAE6V7N4woJpuCZvh9c4UME1+ofGEGQCEcMDpaa/EAB/oSUelNX6PiZgEycjRE6Ad4RQ31lyVmXbrWEhwSl7RwcFXQRgF/tEBQP94c+FC4+Xiji7Ohs46kI6VzCX39lyCDNg2awPYuxDfzGFEclhIxl03jlnHIkFo4uxfWNEfvfuTMtXjW7fqO0/prVuQGpdtqG94d1QBT73fSmTYs1+mo0wi5PMlu/BvLGtxWRbhX8TRZlGG/abCX8PN3y6PHclEhbEFGgF5amgAq68MUl5zvPY5G9xG/xL93i5iqVgu60hvs/qfQdKNeHDvDxbKx6nGOrx/NtFACaxrukoFVHUFuaAvawXSkiHVcsnJMA8Xu503/5lcDqLwgWujmeJeCjlwOyYz0AG9DrzNUrPrsjO93vdOtRFY8FpVnmaHMscxQM2QkJyRhNEBHhKHMsS92vVO/Zs0MosJyzmh2R2EaCd12SFjiNNKndtUZzDURJPPPvSvputhLN6tzkdfGRMyJpariH6hiHh78XE7uOufJ6vafEKPxBjE4HfcyYs86KpeaHkTRvkJvqGnANjLXdYenSkuVTsH8OVtdTcAkSRUvhABK7rMNenUqgr5UQzP4MvN8lqTh1e8CoIW501al5GM5RlJ5hCTLL9JE8gDzml53bxFqdDkr2SrBVbdxnz3YsRK3801iBqB5qr4v4jkqudhq3Bs4V/qSy+Nm2NTOKjDFk5ZF6r7yS4bYVejgq5t3e/+I56cNUiNhDG5xPyThzPiupSi7Yh8UM3Qb3YgHkj4rUIWL2/RZW8EwoqsLrFcuj1B/SXLhqOfwNNtEUy3DwyLNRUoswv/Q4fBrhiVRF9nmNjYej7x22GGRcpKfptdxEuiIzxVrTbr2YevNST0Iab8uydP6KC1GU+YRy3dwSxUcDqlTiuh2yCiTOR+eTovuJSoBoUX47GMBI7OknTopakJR59eYcgyjXWM+05Mpgi/e/P1Aj2AZ1EppIA22W9A3lqLdsym/HBWf33iZTlDsfI7RYi3hnwKslffHiUs2Y8+B5+hpgd04/EhxaRCgJzCIYKRU+yyY87q6UuFd/UOOyjret4Llsp6ofc1pGoY9ltqke3WkBnMYRgVNsSylxCkHdiFoGKH3/a6LGepXGMQTNlWWxl60VLhtz90PDgDmVvLcc4UDaEzYQDhKToGPPj7h0Xm+ePBSAkDmT+F3/wv05GDKqbui+bP2obhcm+gj3lDvWtm5EQX/z+gGaaDlE3c0e4kXZds6arrV6gDMy0qWf9+Dm9wlO34i2AUwSxPVD8UZFXF34P3ZQq32bMbj32h0sQZIKH+Js2zgHC45qAyidxojcC1Z9e+tQsbUajGIURutz6eXz4Se8xpvtNvXxms0IfwCJzi7xtohM7NrkK1ZRJx0ova5Rg7Xp+tr8ncTmIfuDIQ3ZJV2qF5xmR/GEAiKvFHkL/Oitydsl35rIom2RXDbRy1vv1ogIrVD3dlTWmC+PTYm7FqdBxYMZc4/yWknmqCY2EXyVhEHYyLnZmHTC8KXKC9YzBuypCSq5uXuyvqqXuZCVbYo8QEzZ6ZAlESyGFlrzEmyXQc2CRUjqidWy9qe6DAnKLfcXN5/nIF4aABJir+dl/57KOBF8Ve6TVkAjrnkVOtQ/WB1XE682FAy0lTrpNnmKRGAPm1vsx7K79NzIvUDj6TbBNCOboWbGQQFV0MTjAW2trQCUqPjLY/g9cUwaT1zgbq+qKRExPmR8oWJxBlkFHtfNRN/IXom+iUu2nvFQ0NYagPZGLSHYSHfz8VGeaRR7F1wjz5al+o3eJMWK+Gusp7sXd65HTl9PievzPP7LK5xgt1/VuoR/fA2LOhnCBWNUiqyUUZO9tEQU6x+ZKAqnN4gThAfKR8vLQS0PhgG/hOto7Tr+GE1vkdgMk+9botE6RZyl7rsseaxv1tSIqDhqRZECHdlC/eRZbZaH2jiDdV6KnW+GGKrruaEbF6fE0ViiN4Po/d9R47lXLBe+5hiowKK2wNPeclK+PCDtzI1Cbvj6xukIJW2G/wxLhInw+hs7Q/oCVvgq6GPJvMLjW0oCUV2Z5uuzD567g9Z50UPpZotYG/vsN/p3OMc1hx40kEgEChap7kc5rOzSFfTAd5OsSE1ejo/jFUWJLuhe2ZIvPxbI330pWlXLhAYQiKcWaxRFKapmdvs3HO/9I0ShT/xzMwseLhqIPryuCGRvB2XzwMSrYa65XAMfxSvLm2RvariHktO1G1/Vq/p0lPj3EakLu9+cWbhY7w7UBqw1NTf31EbvicBQS+6rwWjbNXqQRZ6rOnD5+Qyf0N1M7J+pCAkKYHWTnntorHgGMB+tXnG6SyW7EFWjtuuZuLoyes2MiLaB///m8KJNm6H9APcc8nTjw0H/Z0+6w62Ykb8CuxHEAL3UutgkvzS7GW6rZT+TDFhMS/pFrOvXPmmPBeeKOi8cYMUQxXsPF7AGjUDcV4Ug+3/R93sNwKcO2jab38zZ0/PXPEnphDywKA6/eCQC+78cgfu8tZfM1FmLhFFB/f6DXepCTnMvOtyaOmTnlYwt1K8PjsnLQZS7MIpd7ksRRtpWTMOQNUYvDZwlrV8dWfXrLlq/c2oRCPK/cEpYPFcCSM+j6xEf6rLrrCwp1+bm6PjVsOIT14sqnqrs7EZpOf8jOPM3qmVutZhuYVw4bLfvRp7NISXo4aEtb28LNHCTpa+7J6uahc6y3kxYCEv1JPq/bF07sZ0ug+Mn+41QPylFu0r7m8TcUZhuh/7YbjrA/drw5XTbjUpI07Phr07XVw8Cv3iKQNWZ7w3qNA1JRbNHk8h8l212ny+lkRKCCm9on9e5e69Lbj0fmaAvBE8Rgl4QQf5ugn5D/rg97wLDp5qM2I77aJXkIehkYsPYpC7syCf89FNIfrDB/95MDyqj6pznBeB5nrO5DHdzDI8x82zc72E0lwXylAb7nRdHV7d535vBBpypEPxwrc8lgot7/BCShUcxrVp97T9U0iBTWkBAdNcOdkPqgkTczfps/NlNmtvghGYCRzjqdhY7lyY8EVKX2kz8EEm14mvb2wvASX1Zu8rmxicnoXdVkHF22WNZBF6yeCf60/HiHc/B070kHWh1KgRUEepPd9Xph8hQkYmAr1IXVJ3m6lYdbLaDQyC9C9JFQEgPfphw6bk2tq2/ixeXt/9h/itIWUHOLzzImUPbruP5rJhYCAJ7IolIGCfbEJQbxfAp3GzXBdbyu/LdcKz5LpQwjOuLWYFUG2WuWOymIUpIOHaFmPloMwOq7K6PJJDC01ZgchFKoHchKais7uoa46B/nVnvtjOkU3MoCF5rYsEiU5r3obwwg4HgjuVjr4OFUmHdo8biWm/+aYU4sf0vZqe0SU7Z9Iww+c67YCr8LL2IhObS9m1LuCyREoOKM/lEPtRe4rv8cPcn4bvAYQWl7P+zuZTs2OzQTIXYUGeMM4IrT1QWMPNoJNkXcYfv+Le23cQ9Du0JsVHikY+zv9OaQiYqeJUnU6Eo7InpFoPe/OOgfWcIjfS1JJ4DalxK4PDZRG+Hz708BZNd4jsr9sAlK/MJOYZpU6DROap48uIE5RccAvH/LHZMzPL2XaCf20yoa4v+fYAqU/t/4P3fIEng0tEZUP5fxf+vA7JoXr3OgAr3IcdUiwMjXkBl/i4jUB+gHSlJlFxQDVEhtTaNHxdb2s/QYjFSYrEYRHKL9mzNt7Ov6GA5scnFSsFWwZCCH3oR94s/qvFKqQhn8N4P8mtB9cw+xRmx+c2XSysbEzAL+uvVDsYyb7p4omu2M3Nlo/zCILsemo1PnRA1gp0Zbd8Uw+jHqwpt7V+YKwR7vffjpqg8VTEfV9L0tsBGlNVU9iM1coHkpqDam80MGouae7VQH0SlPXvX1hAzwbJ+wQjRWk5noPbRMaE3XjvIr+NJXqFth3ezYgauG92j+TFUHnAFbjvjtmBAEGcvugImUs5YFW8DQooQHznl2dUlAAWUOSp16bp8wmurpKM0V1pUKSrWcDGybqRktjV2fl3YcHBU4g59QpztY2WzrfxHOdG9xMoUsZ7G2jdf1wF5qeEHPWpJ+9u2zua1HXk5UipUO0bQdIorwrmw3hD35iIanlp+EAxFRnQTZTLrVsR9ReD4dbkc5TB67LgHPpE+ZFR6jqPFrF7eRZkO82I8sRkZKYSXJCMdJry086x11XBlZpuQEcT5ZITAdP0HmHRvp7lLnylIvs+25RB5iJeoCnSOG2Jw9jtzk3OxN8JrYWgTu+wEsPiTe7Y6R8lME0z3HzGFrO1YnkQlyG+JtlI2r8dWG+KZUrY1u3iAaRdkoiOEnC0LXj4wZBD0JfrYrsfSOVvZKLtr2Qu3A0IXM+eeLRmr4yIb0WTwuDfJGOP0m3KYLoLXIWKTzdnkcw4d4Zre+5Rd/EiOAQ9eozT7i7+lXGjmZEAJuZnbtFPT0qhNfYvh/qJykt813oZVXQmWPuVSB0b1osCrlr9MW7zOfqvt7C2w7TkIviurxyGd9Lqqit9+/4ge7iKi+KX4n5VRm/UqsLDu1eCWQsy3cRAXMYt4gD9l+ZdmQpnBneBWuDxB7M5lbc2CHUizM+tOT6Zp2ETHcsXjsTiOcl+xT7joggc4FwMAdZW0dW9z7QxcPx9FZ6lzSspW1Lex7J2HXYE2hpLtK9nGw/eDqY0c1BmugWrKpKrc0YYLDI74RJ5mdopo5ZOCp8LIFp6OuSI6YKRAaFZuiGzTXdtnQ/eD0rM4m/ZXwjLVlbwh2Q0D/C0W3ZwBdaewa/Qy3zuQCklkGmt9zTpju1pFl04J716xrwl/ZCt4YePjOUhBL8+jYd1sUUm9Fop2b6vchITGhz2DHRJEp+8NTQG/Cf/nVbVVIVkOW4dtTU4rVTmad2yd+lGwS+iPVvvQbsOHBfdRtRqiOSB/njWPM6//R3jmo9JPO03oEbfEinrlo5aX8FOlprRbfJLLdFs5/v8ulBP4IG19il5469PVJrSh5GZsn2Wh969qvWlhxnJIdVUaJswLeIUws+fD43rQIZN2p0eWNV9GQNyhZFFosH4d8cZtOd81OsNGDtiQ1z7CWLnbtZoDmXm7V10wMYbbobwX23u0eDOjGfbJsQrB+uy/mcsxkvCX/YD5ZrNb3gKAJFAiLbaf1CCCxcsQ/GWlh3N7N+NjoaUUpHDL1xmZZLp+rFyrFFCApTcCeYjb4N4QUGw9WZrRBG7gbGmM/2iYNxE/xb6TNEgQkXowODjU5ToV7RAmEx7tlaV8AXyTnGsQE9v6vpdARnnUEL/uAYTIWd3IM7BMWm+4hEuiZUoK+nq7DZYkCxnRN/tY2ZKitzJP6wTbSGZLq7OoYFBbk7eCNsc2A/AOd167809G/vCzw/YZp9CGZk+ifyUWPjYHLgx3W5Gnh29MA/4YKL0nnIZRXS6lblO71cUZhc+PVRiWWJa8VZD8H6MV+pHl9+gp0ldpW+WY75diBfMIJ/T4W8mKTHOHhCeafk8EV56lCEcWg+kUui0ClumgZx6gPMe9YkWFTUn0qfgQg9JDeuGIucND8EwriW7S1s5eSXTEU0MUXTKh2swoIT8Mmze+qzAXkgyn3e0uxqkBQOLBWOIhR8V0uifzCOj3hZG8ChxylRsJK38NSMAY4TXslr202mxUhv1ai8JTFCRaaOqkJxfJUxm/wGvhgAWQ5hiS1+ZY0Fhy3/jNH3tLzWTIvVBupqFVMb8fAy32OJDm9YsGNLE8l05fXWZirZ8IF/mD4D94EuOZLOPvwV2z1/QuIgbzBnIGVrNnARDSnDrfQsK0UxQSlwaA8W4MpmRL0eX60Brr+nmKuwBWjs/N3GWmDbkfUYoryX+gfzuygSLpZ4wDT1aUMQ4wCs2mfGwM8dbhmSVBI9fH9DlLc45EcNemC5ighKiKVGvmhIyFymgx5L3Q8r+9SmiYC25YH9iSGWJWkSyKsJwDBaou9NQv1GzF48rkWftvOCBED7NtIrczsls+lgJzUaCyMCFDJkXiUYewyfO8XmZ5aYpXzb2pFN45jJYBxVen/ZwQmkGdc6ADSOImv2VmAuPvDNxg55HLpj1QiHHn3bB8xgyZBMeuCcXcVX6LM/1h1n1alA2gnuI0EphR+iwFfuK0NW44c9WhWBz3r4Lj0Nm/OFT8wALWfOIs+4K3W2rrFQrqdN6a5B7Bx/LFCLrZYCNJ2s3wd4VJW89uLKppajll120Gn+T+OrCzAxwHlH48wO6fddcKLXIqjPTz8BbKqIxqK1EuSqsrL1xWaGRXM0tNmSvnzIRPSj5dT9g+WMkYe7Moz2R0RgZCHMzXfU/ZEKJ5+2dtiFpaC+zmsRakpKKE0t3yfxkUqtTS3MOeMuT2tokF/psfBJab2od27Fze2sanc92TNuNU2N54znooeselBi3oUlVNLVoG1sxI3IhsvA8lWwq2APp4KLvq+UwGN6HaItRdMEw30UY1S7OdQ1WLaW/V6DFOXaOoTZ7PgXnS1h58LV84nyGzWHx65HOczN+3Aot865TB0/CE1qHz1U/Q5P5Ucez9FFo8LOg6f8tYyMgljPoLZAreczN49wU2dXcZMJguJr23nyg6bUI/HjRK0xeCwEPeKpNDZH1UydRDPEaSsrJsmPhQ1TQIGFJJeprm4cz0XT/v8z0o6701zPQX4GTP1UHejz22kMr3Mx6dRRdlAL1C3U/EpsqSS8CfE0cJz2eTLFYu7OQTIL9RoAmS7+licLgSWHT1v0ctYAqYk5ivrhyhYX/NqcGB2k0+j63t6oMcwHP666VyFeqDMtiC+UNezAwL2lPSUZO0rD+J39keAZ8WdWqaMSS6Qmibpcuif8zvxdCMSvTneCE9qfj114uqcnF75eQwy2JH4yugLa1qXk4sp0OuxUpG98OwOPXhZ1ry2uIBF60beWQ9bu1frTYBFV6kl7Xgw1NWHQ5M0KK++7gVH2zlvCoLjnW0pXep5/aPI2ORNc1mJwo8IwFHi03T4Y3T89BqB7TrVqEkuQLDUz3injTjO6rMJq+5hVJR2zWAGCqZY20imVqgK2JhdZvtQo2ycKXA2uDC1jg2r97mIToRkZsuZQ5ivHrjQU8MlOG/b+UjsdouJ6H9HXhpPCGomizKgusK4xa1i+0HItNg/AgaK5ch/6eu+yJp1yq/FRYpgRVVJ10Vvf1Z3qI6mrKiVPhJGdCitf0jP8t5WftG2Ju0r6fwKc3ysAr54BE7rC9KrkUFLNaI+O39PkCoLN5r9o6hWf0vry+hMr0FflJ7rBsU9urMIaLBomzEZXi2r3hgkV+0unoJz8qpn2moGLSvikdGk+O7UG2B3og7BDTopXwJ/zRRUu1lOfym+dwSeJTtaAk97Yw/uOVSu8nrkQCWjOoIFQfj322TU9zEJP/fKzxlYsVwmCBRHhljhS8XDn6xRTrTXWXq4fjvhGXOb5LB0s2HKKw5bHLJrbi5hnQFMXcBc81ssQWPjdEOmiZML9F0GXef0s0kGlJfPNI3ge4K1J3SRgQtdOq25VbcaV2+xalPKNYgTjqV1bYBLeLQ3nDThCDdEBEFpX+6xCI3yYbelLDPkknrRvLjxXzG58ZaCxN56+1au0oQwUllaGaMHR+05rQx+0LlBlxlufoAvVWk+xNH/JtbnM92JQNyQMKYH8XR94ks7lnTozP0+V++ya7M1/lj7sl4ggSimGfzBpV9kjMxL1yqaN2IRLocunCpcEKaZpiEtIduDkeJnNzi4RYCGV/GQhHDbFiSRDtD9N8wyFnq3DgFr5E+GouyBmuOjINaFPey7j/dzwfKEEnBwgal/MTFxKbZnzs9BBVOn1gEiWZD+m1K8q4vyl98eU0kVNzp6/F6qrqxsv7EJA9T5mvaUmEf7CAq6pQWoO/gKh3dn9rZk5pKTTQ+fgKKkwSZGFb/CE4rmy5JcbdD/bHg/tUDWDsL+J0TXR9QKeY9TWFKhT++WyJN4q0by8fEBGF3TbXEMYSvawvOvFeIX9x2em9ogKaGQVb/mU3KxpgASnduNA7TO9bJls6laly7Vg85PNvpYk1VoVDnlerDhOUmeFrMnpE49m62V5CDuDTqpogzjOIOnuLjgJa8wdDGgs9grAnm4HWSLPCVGcT8xZVYDRT4sQogzo0IzVebDZFNIboJmm+0e6lmxcI+ap1f2TlopogetbMhh7/48aSrYVjIMoIpayZAr0cc5pEkhQN8sb3A8xYJuxCXOD5ftf51+E1EIi8GCeg0dkf7iZ21j1bK9p7fAX28pgEVIvrUNC2tmPRslU/PV/FUXQOOGkOf1AIIisrl6w5rw1HUa5SdayWjoyvGZee4hiASST51euO1uIBtcM1gxwQzDdUnCJZ4+1x7I3G+nnoeiI/jgI5XVPOSkFSLQBIB+wqYbg1BDUMdIlUwfM/pORg0gk35s7S1PwQFbmokUweDYqGcsHrRzYBYLl2LTwHGB0MR2DYrH6qVaq2nPE3GN2XvcRIdHu5FXzccbLR9Dj00/HuBVqgk6vviT9iah2IKSaIHucIEmfEwunVnmSqXcCWZwKWqwnTZLXo3b5yqdJ4la+4Up1n37LfSINKsJsI7z1RbrdFSxvO13/3SpWPYFOHYbFc7rTtAEP6f/iTDCWsJWNapcQQaLN1F4LrGVjBdJx1c+4ysi6KdfIeWn2xlpMHYRM5ujMYgIMoUGafSv/uXlbKSCoD0PhE5LmqsS7d9gLjGv9hFerpm0ExYWiE6NqeGJiASMsNXXWLqdASxikrqDH1JTWb8DmZfyOIphWGatBYX7L2m2cKV7q8p3rDBeyLq081cR1ZWYJZ3l7TQuGCzGN73MGgeh5Ml90dvknG4NU/YTK1Ob08AZJgC/k3MWkubydzwVqZu/IfzBw/+gye4qo4lsYznDnzdGJDiYwDmk47i4qB38OjXZwNIez8uaFiIZVl5mUKW76f27KuN4a55pv33nTelkQCtr8fhPatRnVC/+5agibG3Ql9cNR6LIZifMoIQlFS8ztuHN3vSUEdiA97jMqFuQb0Cume5H6j9lXSUkCA6uiSqBR7lF5D5RwZWwqWskyg04lP7JamObvj4QWawyRi1rNn0qsBR4edDlRvzAkQNLpiQ6SdJEPOxO9pvYKaPrAyXkk0I0Gip8QNnnbDmiaLfSb89BIKbMqIS7QCzzPDJN4QXuqM491oqjE5nHAd2PeSeT3feRJn8o8zLP7/hBlVTFZqbpXgZIao14RVwjn7qRQrd9U063gney4ZBxDqfbNnOXEEg3k96xUVq8u33wba38ekIv2DX40RkMTt0wfpiD1urMBgRPrskwdGrBDe5SWjUFSucDtHx1ae2rvgOk6gYCDEzpGkbzkvx4xZB4PzYhsdieh4Y86dYfYEk5xXl5Tv2YRSwJZAUP2nayihi1FcneeYxP0YDPZNqwl08LLnNr4TQI21QoiEgIDaLXIixzBzgo8iRZzzIWsYNdjpvR+lLjCohhjnVDF6MluiDTfT/Fo82x/ddlxRBfPWKuzqkl/QL1Ml2YDEOGXJxbAwL1d2pDYLWe9y+mdKKrmKNs8XTdnFpDczKLrGrPi0DWJbaMqznmZv78YlsTyoILwadP39Ux8PdPMhZgNhf54c10kGoDXL9ctWPXdLWNeNfQa9R6Ca7eg1cEXCmb2xEskXcztM19UcDFyLVtoWolkC/01oumCcPf9bJ8MNORWWJ01eFgB7BCmHk8hqa39cTZSnowRCoT4tWl7Q8WoLFW+7ssigXgl0g/j7fnnl8YEDwwC1+42NCqhC7OZN5RueB1VHHnvP1dpjw+lqFCOtyh1wTPlW69coJu7aGufCZ9bitzhgTKsDp5IY/+Ph+aBXQK7zNneyiXeLHQMMOKUVexitXrHhBxJgDT8QMxhr9KXSZ3S0/V7sSs9ICUpEIILSqODUv+Q9X0b7LyeskH0L4MB2dlrr1iabHCfIYZYbb8e9L1IAAq3b6/HMb8JUV1FZF5yfWA5xH1vXxjxundsgHgqCSZp0lDyaIyObLGX9voe8ee8ggXyMTAIgoeU7jzbIy85qsM8MyPoxYj4pUuoIkYW6mJKFA9di+Q8xzYZu0j8r4GCxyMltBKiKx+fUH6u1YJhKt2U5pPBHUGaIQ7jQIi53repjm8zNF5dTi5NAfQZr6ENII7ZtU+zz2W6B8Lacocrsr0lLurEh0NJl0MptzvBo0bQNIRTgWhpeT9xeh1WZG/RMZdTFw5jlBASzoMnOsg5ZW4seG1jPk2veM2qekfK0qaFbBUmP40vlBZdwHXtjie9FDIv8h5MsjelHugKXr4qInZ/hhpIxpDhzLNZx8XuWm5+qDoO72rGbjELUCWabYfnW8MrBHD7/KvJjkeEJvw//rehqPEQTdwbMxXBECTuIU/uKK1K/YfzxC089YiixiZ1Mxcs47ouI0dbd3i7oSX01xik7KIxBguhXoxWRgpM6WFqZlmd1DrXSQ3/ngb1bp0FrYMmBZrkruaFGFVdL1PUEXIM/NdguPxJ9Hmp7xFzj/Vn6qz41Nj8yqM1nCgPq/W6+XwbE3BLD5Lh+lXZxke0bn3AEXGwo6E+E23pDqUIRpjjyTAnc0ygIPt36d5MG0QdOKIo5/UM61g4mVI/FRXs4+qrpGLWh7puTDW0pO2UGwKPv/8L+FHNCLQoYY9NZC2oOF89sWyFEGBkiHyY7Vxy6oZwOMd+baoymChjsUAFhaMnGpgZ4L4nKaeUjD9XQILQUQ4TqVmiKL36beIE3rtI4k8RvkUV0OGO4yjOVBgmV23HYOrKzFctJiP5wUJlQOTZdHuybrmSVxuDr0LNUbIlxvWpXKkU18Qg54caeDaVrELHoL7zm61XT166yyKjdOurwF56RdDsoJM0uswnABI1n/S/JrKsl0f2CuIuoBqX3+OSlpsVhwDXPOtl4T3TXJygsKpzMjhM9GP9VJrl9M3DfaAZVWLfyVaMLk7eVR9aboiF3xp63YXv084trda2piFqykdsahLE1IHz/ewlDTPnri2TlRn8K9XzBG+ynrAhMySUIerqVO8XgKU8uOYqCn4x/PgaNw1dvgV1N3/PrEdJ7dPkouPZKJ24subiAZr3QEuTxzavSyEnf9bqqtWLODVwdDSruTZVqdRICMJsuezzoxi4NLEgYhbu/8bIU2S/dwRJCzeinSR+AQv/iric3BMf+iKNwd6r+87CaMVAvr2mTbmhG9pFGQoQsodQLtLjN0K9Ob3Kh9uZM4RSv4lmngDgBY856sDodlzc95b25foxmXSedCVKHCPObyaZInwUF23Gv9GVxgtDME157SpX1tskvpuIcTlmmpYtyZxZzhs+ICiSd6CJlSv921OS3eVvupi5WtoBERcBinJxyqEudVZRBiYNfyZzdJjnOaf0MjyvOUxY/L1LT9iC2WNnXUvgyUsGUt9UUC+fl56c628bALqKMLjMd0HYZZpPzcCFgU0/tHnFwe2zBwmKVA8PhuMDyj9oncbvmXivx7NWvyiOuTNYHEY21lUZMgnbJ98thKEyMnZs5V3Xe+SgGwm3lvsYLJr3R3yMqJ4IL+zDVnwDDF/ICp4zmmi42swSdQQtT5WH7YpJd8NE/IIM26RqJ+vGuDC53Lkww1gtdyVTRjQ0fy2orEopy9Zp18VMrZmJMpLojnYg+3NE1Tz/TiD8z7AV/auPLTgAzhgLwwKh+O6ozYT6DJEAeeDMwX1iA7YkyyjIH3kCgxmQlvjBf7uq1NHDcrYhbi0Tyd3binU8c5Z7SWoZWYzXFvHnHkGq5DX3CGHozo1td49yAWGUQNn5Xsisg+TAUuXVQ9ZSbbafcH0zLx+yswAi08SP54hDu69U9G9nVGzgPPrTzeVoy4VCqmYbpTw3NCOLfzcUoErjz4Uf83ALl2Zf/ts3cj3IQENOx+1rnyb+s+a0tbLl91hNMP06WH2oIcdW+yPqKKtvXRgcCc4fF6bn8gHYgCDwzN24AxOj9IUjGIstVB+X3OJNCpJanen2mdWNaBhzcHN/uODvF6lnPhtZtFZCEw3ior83uDoUBLWBnqRF4SluUeMhFPFDrJH2nNngroehukf/wS4VCszQDa4ldVkjvglzrJHF1oBC62Oo2DzYFu9rCiYfq5PuvXbHyD18xNR97kQJDPslQTKd3rJKuCHp3SJQkArUid7TvCItxxy+h+cUNPCgLtXtveCgd2QWrZ3sN432DeGG5mKBPoHx6urBIYq8AxlxnGvBTAsgO6m7oCtHn7iugjVOA5KbNA+F13VAaS2ekgv9uYc6FvtEfxgt65O0yDLkvBqGXCuVdZbYe3ggArL5k68nXdk5lhGBppbRsjlaJqQnAXOlIPv/9fbyW+lStSBZ5dXdhZIkx0r6VIbCPGlTdY45RE+XE/TzjXKXp2Q6klUQGrjtfvGAQn2xoIOagqWEuQG3CKNNhN7r3a+R85YWTHZmRAwxHABddvxvKRFk+miaTPLEesmkyRoh1+suN/Ekx/TErYDzt8TaJyskNKWNwdIfXuK4nR24xsqvr3SxQm/7elY61aWlmJSCVmZ8TRxiuFaiv1cU7ksT4bKVDIDsaMzI8ONzsaAYco6YViuWADs8zMqkUEIxDDTWsiGoSZwQGnRcPW2I3N5kf11qaNeheTQTDVetDS1Juh9wKsC7Rxkey4CpNwtt4Q8tFyNBeu2aUMMnyqwheVu+rNzm582Y/uyIuSPFSbsKucvjX6Tgth3LbbPnm+970R+lEgTVs2qn+crzpf6YKK/uYknPwCZbubGrHHIZW2xiHJiPmEXDg7IQd3CmWHFxH0r4QgtmUJMh+kk48w0zFVoHgDJgiibtGYQS8/np7vRqRylHwij7zninxtp1ThpWUmqMNYQoanh2YfsRDdR9EzMyXnhoJIImW96zeaYKvR2ch5xVznDXk8OcdoD/0HOxPAVLIUVQruIzo55IIfRuzdwo3SFNw24AOvkW8Xcq4l5ON3Z/Tne+x94HdjuEPdPxE/PmximEG/vzqU0H9xNgA5h0C7FYwXuHryAfieZ3s5hzoCmrWQVu82/eK15XFKQidaE31n0t+EgKWY7meo07WSOFzA0/OmtQehsOhZ9Y7l0U4Rg7eSWCwbsyg3pPbKsDKBxxJwaMshcIFpoc/Qri1rrgY/oE4ghtHY/upoPTW8uhLEAnbOO+x2szSP4JxglhWqmyUY9rVfNKa98DqJd4RcwZ5oieJLpmo4SQJHXx1/kX9GY7QFukZgAJNBt02XCZrfAjtJGl3k4fnOn3eXX8xiM89o2vjLgOaJqM2S+495cycb8wqNLI0mcpeAEOaae65uBnR2QQeRQlrYj+ynBlGAnM0q9/qcRWz0o73YRa7h4LIREGmdRrkdorbkpEqndoryY9qgWmcTq4BU+t7wE48BU6iVQ8fOKVfxu+lm178vJyStLd7xCRkuvMGfxHFdQ04BMfq7QhsQu8J2vH+tboCFsDtD9Bzk1MkgtkFs1oP1PSr+seR+8NsDy732c91o2foCz1V17NUkBBcsI1SslhaA1PmVe2vHvkmnOidCN44peUF5JgIh+CLL2BCGTUpa2h+6TET9XkiCeuNIDot54bzyZtVvMDb6A4fYFg6ZsSVDDhhS1NI9X3HefKzi3DdC6K07YxvKADuIduWryoE2UJhia/1BL/e1mhmzBC8XAahS3FBVM/MYg2rZpohqur169i0aTgf8m46befQUPdjyjLtxpphK6EDkvTMQaWI/k+3k2+xS4YW7weODaaRKxBM1xJxIBy/k2pwCP9enQ24sUavPQP/BrpzERzkAJpSeAeIZLzSJpgdp4oLUKl/bKXxl0a2rpH19vrTPZmZPxVDdAyDheH87UJD32UqAqyzohI48+JF4muw5u0xw5dSRGE0k8bMp9IXzmwLaPKUsZt3xXDQoZFBctqZVGFtVO5qDZT85auze+KlXdO83xh1mAInlrimAsoObFhiDEh6XhCu09g6YUIRg5/aiE2hVNmpRb3NMHz8ak0c1NfECkglzRSTgXaDU5ZpjWLytWmC/xdPonO7+9Zg/DaeXMTts5MAvx2Xgn3J6QatJCLAN3uErCYUWnkjv9x8JUioFPXn2XE5DHUv8A/Gnc5kenzoIkdXQxJ4YxzfA4fKJF6KanbzW4CVHojDwrO1f8QizdztxEZLgQNzQPtPMHxxczow6tjx2jMJU1xZI3tjbhrqx/ew9MxhR5cGzf2R6RmUCBuw31tIMPQPqF7jnynxc+40C8RERDTHCtrmYDyli/dxAhS7AbO97QkAnKcQS1Aej9O6e4tsd44TEC7AYVxm9c9HaktU6a9SWRDQALIL7QJYn1+/NVFc6Te9DJ3A8Gh8DIoCL+wBdTYL4sTvs/k7HxNrH1OGlGS5iB3XYKgkcocaiuKJoBO1BxUS9HM/MEGLaQEyEmAn62PQXm3t6WGNGbyapUXgjYbYO3U4dZk65XaWCZNzkG8Fw/ujPtBnQeNHElzTYH7jXmuSdmp4rAeKAl9EptKjQfWXUjxvdiwnqLL4lvRPh5J+LNhQWuXxG0t4fbYw39FnsMeSFcwkpj8E2c+U/O9O51TA15jiRAtN1DGKzec7nGrPh3e+ySRpIr6n9SE5Yx5Exk4rD1QYBOBV7UfrBeE8+bQLbhGW6hk/OqDK8ZlP8jo/E8BvR8bil7WYV+yZbTagMNv3J5NHiqHEmKSRvMWcB4g0JqABlw5vP76ia34EofFpps0kk1AZ1qAe2Cr2uLtrFd8sJsOafXmBHw3XanPkje9EDi80Nyx3hQ4LA9Yrq6jEH0dd6vDAF2XhL2BZqsIsGWQ/1hTwZPcyYbq1vrP1OY//b0NaL0NvrnlDRD9d5B/mTRPaFfnNtYyTifhNGmuTv3/978ISiAcfsJvTC5KKynSf2wprSOb+oyvpSy85Ll9mrF4EBo46vxmqoGxZTn5ka+0ADfAUfvJR7MwVGDaKBnTDJOJkQelk8JlkThCb5XHwAiDn5WWD7iSjynBK0NiARC6TCWJdf1I4TqqDiZmVOsKg+Wj26vN7Fc98LEFtvSl3nH7KmDaZHp7OnnkUr99aBKI5B0KAZLi1cm/v9qjG6xMK86WoYR4IdiwGHEi6Gk5HqawqYjIpzFs26D/2jUaa/0No04H79m8ebhf1Hd3eg79HtOhDUwr9MsUsY1ec30f01ZkyrcagJpk8CgN1stMrSane1kDsYq6cdMeLQiq0JX2Q+GgIx4x1nvfTPM2WlWWky7OcliGATdKisP02q1owMR8SPivIem2r1S1VLLMdmtxHyfLsA8aSEmRgPcbXWVAHl84VBwUayyXS2VUsv4mAhKVNV0ITXvNwRr8lq2kwgqRMzHJ7EGE+Tgn8Bm4XjktG7iPJgjNvRUjJVPxXqYFMISb/hz+wUaQbT90JZeNx5BGF1FqeaisR4m8F2e96j0jdHxxt0kfURSu7FArJCXlZwICYDj8rV9MSJ3t3Ok3uCXjffg0ic14by7782N6z+oFm7bOciZmnrF37dV38igpcpMOVhNJ81ivLhSFSv0Q+2KBMl7wJswYb8ISt8cRk3vZZo1vbxrX4Z22qtCe4w6BQ9/6uNDGZvT7JxuFTEiMXDpL5qv/n3sM8FJPHhOFvc1CU78qB1cqhO3o1hsDqLN7M1sOZm+q6t4o3zwyOKCIEO0oEEt7mja4TrP1dwJVoocKzmPu1/AXgfNogVyS7MH+upYUhniMdTJc8RFKxfb5mcnKRk9tS01OyVsajjJWveXd8Y0U3xDhXIR3BC79523JNkItypBfE5M5wObo8cu9ngb+AOQ+8JixDEMmU+Jvpf3Uy1EoSdZ6/W5djlpaVgJUe+826l8u1MhT9eoVQ4qSdbH4Nc46KFLTD5NRiapzLUoftKfrYmd0lNymLVcqLbm6PBGALkoE5eDOdBoPpXy2mtlIl7XkC8P4L0uMOMmV8FuHcKLofExuR4sQvrdydnZs87KF8X89Qmsto3JRpQ4w4ITUZo0cVdc2jkSux2Rx9KbCfE9Flc74t4OWouAUd7vsHpJjH7uNrba9JS42OGb/WqUalOUEjyNQ0aj1Tz32Cvl1P3y28ZnEgYE3Zg6QlH+KkzONKZEexpbJDYnkF4TG7F0K1up+G/gDzYFGSjFAanwiD1UqLwrNHjHt/JSOQCd71CVjpBReLA9jBXKeWOU7lEA1GjMJHbTZd+X1pma9H4u85pK+Xp2KpztBGWfpaHvn6kjnwjGp6hQu8pRycl1Eq+ylHsICsuSYruCMJqluWMlQdpqMwncsvIyGpltdn9OXa+OuT5xdDCSKK9Zsue6qXt8Ylt+edGsLFJIIsy1fyZRGXwic2rczGbArTH1OyzFcT9VFAFs239KgdKvhLjVOjK35WWljkIRVusw4q4RkDZQf6bwlgP68HXu2rOoMcvDD5LcHw/fQep1CjFsHZJoctZGQTouVUV0kg0VzaGMtVpC8j3aoW4plAvFQdIbb520MKUK+4J+ICDFgMGuPJvpZHSXOEgLkT7bN/DSpvkr46nsj7m5FQRT8VI6XGo5b7sw9VSNTzAiy/f7whU8OCxOYJIwmvgYduAnsXaXvBN10Ug1sfadEql4e6O8teda6LxnsNm4zLxluviU1KHBHj6+L0SklVmEud9OH6ijzTB91WfWiHWLPw+s1cyE4s+AUWVzCdZAoFUfRy0a9HOI5YY6YZoyZ/huabW9de4MpR9Bsx6FUEESnT8E2NqnxM5gULcZAKDDJDfY41nPJzgNrfgDdS3m3zYoss2NqwY/EtBYVXM+vP092oOj7lDCPfDLlZN0KnpDapx93JBT+uqBDEf8jsSoUSiOQWKmIeegYV84A/fvhhFDBIgpcg6Lv0VjZzDndox1Elyfk9cEP4Rq7/dEa322OEhVEaAMJKKxKXizvPjvBH0NKPsZRSQnHKNYhvj6Bj0GGtmuhhjeEHXpJfgL6ovAvXEJ3kjBoFhVj2TNRe4xug+gbcvk4i9dtIaoXrrajChBeVgCHSCZk7+xB6/jM66LhhgFBbBg+6LOVDMwbmqKyJ2GFEZQ/ELHTlMytu+S9hGfuYGHkOhi0CEAwZidOgm3tTudZ4J2IH6AXQS+jITcxi3K4xuqgf14LjUv33icvOIQiOnRq8/JIWre1fecZ3BON6COHmgfbuGvR2QJ/Aeds+cCSnHqZBGh/EKT93V595wIz1n3lFfYFPIkEYT43aFXJl7xdfkBYHxH/bcg5pghGHh/Cz1g4lLfH3wRGKEgqmCQ3vrTIXjx6S9VGoUsfoJxapre5KxAy3UlIUDtmzuRoYWlTxeJl8RfKrp2XqzhLMCLUz2CylFTQI69Jn+lHbcxbPymcElnlzQVkcOAXAMmtyjJeYE+nBSDZ30pJo0hNI1zlSsFrJSG12v3m14TRX6z9Jfo1g69rpI8Bh7FBWQ7gU1y/SBs+T0dmBnFECdcry2TLbb76Od4VvomF6AsnrWRC6GL0bXoH8RPhorjCE7bEIP1yQpbQ2eE0NhxuQxAaYC7zG+HVIFW7pPq2aMNPsx4KR8zD49USurjgt8lakGf/ZIfRw2CaYTOvrz9uPLGolomeVj7o9mnubxWLcmuZgwdqGOa4LhpO7zblBUm8TIExsPGHLt/wF/lf45WyAAoYEqAxcQ8fN6hcRdZWly67c/rP8j4HvU2QUzYNhJw7bSPivzFsPQ0mP24HGYhaMV5AzlubK6LPFnPmd3RlbcViS53P4umYRLQSk9FqHcLO5ln9bwrm3hTNn6TE74FZI5XSGH6WtTAJEgkOPp7kFkycaeTuvanFRs9g2SiqUmxHYh37/0UI7c/kfo5UYmHv6RX0Sm90h8kCGPcZs4Y4+9PG/F6uf8P08BQL7Zx83ejDEPF+Br5OWIr2RbtfvoW5QK3hRQT7dpWRdiqWgQvBnCdKUoWgyc8C8msgKIRuW4V6/swPifsyyb3Sju9Aba2adNeJmlEFPaeUgeleOGIKlHuLqhoVV7q00hM8TVE7JkUJCCPagZ5xxMCHqywL2d/jWV4yH1Q4ZmQ9Xay5egibAPr8mlpSHjfD/wC718JCuDLPtIHPgyRzbTScyEpHY7uujHDJgzRwAVKhcZvaCaBse21f8f2S6Q6oVpqg0QxwgskFNaYNI7VLnzVZwtwN8Ato3CsP/MetFnqMhFXIA2q8glWA5BG4y02In6aj0FW4yzEFmxrFyaxAKs6TubHV66cL40YcNCRx9b9Wrp6vHz/jtcKrDQY2UO7mDOn8YaouWBLbcJdn4DrxbVUOA1FT2djHQ2CZ4h/5C2Rdx7wpk+nzrbWvCLGrAX56nAMjcjglURI7GwtF/wcIAmyaDSuLd+UDQJfysn5KCIYvKFydR8gHcRptlaIFM7ew8Mjfxi3F1T9cY1Lnd0TfWvgbHv87R4y8jMsOLq4+qE0WJTdkSUOp96Vs3ycFhWbdBURp+op3ULnoy188vnFq03GNib/OIQPdf9yvjMo3Vb5gObx2zWTMtwVeq5m2E3oX+d2x2F57o56XcsWaLMl2Jq1HoouMn7owpFtTloYl3I02W5eIElCG1VcLCx7b4LCyraJSqvk4ybETy+UYKncz56EsweEf3kyAYMk2MHR/adywa8u9hv18fcKvwVxkHUVykdTL8qfC0dx7NjLfwzwmM2+PeWznJTW3vEbZfW8YAWA9V2AOonKZncampuX++tZDAtirY/hR0iKZqoh4uKNNEZi4tUaCwmorCnWo/p00g2f+FG70XxCf5oRFWcpg2tmiQSvf5X9TfTqO6D6q+LjB3AHlhyZX9S/Pi88/QlotxncJXUhtn0Hb/MzYPyRsgt5khU04FYQseUEpbRkwTkq8dAtFnlM8CTG+4Wvk3ev7Tm4XUAVF5fj9Y8u85ZLK//HYivXV2JSgiQ7ZmOwUS+4BBvASK/9n+5oeu9mz5irJ3Uy19W4SXA4n2uKYJgrAfkhkunztDKt8kd4X36W6JCf1WRrWEiK9b67GnCeewd8s3Z//jhLTVvIfqjHsVeD/IsT+7FfKYDd9K1kt/rsd2oelr8f7A7sE3at7djTGc+x9X88alAKQvyhYV4WHkb1UAm6m6p3jntvRFQBs/Gsp9IYL7JG6Oi3zhnG+fINKvs1khJq6W6nT1HQuUEqCQmcByRjfvwwCJmYZPeC02ZXSGzq2B1XZpWvxTZOwf02icjlQmbviac+e2Ce53M+yBjqMrJz9PVMEqis4xbcnzK4NKKk23uUIrIfrcRem+tyNOrycPzNGYcnogiY9k0CpKoPG/r1BRTg6s/n1mdJRmmtNFmGFjbAzRAQMys8sE1MTXxPyCa08J6XaWXJSb9kvEkwrbivgP/+q3Rz3qoJFDwZOOem5nLlzb/7RcMVLEtWlXi56Ua187r04anaaUQh494l69KxdcYwovrdwd8D4t3Tthj5E1qG1rJaTRM0XOoMHOcPMPTBd3NVjVx/3ReMKM8YTFf6aE1I0UDn/rIIGXqdsar8wiOfrf3GfCdqal7i6LYsCHMfpPJbn+ovZbN21AtLUTPxwkcpQQmOJ4Gn5OoxfO+uILU141ZCTAWj1mDg+hha8CAPnhko6LrgPq3hDMOIyZRUppc3xXrDi6iEHUYdloa8XghFV6ZoouKWVwGB1xVtumbgu3bsRRbG6mpZAa8HvwSjXIHG8lui+Av4mwIoxIh83htXjUiyHEGSbBvEAPagFu07vnc84+A3mlGoh0mVcXL5gmR4yLKJOTCkCJJRaPr99gzmKcaR2iQEWl0nSPHoSV7iMNHMhSiOLCw6AGnDrC8RucskJ9FrOdmytOvhzbIidUFs17zrj7wlJOnJy4A+cK6Z8dTxdfsXGenXv3OSVz8kCsWs1H7mu0P5W2l87czQhX+vbl7A9QFPnUyGaYhYyJ9MX8VcTtTNfSIZbhxcacF1IuAzE0I69828l6l1eRfD7FkscfiZ7L3thVOMgR3z/NomfkkZhXxsTWilG7/qIccL3rq2K2rjfuUjQl7FSgHVoBQZWGc2O1WQRRb5l0XDnRbynn/j/ZS7qQ8Bv+OudctBOdfyrQKW278I2Zo4uxlvGga4+Z4EpVftIfGNfndrWLjp5CG48yTYSGOOincc2roH8AWNdW9kG9MjTvF9RKnhs3o3bBuXKOL0d/m5PQIwu70HXbZhflm2GGJRj6GzndhPhopMO8GucJgjSnox3rmcdr7xnHg67cS5ZoJ/MEqN9uxamU2Uy6kTmuGNLwytcDaPW7L7Y0fn2+6pC67wIdvL2riW5k0wQhheZl4gV0dadTzZXvoyvzMbBkjKLSt9ZlBuYgvqs7XHNsBdQB7ZYYOTLY7ry/Jb4DnRmOmpw4DQLy+YgmT28doHlRPjza0lrOBeP4McmYX9t6l2tzUbPHl9G3F8AmVvbE7TfqVKdmLAtlqOBlwUyRApyxym27zSp+M7utGgEH6p4iTUXeNI0lq4eGOdmdr6wcl3WBuji0wn7q9u5ZAK9is1/A4lIV2WzS3DnWLEbiHUhXmBBYq7m0gzRjWwlZrHfAGKFgVSTta6JXi1z149k8R+OWRE0ISqaqjiGLdU4XQALS7k22+ZD+sve339Hrp6Yn4v/Yowciy1xJN1fFR7y/qBZuwqbFHV4xq2ccA5QAWmYTSOzH5yT7X6fjKS9QoD06I9VAnJ5xu1fQE8kjowuaDBJihLYFbsUUE0aNI/fslpyyASeKFKJFUJ5yp6EPlt7MJX6rpGeraq3l/9bZescKT+pPRC3BgH/IOAncGoefwrs3WmEo4Rex1njh7nVa7DSPwWQSrfpg2CrnpbPOfaUfXFhcqcpM7hfwR7N98msFn3Dfgjkqu8xAz518FrL+ggNTfPMnJHTTadjFgxZpsl7suBUsJjfMBR6oJfdgnN/Cc/fOti/AzQC14UXza7DjAkm/PcJT097Ct2LdGc7EuF6z5Ykxz5B2h5kUeiKc70jLyHSq6e83xqbdZMXcw20GbTWmE8ILCVfi6zM/NS3kQN+YE4lWQr/X79EQYDa7iDyZDxB009UghANkhkhk5+tO9HFtTE+lH3xISVk8KxZ/nQa/yhj19i3jVvglPgWDi5mbr70h3KYAyrotk1R4BlfQOFi/OKCZzbyAnmHPuVYFGmOcxsvwz0FF19JvUI8i1ElKUm4o9YOKbpAvMLzgJbqr0rs7ZYcEHB5jCWN/C3qilXUgGhh78aNkI8kJZE+ZGYnY3L/DlRdKO5Hia+MgIWeSbWSUO25nz1MJFubdcxdDEMvqupV5FicYjgd8AWlmtUr83C1MyW6Wnwd9EZyCgqN2g/VXb9rUdqfXT06jF99qDsBDhZ0WS1PHbr+PWh3lcsEZZVXOvOFtTFj2G3jaDLB2sLXr92ws62j6hxojlT2rfDjWyGmFjwkrRA7Q5+CP6nXnsBgSjHCetiZnqlALA/rWai5rVR0W3cAXO9ydmbulPehEue7Qnn0dCmYGPyzLVk6cDgXnGrv71Jrhz79bNFTXNu2KCohNvM8n/IE/RiDOQQHli2odapjohJNf9tHH9N9HaJecUGIapv2MrrkM0gIghAkoUMRa0Jtw210B+qqZWJ1qM3V7bAXXo3PFHw5AODeA37v/uoYQDVvFiu+z4Ku/23KPlwaDE1FPjT0lywxK1zMjfhw/G6ZGK8fu36KFRoxR3sTG+sQUeO/MQRyu+vDjupJBP0l8ZQbqIJgumlvhXpYQr0pf7poLZIieWtYKix61j/GzdcnTrJ+4C2NGgJON/NJn/sR3hU6c1fGWns0XvPAqafED+AYCEGPesABGFWWr6GS4V1T6NBuL4B/hVDYaV4knEenE4l8jqGNr8Kf8zPxA6l/aSDC2L+3gp/Wfi9T/Hz1hAJPb0BV8BN7h5FOfR4jHEOHzMSTe+Iyv71Y55Bh31+tzlFKGOPFbPoohNDEzjIVhJwsrerdWsly/6PXNOq7j2udKSbGbRVaFD1bGIoSOrJa5e4hkWpsw56V3JYVVN6J7Ir8pr3UIgP8H4jMggfve+5tDcBDhe7bpnJuer+ywxewxzr9qHjguAM4EkGco3uSFfuACGBu9TMdJTkKCYbbwSqftaFCa54xDwW+XzuRAeyOjwP0M2Q4eS52lqZ94Y7z5VnlmAGeWWEsvO1E+uH2v5VrXv5sRnLfzLoLGx/xB2fbEQxmYy38i74UU9QKicpDjqivQk9nMWXuzGSZjNZy9bFzyLvz31EfIAXP0U/0mPrbZbUI2fMGriKgMMcOHc/qY6DLIgq+Q91iDjkuBoifWtbqnRNnazM2x75rEa4DTecgr6JQJL+Ape3BpaJftq+nQc+8jt2s7D0pFNeNAqKIi3ZwK0KmiUWk9D8qAIH27bcaOGHfJD5sljFHQzoC7oCznChh53D2A+SfPSq9qBh0Mtz2Gq6PH5zqAhtHWeGvzsWk0bAJofAippIxT45D7EUVfWdMJeg/PpQ1Uhw0FTzUBYuymu0/9x/fSVpouNpQqKNNhJb5qgO59uCK14aJfdq61FfLTr9XcN8Tcbc9ZQYq3zch2bL7RvRhaSczyrqR3XbxRg4hT0Y2hvqWxFSN8UPI/HfWsn/EyOOuH/8MNarpW6HhfyZDbxqDIPaJw6cZBA3OmMTF4JG28Nt7udt6D+6YXxhbdMahIO2QO2yjSPcyLlOta6tIXzwLaDE/0elKGZmEeQvK/2Rrd4K/2fkW6DSfLsYxYk+M/iIG3za8qyVoERvbc/6XtCbYYX8Rc1vqLVEQMz5hA7al+uHJZbWoEu26saqvz8QJzdLFjxYF6zZcJd+Bv8GuAOIMi+p2T2rwVXRt4KbN9tB/Xbnnrhay7AUo6POpXAwAMnnbnF49mE81ZfEOmhhex0JEf2ZRTv5kuewgH9G/EYO33CZiWfNSbetWgJ9xUjq7w8uWLMjq/61i36M+4+0JKoLdcKwXTbRs0siivPIDngWIqfjeJiV37ups8t8qmrda+q94IUm5ZlIrHdNc5jnGUXvcLvPK9xqtLbdYQisKntGZGLKJ59mnwPlBC6HnI00RYlUGQ9PyelNAva8L0TndOPSY1QeqqCzyH/ISSsH6BYBe7wyCHwtgfUn9dq+8Mgcmie95cVi2mtpE/BmxqTbXUmjhINxu7dhQKY8OrKL7q00nRxQRjjH1Ib2Em0S4qB6+1+wsR8SVWXU8LeMrKIcctcOUCkpIhXgw2hJRkbN3BOBAf5B1Q9KCtNk+lWKoz8zDVYVPSa60Xdyq8Aq9gJniVnmaCl4m+bEcCYslAYxYxTGr9QR0vE8oSDJfjRKTphDqBwH9qtrzoz9vqKzEZMcMZ782C3hemcsBumxYGXZwiJpWQ4nK5F+XMoKWVjmD0w9NB9rP8hgi48S+bBg94NSQRQsvY4odfXaj2+yuprjL3FPNxOHPwdJJsZBmIjrd988EFP6FVvnT18vZ5KLRVvgtP0gv4tNDmNmo9xPjfNaASU32UNUnzPpA1NOwdZ/CjN9CxG2sRPy3GplthH5UXbQfyUb9j0cDcFK8BsWh+8wqiiB5n5cyxfLuWosY3fjtq/NPlRYTaN7vkw6v8FjI20m3EWmoMJcmg6/KkkMVhvwHRadJE6RvPDYyz72XDkanFIUZ02yQtp05QMPDanP/kn5jL4iJcsFAsbiVKyv7pUIWacpY56ak2SSRFtMJvnqWPFYIk/h7JjWF5oBGSeAtS/ehYmgMt+s5lC6wYI/FinP84yq0uzqPSOyUZQncFmMOtJS4ieHOWTuLgJgpfniq4+PgjVWdj0UaPanWqx8gwXzo2wKJq742OoZcsMesRhDl0QP+9qsCAhipsFOqg5uzlUb14g2Ccs0YHYeMkpF6If4MLzXpV/T+GR4gMt04l6WKgLEFzTO3+m7y7Wwb0EU1SkZ7maHwFr2YFwJCwfz2kdxO+nDQMiwLr6Fa3q8wTqx59uU3OCEDBZvbQOXjz4DkfaHvzykNBcWFmZqoapbB7zY9/6OAsv2YPrlCKSZrzqr6wr4EymSQ9oVh7l74459oA6XvPrPUy3doWem3fWEwtYxPEJLp37wNHjjPy+n8FZvsyYB/MgPcxJkYZyL3oPNjR96VOYyxDFdz3M78lWBhqPSgTq0Pm3ywwq/Qqbo5oc7Pg3hifflyzLh1+RxAX6Z0k14XBwUF3qMXhzczXTvFiBeMGDLlHZJE3vNWLb0gma/vw8eaQ+pCGKuU+vjakDHmMau4w1e8qrck4gp8uSmMv/Mf/QN2RWHVmwCyyh046tzetf4g5iK/JC1vXhl/HFUj2KlrRO+3oxeymcSD206g+CVWQPrVOLZlTaO0nHebL/J9RasAGWToxTP0Xu2TJB5FnTXKVUyVrEs5wLlYXzKF4g/fddyUn2KE8CarOzuLueW9LIxbsv0eEHAMKIn1q3BdNRhD09+4eI87hq0BdreDFw71iIRASeyfYltUqGm2opuczPrAqWa8TJDmQ+InfnG9/0PbfAt57HzB6f8R7Od+Maru/IlBRojhCJWL5PTnbvoP5+4bwqcm+tKJBNsEwgzKAvS8zNvFu8u7bxx9hopfWv8CQEhGbA4UrkvcEsilmYRA/Mna8Fz0LGImKni2CEhtwgaNHioYp4+Pf7IYZQrHUWbgsGeHVI5lDQehgHWP8fc7sNVS9jFIZMlqs32BSPffOjOM4UMrtJeLPrRyYBd31OE1oWVrbemcIsVdoQYaIxf32LHsHWm3W6qA6K1y5fo+zukv+9jWqyQELHRXrlEJgzGcrX42HQx7AIIx1qjV9590TOCyUOcVC633LBm/Kw8Qvc7rv6Xl266gNjlBS8AcYOBfriwD57w175t9afxu8ZSjxeLS8jFyysFDSWzY1xwgwtKhJQhfDOeshiJzd1Qk1fxYtRnAyWK2U0wm/9Asu+0nb63BVt8xFP5LHprjZUHZWMBvdo8H0Oeoo5c2RawE0ILGu4dMoK0S8PgjWDXIfoxvSVfYeTlOEdjh+1SaO3Hg0DN0YJQckI3Uox+hO7CDxx2ZjkPdjuuXZ5xhCzp8azyTPY+0yeD6ncFuxsnX6RWGoSsgnvVbuvPfwYttLJP1Q0zI91gizV3jGE6VC4gq11vnh7yzkWICCh02mtZIs4GGC+q/dXBpc8LXfhM13B/c/jsMWLSQjd4Ib6B/vZHnFmZKB7OEZ7EaWuZrW7yiAZgG0N8WMpVVLJBSk/umN4azMM3ObhnCgnQqVMUaoiwzXoEj2XB/RP2Lm/WpipBDEwZ5eiKns8Yl639DwKbvjEeCZU1RmieIueG8VAhwoNLqhoDI+PpPpOWw8G4P3d7w2S32vfKGVgUL1g/5GMz3QIqkQ2MA4jxANxsgYk9L5WvbYMGedYiUqsrHgZFmHF/5AhR2nBmf0cSn4rPZybMjDNAeVdr+E3W/sBsVTmRTZngBnsiYwmPwI3EopolF/IGRKW8Ndrf7296ziIP/GbpB2xIc716l8YceLrQiN5Kv/FsK35/xHsk6S1j7a0Zp2NRkhqSSoN4q+lksab7SwF0Kfu9XUsm1ixG+chJQinp4YHEx5EvuEpJINYNldnF4GSQeT0BNc0KEbnFaCMZtSMi6rrjEuHu+jkW4notD0B8iArAZwEGvbAxTMJ/iWIj1wfPzDXhlIreqc2eOtMQeZKePklw9XnfmSw2iqwmPB7w/qBPN+/db6BumWochZKANGsdRgUQTcBhq6mTwB2j3y7yZz1qIXy+QE/L0w7WX7uWxd483j3o7iapl3/xMqvCZVsl6+yJu2QFOPW2eeRFvkEHpisRNynU9mw5+QjuUPmr+SzouYQMgist/B4kmUVh4kB5GIKhD9fskfcdxwBt0mEEF0MiGOYJUoOHrBcXbp4mV7UUyMRf6g+EwDCvpoX0Fg26myUiKq276a4BlktFc/0JhOqhrcigA6QvB8iLIQNScmKVARQ0tlx74cgQiB67etm704wCN8lXzaJwghRz1Fz6+eO8QwqiNElJxzZ9/hB2mAAnuQ8DAiMVDv3TweYKt/84y43HRer+cLYsITC9o8QZtTAt3yFbt4uFTIi48hHqSwKS2wUBxhza7yPg/kFwUL1pZt6KsqmOiq9POJM7xn4yI/FedkZC981J10/XC0XQJHXS9CkPEYXMgizGKWVxaUDrvYJU6poGwQ3X8u2AAcsLoV0za/HOTZTDeQEhENui0dpCytF3ifDxnD4AVnf7rxJZWamkgER5dgi2F09YAbqRd0W35S+oWoqfTfFzQEZqMPeL9fzixjTsY2dhPujEEkUQ+KjEhMj3I7284u/YFlMMp0kRCa8Ho4luy9BzrLsO4+faRBnsAUiGqjEuV8svONFSddO1QGyoOVQpIx69s1wRhYvaIZANSMx3P/C0d1Ew+GoZ9lDy75f+1UbbwohahiGBBkE/G9Di1LeZNjkWs/nyIlDqi537WmzIzAfxR7fW2T8xfR3sabELujjaph/xF7l006RSh9b60eaFTuObFS00of90XHUQwa5+BHOXXlyUP+1ZcSs82RvuYym5VAI3fk8zGJxQPY9Ddvj6o88tptdZh8JhNx2Rs/0gHVwwiaA6y0ajgguCSo41925LFooD9MT3umKLzaERCPRuPPf4veox8nRLuRod7AOPXstS+g3r8UjaOt4Rp5pJrtIWsXz9D+2fQ2Zvv52ORxUUKWxYRRDuR0llJupy5n9omjBN+ScFDGbhbqiGb0jr4OK6zoLLGV6nkby5bYMoN+uPZoOvicLCqZFk50Q9QI93k/8OZbJHWLNcs6Ca+vxUW78QD9yetdYGScL0oom9IekFPxtPXnxQy/KzTsFUrfOH82Zl4T+9ntHFQWrMoCsXTHwNHzgCqT6snjNcBKcFlNstBIQv13DNWskX8mMh9Jjn74U/z4S26c1SuxKsOUEpCpZXxfwDBzm8wfHDi2+7Agu6GqeHhyGVKgoN0ze4YpCq0hNrAxs+/IhNi6Bjma66rYkkB5pew3UKDF9LMHcA5+8assvTqB+6CfPC4nOf4t3Gu54fJpzDa9KfvX3P9SmuM09xoe5QIfMGQ9qIMOOblbBnm5XiEOGj/LVlcsrW8eEKk9T6WEKHXYrz0ALrK988X/UufpGMKOD+1MA+tz5rrGnB0YmEXPZ2USzlmOqSdeMoKBnfmZSGruUzs+8NskmDiA84pkcgjVeueoWNitE+7ezF1d/xw75hS9MBc3vpln1KFczthbZcCTWTalTpTac5NcRgpPEZggPOeLSYEibqyv2NyNhS3aR5bexPH9JjUl5xsNS7qOizuSPFqmf31JvWatCRsJsK4KAhUKU3WcbjwjKVEvVBck+MLmNFjeSx8sEi5+m7ea1ZBKdCXI65BiNqQHnJyvzzwivG/80hHQX68ckWTcpZcKH1hwwE73BkHHoVMIjHUa3LPEFJgZl2tMldzj0Dir3ktR9BnMjEkS8ONaMg1Hqx76waP67UpBB91YvWbwwo5RtueXLeGASOKUXukN+68JM8mSJukAHuDeDIQ/mAHShrpIu3W8MWSK5W2KinrgKVyzGkpWUQhWXfhcM/jGvkOyPUC4Nf3YkfujnmbPcE+yxGFGqRQDw/XOCKcFAIjF7TDOfMgT+t4kaV9Y8LJdUb916VHpQWSpgc5SXGfsXjOL0uxsyruzHHOD3NFX0KDkvtlXo8r3IIhG6L7TWh2VejYx9nkqnvuQiJSMz+sUg7o674Yx8/TK0xmmSZBpKJXPqm7PmLZ76SJC+19kTqdvakXHmJcUE5i2qd+epHf8z07/OXEXp6ilyRvRzcb1/CgcKg7n7q5WAkVtme/o7BpMBqwxdJyL05fkwnIBxHZO5m76zPDfZq/1ZUQW5t+TUYglVvMOSUaYvVMEA157udYJVDulIhJ3kXAYfMAb74VTsRcrsudrMvlmdu5rxPA/knv8LHdBlx5vDrF9q5gOFIjc+8mMfjsJhtBAaV2pefCpZ0Z51qYUtBYST9E076LrGwLnS7GrRZ2evy6QXE8i5ZcH8T89TCOttS6LIDZap1En72iIl1HxtUgnRhbPmiLHIXx7ypZ53HUGXTFspdRmEsP4Iresa8iVbnZ60tagyZn6r+64LIYZbtg0DQVY8EuEwlFX59jOZwwy/SI988YAUlrz4x3nlIc6khY5q2tPIqqAsfZtvpQpJhi0C54JflCw9v5r3vTyi6ScNqTu258IuWQ/HnW00E45IMFfA2paIThyi5DIe7mp38x8+wVvWelpeqkhHDqt4/HR0l5pFur0wIlsgruxgVwsLruDyqSudrhnvZQAAZXmUSQLsUCFbuGqnZgrsAwMT8w3xE06dyhyrNUEwBPMkPyiK8ckEEsmxaB/2ob/2fkut/loa7YkNjTcWPtoZ+etSEwmiKmfRes1cHaurzhNLJTcO9KiUzEBgkrVVsw4JsQpjSJDHNidZ3QoIJmu8da2xGXedMgOirb1e7yZFkpnbADOEcUakYvHGLRxPVSpG/hSc5upRhfFwsmuY2hooGGyJegf6yraaC735w4jnS1kEZupf3RFblHxrN+OlT5RNVP/v/KlJyWWGcFB3rw15m4zXAXWVWIQZeOc/MvAic3MOhwTluafaZeYftFpggVoMpJjrzb3YAgwWKK7VaMxncn6ERvF2da3U52rhVTE/TWmcHWjqj8uSBmLl4HkZXc9xIyYjBJ/FmR8uIPh4htbkhzAvnYhv8AMdw4G8Irvk/vJpkAkzZWjyWdHvEFJbCcJuJrotMs3MDBuZFhPOlw8T+RbkA6wMs+ZI2hpVeRpLHRIWxA38l7sVk58hcEn4nwUYyAEWMwHLu6qaNAissu+/IbiUxUJLSPs7Jzd3Yu4XTcb0fOxtwxksmJAPyIFUC53t4PE3kv4YfwfdrLbnWb8i9XF00tHW5W0E8KVxviJnRlXAobFXQvRGmKqByGGBYlBnaO/1sUVTjnc3CUibKrjkirRMlf8Nj0LllZAo87/S0a4dJ0LNmmqsv3452lkccxLVd9DRQX5F4AqaKH8XZSMbpwfGMJ7fV7jJZf+BatSH3evZ9ZBTDwh5BhMXQqATXjkTcDNT3lvjCSa1bvvi9xB6OPfaESi/JRWQy3oebffYu+1NrnI6/qY1o92S6LDoRFaCTeOYCnUy0lBGU9lLKljCoD4cRNsMRazSMtfZvPmWdLADvzRBhk50xlgap8+THm8atAR2N70n967acYFLBnhl/aVlj83OIZLiz+BP+EV3T9FfIEjPGXqmJKSP+o/pXTb7uTjTJp0qe5cGZGVGe90mtqq29HTU9LefwvoTiw8kh1YVqpqNcY6VMZwmmxeYXNuSEz67Gl+3cywePMhNm14hJPKO/Sbp0MG7YDxX0lFWimoOScfRi1Cid0gCHM70OCzzWAKy6QY280tRqiN3zkckDyF8Eye6Xh3Ulpm2oH3A6UC67qlv9OV0YM7a8QLGyEm/XyV+ddNC13POX7Je7dPUKzO+NrHasKvHtsew34mrmoNK3OfI92aTdHSNkwgSnbFhT0IdrfItQ8HhMPXJvUchx8EIANlaGn6jkFJDyUJHx7l28Yoa93KuQ/zso7mrIxNMG/bBRHyQI90CamB0DvvteckyE07NLGHSUNu18hIor80nHWU5kmORS6o5+P5hb1kWyeusHxwM/eg3++IFf+uZgr8XansAn1xwt9cHGkxHOop3YJ7W4c/8KjyS1jtNygpQuDjN6IcUukmhjdqAhWXvqvEQ9QNx+nlootC2sGz2r2SXzPVSPu9nfGBC3H7TlJMLHhgWFHoCPr9OGZ18tt/K9ClXbBnCGK2jm9XNgNg+raLEiaGoLNwzE5aJuLubvMa3S6AuGbtTQFsB0W5r5QXsnhAotqyxnxT8tHukqZr2E62EUH38Qn1Ko139VU5l/QotT8tkgWW6aAgAtefbtMpEHYPythwG1jjEY4vieFPSsvgkkZToHq2T57x7F8dVzV5wEmJR3z8osXg4wvVXRF9siHMVqi5vL+zQAKu4FzOrWuw1DT6qkB2BntBlWxkjbGoHq1mM827FszscN5ZczJasp1hp6WqHqrc2+MBO6mhYFLfZfg3uk0c7JmRe0khHprgB+E9JIyizBETIyDhEfaGsR428AItOruOsjf4cU4NfleNnTrppwtQl8MGahv39xeb1DAdrYLH4etE+DfvSLV8BCebAad/RHZTk64AYTV8JUEP6GKuHyxt4tWkIx9/Cb4WSbzyM/GcZ+6vjtlO9skFb9ptWoQc07HdnEiPUkPbKT0HFwbbheVsXXJORbbMR20WRS2nONVjoVIkyem60hsOP84hZg/YuUQhb51W1TO6c5rZ/y3zoUz4oBFSwqhmzbCR615Bd01MQV3JRvGaqDoW6aIs48CGqGM3gVinQ6OW/66WO/clSETIWN91xIzNm+Y6/ALEIOYKaTU+oxQWeR0FVVSVd2SY4Zw3NhdWJ1WvJ+xwWTpcRoGX+Q3M9/pi0yauZIceNJ13Btnic6CSth2mOQiSj33Es06HIYhpu9DTRMBB2bLegF6HFqtSqAYeYzvprSGxJ6giMVV8YievFuTIDuaKhwRFZeGGWWgL5fpQReiMUa2tRsmsB9HJ0y26E0BowdCKD5XDDZudQG8V0+2JT1InKwAKi5ijBmmsZR+q7f4OpkCoDiiAIsCUUZw+WZJSTGtoKZ+GIOFUsaxbzE9e1B16XwxgqOKr2dFvpAzUBxlGRwCNH3lRj3bAM66um1V8OePPyLJ6yDDvJSzvMMDyKn8wR7QoJpsXiphbaD9YTYsJNTMXheYHlLkBpEVojcCOKT6moBe3CCqkMK5uWhOuezy4Ig0LGMdQfGSa21rL1F340pwY78mDOWm8/ALxqi+s3j73cKHrPVMAytQE7M43FndFohnEyE2x+pgXHnRz3D5zptRnizzI9Ygyuilqh8DaGo/mVBAztO4EDObPrnJPZlC4NceErUCAocIyBcECaqtU/gqCzKlQJNkxjOm0uOkM4e0cEaQcDvO98vUvw90Srhjx6u6jn+eIqlVm3QodT/i1FhNyZhpT3VXyDbaBiPCgtvUjlhOALXmk8W1FyoI2jlMfKnlOAEUFWEdNjt3HzvRtwAhTQVY3cKqKb8+HppDsF2GOGAKqbzCf0XFUS7Z3QAOgcD1lthKdtREsOCDTcDtdc3NfwS5nHfmuo7y+HvHORwf5kQByc1A9D76b3vZ3hgLFa0GTqccFtz7wQEwxQrreH7QRVDPZc2N+AYEVWPo/DqdJ5pegdSAn7p8z27jFHCtE5ygfjmj2i7Ac/Z/aaoPTkdh8kWmapMxGAkvnbIwCJqy0+GH+EoVCBOtW1oWpzE4a6BoY7DOuIYwy9DwHid39iXYJmLSsc5BTdb2n5jLZ/sVqv1/1d020o8ZesOrscLIR0v+ywFIDhPYmurnhaEtUaHp1OeqteYLbiZIZhbViBYJznpWWvHuc4zsbMgVRWGVhf84n4G1PHoOQ03lYVBPQMCN+pdpxsZ4yEXm9XRZzY6Jj25A9wcSVn+82mZUiIMjhz7zb/sCdmUEfIAD9vDloP/XHbhWOxGGyx6sBch3EOgELo3INBJkMkrcRgUaHX5aNjWStEw3kypd6hMDXXJ4/HYLAcXjajSxbmLo29dvwVNLuQ7YXNgWnnFBK8aJAoN9/2jE/ASklInv0z7NhPUpM1R0PN3+vMdeECZBzpNDGxMT31PLm2vg33SVoRgfMwj76XCMvDIlA4F9hmkuKNoS6vE0SdNT4z1BThrYCBX4L0QcZ0OOpvqClpMuwrJcrBxDWNWRlYux+L/a5/nkxA+DKZLtRPy0WjvJ/59kB23mfhSgphZqm0sS28dp1+R1+432oGk6o+DUl22594JXGTQgGNewxwSIgZAi9arb2UP/t+BBAAqyeppjl4mVr4cCBXz0EYX/KTWzw8Bv3t+01Fv4GzlYPzP0s7renx7d5VokFgF6/6Yr2INfHjX9C/6F2pYjED8Cp2yXWnemjSad/IBly3+OwIhO06amKEkLCJf6wLMB35s7I4CCe+x1BWYIZFv0GTOMwmnFtp6ixP5IvZLCC+sui2nxUJ+ux4wA3VoBTHaM/Lyarls60tYRWLCjVkW6/hCQ8sExzZmk6VgkNCDl09yekJ68e8w30uj4uBl+IX28zPeZGrrRNN9+AlaemUjGdakj+v43ycS0FNNJiB+NRhAmSHDnXvuT+DrdeWbdnrlklvxim/DpGEQQpDRBcoDCUo4C+Y6ggNE00F5xkn7I9TM8xoSAbyjHWulJSqI72c6pRMooad5837qebelqLOHH91+x3O+kOq5eCEaQszBY68IJVKUQRyfP7hOWlgfz5Ay/vLhIOXzBEMMVhTxLVvp81CGgQXg1sOmFCSMq/E2+xbN+xFB9NgEo87CaVer1sLixFVNMuLrVsJ+QIlN7mjGAFD5+hy6JzIVApj2NZYccnZOyH/9ZYPx7bnOajrgQAryizkXKbYicb4U5gk3aJp+MALhJb0jgx5KN798a5CWIeFEAxBu7MySOmnwiG7RGAUoJvEC7Aaqx7E77gtx0aNhKeIi+4WW/ILNlaHGaiZ52ArrW7D0ztkNv2qXZUu5dIJXQ4796SLSz3hIoHmZAw1yuwAm/6tKpm/SUAp3oM5Dx8fi+v7cD4UIZzy3/ujbjlbyL18gPCSEmWM5Zhca9ksoNUFW5DcY3rxxgj+GWf+yUL8BeWaPnePXGWuIKwAujLsLmUSi6VKPXx3/fjeMfJPynKRIaqKzWdDBc/wMdqftu8KnqHyMdb95/tRqIJ4iYC1nLXg4rT/4jSNqopRK/tiaF1p5KAkxtML37scEkgd9TQvfapiwNIRmN04o2q52d2iZJHkq2x8N1Z5c6N7m+3ggYXfB/iDWfwWE34+vUn4gubWg0CNPhM+CtAstAjiWY8uNC9VozuYCYw/5LCHLCulEyFKZxSH0g0KTxek4NiAWvI+MKI+b+EQ++P78VmYZC7DgR79oUpd1Q9fRclFQIZWAQXXiRAIHPtxaOAhINR2hj50ydht7xRKUyvEAlOdedhYEv2TyWX6bmUictLROF5aEHoTL4ALhRT5fkxJBOYBXXgWcYXHeVQiJFoGtyXy33vdcb68xm7gd5nTawMid4AgMOP0pbOwkOeU/+8Z9Tf5cJTSFotENq8UIYymrAIRgTeKdUG66BSxH6VXbrPp3r5wHAG78XRLMdfydE/Z7BpfqOdGCvoAg7hriezsKq9CeO37e6zChlBWc8dRCCzIDrzJ1Aksa0NOjMUqJ+bXsIZ8Jf+6hC38fpCPehpiVzMr+SfVekBP4EwrAveX+cxBA/HWGBr4J9DxRGRXPwvlFSxmWc6dbk1D9k4O4ggszoSvYj81CMbb6Z+Jght54GzD8HMt0TDtCR6J0ZAvxcowemEnSOkNuywDzR2vAPn/44g27NTEvXkSyzhYyNKyqRoANpjheOc1G1R4z96QOyrTxoa7GNK7MbzVXXLADEE3sc8xzzT7nPxi5oL1kH8C2Au6PqmXQOu+Gr1d5VFc+wvXp1DGiqqRBeeJ+CK/N/t+gZ6h1TB1Ez8yyzAL65nTvNbjB/StHYqWHfspgKR+lSCgXpDOsxQXP/9xfWMFI9h10g4ecC7MObGFURIHAJ/PyoRjoyYg2MjFTAP+KIwRT0yWN8Vs3Ig/nw7SI4d9iJy95XDImK5n38hxveBpMqGziImgqLCr9NZTY4xrQthD40Fpoa+RBZvJ7urPcrUJqlMsTLdS2E2A6/LBZer7bxuRndLFMpBQi1vQfUPyB6wagmQWrtg7GA7i7nHPo61ekP7RF+KxB49X57A8M0caVzNC0fvOHn2q9zXlUmEw1kDvSQWVWTEPuW81GHV0+DcMPmGgOmTEjmUxSmHSyVIZF48DUwkau0Rb3M9JchexXUJrexK8j2DvHFEjBfiRXjWfRPF8lp4aVCQo7RHqttL1tqbkXDr/ahmj8s+xiu3wR2fPDdzFvJRaoVcPaEbCx2nDCQ7Afvt1Ct8P/mXHj+5Ic2oDhqvJSWGp7GVPIF9BJKBTCOBMN6VRqa92qNuGUgQau0sG0Y7UNFmB7fyI6oo9bJN3vHas5OZhE/8inn/gzR3yEGr2jJn5VaXOTVu1y218+pb1qMl80Ob8RhoiGuhDF82L6POTO9NmjuRODJwXlfxmtrI/94kL88JqxHQSMqDr4v80+abHTfOflJBQTRKzPikJVPLfGs5OTJBrvfRdd3+6HFxB8giO3XiauVAZr3RnuujebX9RBVLcBbNVxXAHLKlSWmK1MocFjJRNKrK5MIkej/xASWoqxcaewPA36nofJl2JUxJgBNTKTGIb1+a1O1x4em3iomZ7BdahG4WTug7z2yqrjUWPdVleCZ7Yrf7zrv++l4exofNIpHaqv3SHh/olKHc4y2CL0gXWa51LL3RFqNciRgfrQ1wsqMx6lrOUunvQHr7zomxitf8VYjFi0W1yLwEwXCcINttMphO6uz8XAcWM+1seM6HincHkk/koz9nHQNX55CEAXsYmsWHRgSFhKkAnngRJG/OHwnSvQQn3KC1nQyW5EPIWLxIaTsZS9KC3xkJr5X6c9kvA+zsOAAlhhzLypHMF0TMauS/VgN9ZZPO0iNtqltwQsrb4H5bqBrP6r/FA7TgNEX8K6xpPJzDI1B2eda6b0sioVdXLjTQcCvgmYznXy/muibW5HcVRVrBEemkUjxpNA31Fem089TDsrAJskRInA8AWmMoHFnnAajC+2YzyehpI20hm64CyX3KS+cIVIlmYSaM1ddihYODZLScPRdGq2Q7JpWGT2UZSrC/pPKdREzgKQizqwOuFbcv9HHG8E0vG3kI04O8poLxNelHPZOP9iJelD398mEmKjCxN8a/dNbQnUrnD4FFbxwBlLZgFqail0VWKDweWwMs6MZMY7Lh4gzUsXOMakBi0dn9yl/cdcESi8BPOkLBCt986ZTvQMcUuD4XBsTAwvaXjAqbLP7IGcq336/4coKaCVE1gTeY70CaiMOtuxXqfDroB7+pkpB+Fg1BIfK81ABPYicO79nzSfGMW9Xvr9Lv2pEC9dP+Jn/AQnwdL26V1tJIaN89ousBhPJdDRTHHT9FgG+JlW0DYEPT0hck6isMdofGF0KyHC2eaJ+XrpqO62SoKKDouAkv2tHLxPLsS4gDrxX4i6jGFBso5VdK02LATnPni5e9CPHnN+aQQCN4/a9nxcrZt9RzXO0Cx9TR0FcHHtsqXKNVN+uZy60x6vkelchYpfWdTs9ZdEyqZ3QivZAzEQ8FspuLGyIlOKtcSOkz+T2koONgbUgrAVNrjE0eFmiH6fRhK6SJ/99xYsaEs1SIJ2gHOgGCi/DLmbM4AdW+P7UrxCHEQo9z+5nIral8/fx8oLBx3k+CX3NT1NfiivUknhqyv6I1lvOS0hejQ9lUGARRMLxg023j1GIQsaXnC25JKc9m+/5Xk2jEIy8/jldoH4pbvXgjHOvaf95lyU7U6puvwG54E3d/SB/8bog51mExmC1elwLjpqledHfudk1qRpzB+Z9MWKHWU9RasqRPgPQJDkp4R9fLEj11mqLi6P/UkOluN8CqxwJLZT0ELzXrbc6/4DTsagOzRfsLRGSME0q97d/xuHCsiRoWYQ+2XKD/rEJxh6mI1w+AEFWmwGmm8TTb34dqRG0NqiIz3t3pHQFtD+wPkVM0K4fhcf/12rkC4XjabM3peCZC66k0lORczBjhpilTf13Vx10tDXJpYMkYLGmG50iH/O0xKbxFxwbhGIaP77pxDIp3XV8vqIJuAMxCjXw5zN0QFFsn/mEj9tDkxshZGVAWsqJgixGi+Kp/hkporgaQV4fA0ForYyqTwfyVg/MdXUahvl4P7a9sLnYPRFr2qW+WOt5TVtuJHfyCclefXQUSujbb75pFoWfBbMszXTxPs9Y78uOi9XCWDNfU/n0eKlJ2GUZvBFWzfX0xVW3E+dWt+HJ7OEpUi3wAo1nmoSLrUDNa7OIjbxjvDoFoVRD+4siu5xid2EiCAZwqOtUyMjXBhs35i4ga/N6t0i2Jm9gGC2IqhDglGz+u/2ETimkDVvyBKtrYOBFD1x8ZY1luY0ObVg7nrmVWnOGEQxik1mjqS84ktTRdpt4011ACDfQtkRTeLuiR39Pf/r7B8N1mHj8If9bPLUovE28ELmA0zw1XpD9n6vJShByPG3xJ+aE69LfNCZTSx5UPNyGKcqVxAZBY0RSAIaWl0l5Oz1Ryr1qYi8Av2LtJkRYg2cwyPHjTYXHPKZZBil2suQ5BZBd0e+4jqrucse2hsCVIt6t6nrWCt7QVa1qusUVJdmpxbimoigYrrYsjmwl1Xt+Vt0F83W1qDcra3X6v6qMJxDwkzDGID1DKI5J4k3FW2X9o0pi8iI7BkKPVGPk4SHmUGIr5qarf4oGpTw81WYFL/obQS0RyfszdG4X/hr9GiJZCKv7GLgOrqZOpo9TpaUqbExi+u3zD6Vkdu3VWU/bb/qsKj7bcyV7XoQDnhEndSZXuztNWjzeYyHOe6RDWeKWEEgGAvEAoWm1+r+yqtqPO00nfgT90qKF56bWMs8k8phLuQR3SXd88pUmEmE4Hqb2xJDdtmAQ6spC7XjCxgmgnulJhDCSh1unrQZff+tfiu1TeTJC1qvNIDYAEKaEmjVeNPztltSulsroYbiSnoqc/itnqX9/MXet6mD8CSpy+O1tgvafJ38se1KnwcDdu86o3Lhjr1aIIVvETej1yCtReNw8Hc1JsL4PHo/yTi+PzuH/boErU9wZk1hNyouOhQtZStDUCd4urlbg41e0WBJ48Xdx2hK3AdvnIpGOk0wtpWc3cV1CGzWbbZt30noB6+TeWSSBw1eQcRADiL6Dw0qrfYae4jJJWIb9Zff8leqTTBtqIEI9JPB7AAxw4Gi4Tcvo7WgpDZ3cYVW5d9+5jSnCLox3iP6oEGQbjW7JMgb8YpV4fNh04neK/JqnEocyWpURIijiSGsMMN7JjvXkTi0zTzc/najTWcDGg7RiIcdC4oczcqAjSCXq/QK77wt8EcWZKehRsj3TbmoF1vckCXaCrTgFJiFCJ62yEmHVMe+i+eCafGWFs3kcdQabLnpSmL8wfV32lWu18oJtlSvlRiyQlnQjVKLoJ/JBcyWhfCT/jSsgroS9ju2xg9j4SfGZO13fJxUKVjMt9hBzYC5cXWIFpppLd5vLWfs+iNBN7HpJ/Hbx4d5+lMLL//kaMc9yRqaVfxTJ1gzm5ZMigZrs0KNU5sFGWjbMuIZ2SgVQP/tVQdcRElRjCN0XFyJSxnz+JfXqgnB86oCdUXqc0fkhU4EIKgZ3R/8FRwJssabh5FaOrT3+ROWWPfXXf5DySIFEl2st7mPYbVD0hoJrhqnKoDo/GvmUB/bMtFXZFR6wSI86RvHltBUPd0896hyfIahx/qaIhUXIthFBZYk/KsOS3yHx01GP+DztampN8CEPHge3v/JilwQCCAyQyMDEahc1sfMJ9Jy70+WBbEvLxsS2Es2But8+nZ8Tw/+uAImEhAzraBmajW8zszXlFug2TNyij4pR7Mtblh4tF4BulW8ZU2cNloQliAsva2s3ytuNvukAF0bEidgZJQ6Vbj34wR+8J0BPUPHL5gCCGbnRJTjsPhyCfdvs+QJrTW7viTYRI5NIyaNxFrclr3l41QLEPx87HOj0vU85TCHKuJwenJHByYBUvOaVzdszsvR+MrWfqNWgttEAGFNeKvM0OnFzAgkozR6Dv6PAdc1wPD5pr2EqFHwaV2erKwNXigfO8W33SC3zdbn5Hb49IdBpJcu+VSRCiHU/GM8wUH8xwIimLEFkBGrFgXZi4zjs3issGNcfA8qoofdIZbiXinVbG1z2gQjwYBQAb4b+Pc3pxxdVoQCW9dy522Oz/0vje1zuQx8J2cli/l1C6s/6Bv8g+X+L05numflnVqFx1FmdtUJ+7DZUQIR14LETCgFiV0mtfLEAKFUCWajBkEp6LZWuv7HCk2XRCMLq43fPIXEzBSfvho8VuxeRPt3/7f0GJdCpQFtoNwsU8qKlDHMX3bAoEdWdz9MCGu3Lle4jwMmigkDNsQyJoHKzpyZAsSJk09UxsRp/r2Chksf14ZbROz27urLHW2oRzkCYenW+WYeIGcB8q3DnJU+fypow2GCsYRv8+0wBpcYdVtQeSJPIwu4XSVHEBycSA6uCQyG8EagnL/KN7yvBAEbSx1H8Mv8Q/DS6Fmh2Lt5gdqp4nfZiEl7eFlXwFLrZVC6OxxcfoLerd4MlHN1Z2gaIBQTk8q0djsht75GBLfTM+upvGp7vEAMXF78UDMTwUqjFBpvK40qH0qpXHCegACzoBJjSiAtwRM9cIHOk5cN73ysHYU2U1WZax+ao2M03h564eJXSjSAGr3XfiNEtssDhBwy+bnvI4kwLNRS3bojWKlzsCJfcNel39HRAdy5098/QWGZ1c2z42JIMvxBjKLTTC8F87492HEc1YRfYbWjtnP7mJCTK5/wU9WDT46UnXLFKxYsB3wD2jPIEtpBseDLdacu/mwt6/dWGEnNqqw3jZ4+FSpGwS40KDW9e7+UYiu2E++Kvlq8FlGcIGVYdB7gUI7pDTumGO7KW+BmVJilxQU77IeWnzlAaMY8zBk7TCmy1xbUOFKRX3dIiV61vlNXrX+Rx73E2g2k0+/Mr8v9V+TBicGx856zFNFNBJyLZpDdoH3EU6wHETee80YTN6YSo/2Fg1AGLhsEd2SyKWtRnpFVvIyK5HduIh9SfD8v3Brm6sC6IRrT0rUj95y0VUSkGh73EQynCTwno8t1ZyRH0H64OvArPTbjXN9BFrQ686xOYBzEGoFQVsUGz+gy9RQbJDGcsZZXikhikKZRrapC/Ea6m2anQzvqzdUZCSuxPDm6ClkZd1nFsBupROh44hM003v2kAqB5BfLYMdtcd0VgereMSw2fhmaKWvho0FUEaVQFA3V6hmeHjFrD/BALI4qC3/A0ANpunOa6Qt3mzPJBt4+EXSGii8k7q/5TITNGPqYluU+Rk+0RGxdi/Kbs1d+oCj1Y79jWRfShZJnSTVLEbZZDitJcHQfnd3Gb+FElWu7eZv4fFjDFbaaoRTpzb4/Uhkv/0dM2xAibJW/C2ikZm2vF9KGFvC+5ttSZ1MT5QQEveVUlm1dJpDNnfRszYiyHU/0Hmcjl9mbwipXTkYzeBeeHwWVTzXzN8Heb9lamzdRK2e0YiOCNZhHQSbsascSLkowpxDKWVTMAt7EbypzDN2vlbKPcXzCyBxjHiTrxs1m7OOhVMS3Oc+/sDdQJ2+LUdhvTyXcklY4Qr7lVkClGVE7LSRP+/gu/xFDwOEoKz2isFFeC5Yx0eec4bMicKDGl/G7Y71kmwRUcw0+yePDk5dFCfRQ4gdYW/P7teEtQmc8LoGs472VySSxlW56a5GWQkGUNpIcNThrGlzG0UrWuejmsFbQi+u8OS646A4h/QnCuzaGJ3/m69EaybGYspsgRrwQ5Y0rIXY3e1lplHWtgWdWd2FWsmmmB9uZEaH5fFrZYvlKTt9tEtLb9wAnpxlsKWqwZ7fAtSASjO3WeyZXxB0bopKNao14hEnw9Md1+zmAf2sy0JoFqNqV8RKx0RaJOLDi7rDZJ4O2Zu22ik9g0JQPh3CfwoRw+PjvYywQBuIh+3oBCKNTs+sBaoZh/igbv0uAiD3D2tvY7hXnua9JM3HnGVZsVhMMWu1vDIsJa8g4rhbSe9zrkmkD8XozV/077DDOMtiiHYHEA7i+CSKko+6aVHEXyUNRTjUjpcazZhJPZnNu3BhdpqFx4jMmxnwVXT6eU6Z87AA4RvIXfY/Jwy1KqczAm6IG0Edkk42PcY9RJz0+2PV3eyDyZR+whK7B8TcY0ln+kIx5l4dKixUz/O16Id5n9lWTemQrBEyn/7b2DyxhFwEO5JgDAcC/0CKRzw/gKE7THbLDw/fUjj90wB1x9cy8hWPBR7y5NwUJNLhbLtTluu0EH1YJ8oqMlzVbnhFUmdk3vYm0Fut9f8KfdgcV3Qa/os+Zt0EkdI9ZKyiXhs1fJydYknflcGmVo8uvkxGD8eCgqG0D6J9bNMotWiGO6aJSPK1qI/3ySvlpyNBVSjDOVBRqUn2/WE352zsK0wokQdcfW53K5K1rtu5XPhrg2DhJPGuNfdXy6yNblLtqOJgfH+AWoXXJAhWgnt7j0rrQXQEE3k7KG/aMHa9ckiFzgZjSGG/OXPG2UOTeooqjlC5TDzySwfIqOBQ5Ejf2V2XFaipJnssMme1pdku32D1Sv8LZKbwt2hyljyKduQi7DuFfwfBb6bxrWfZLMyTKtHCZ91PlbJwtnrmKyxoQMNev0nBs56r16LXJTUq6CjHsaTlsLvDpVkLRXh6zjtS8SaBwshhIhEDDTt1U17sCJ1dP5ROnCzzCg/dvsN16ph3qcPHeExe/4fHcGVyl5SRYJphTnmH1qziK5s3CA+gwJXnK4DqxrUJS0Wl9ko8OlP+/u8dDQkFNkigD17aMPTVYy+K02z+EcaSoVNizSwWkvvHE3MUnjB8XwfvFWvLHKoYP5XBwS0hRWN3t2raKTRfxRVSYVJh9dstZbRHqx68LAGVUXwC9pgaLRQKsms4o22zdMNZ9mcje0gA4trijP2tA0etCLzRYyqbFiDQBPU6WyDQUYhAcD0MkugSnzechHMVjfFpspiVTr0RDZU/FM97A+o5BoL1F7iCiaQX7pTLve+Fh/WmI82JGVEkXa0GEtzy+J2A3WpM2TyD8+nENbA/09ALGeyESF1qnhnHylf/yCRsHjxRXM58ogPD6Y47USQe+18ZoGPeg+46utA7PtA62d9aW2EJqQY5mE0+bJQmRJrezVpJeQdBYvxX05wfvUuUhFjE6bLVnEvo09+WUAP4tjvYi/tm0aVZnndobo0e+pD/QYff7ToQAu8iUQL11BcmIivohZOTzMhVivi9vcJPQ4+B0/4ndqzvWmfYVzogZVr5bo+Z7ioO6RU6rEYkvXQtrfeSF0RrQ5TDJnpNoS00CqQlBO8WZ1PLsG060EjfK9d2QPvbsP1Xbjo7MQhXX9jveC2ZUieQtMvTnZxcLJ28SUAtaCHWxnT2MPF5ZKUGgBzhM/1sioCC5+VyXZ3hjFLOznfeUHIGRcoEimWp1FMRhmYE88S+amFDucubMzyIiQQT1h2KLTo+e4OsgwAcmzBEc0JYTwD8/Fowe+FQdw0NBDQ713BVIwF00nXt927u3BhwLHpP3oMKpKkt1KOBOLgY9p17XPlcTnZcW90ucA8na9hD4/we79zMCvkFyu1xw8Qy07AJCz47dre/ZBhLas5QyqnfK5bz89TQ7qjRtl480iMPeX9wjupE6aADJbxT+CesBb/TPMd0dBu6wql1omnWRURWW0C0VN4s53cljaLXFgPlRD+YF1dSQV604yQDMwEaZz8zjyY6Yw2DmIDxRCvmzLlv1LRZRFZQ6o7BupMtCeiZ3Qt7/VyCNHOcb3wWdbPhte/AffNwKe9UjrvWm0idL273BqUNgpXkthT6YZcpVEVCIrq7noSuHBzkJhbiK4P7rDnIaX7M4rYK8mo3OYixUmmCn8lroiMY31tAxQxdfOZ/DBaluHAxsrY/ekNWPINGmTRySNlFP/h2Ec9hMKWp70G6M5MefOb12ysR07L86g/g4h164ZMkZ+rhrIHMcgCzq+4QES0HXonaS2FZoWITWDYi7bsZZ2CBV88/tuUUGi3ORsiZWpMgFYd+PPM/reqAG/DVAlLGKdoubvc6ZFcaLCOsXYVfr2ify1dhiGRaSkKJ/PVZ3lYaQ4i2T3E17Bpu8p2C35ao4V5ItzNsP6Q69MmHC2CmMbro8tuVCwlu96Aj7iSCFuDZaets7ilcoOXgJMLI5kDprbU0NVjPcw1tW77tbVyz+4B3OX6RWLNuOrYjX+yfWukFfkcFxD3UTqCmb25Kn9nNzt9+6P4Kb2acle8eNnIsLr9s60qQHlaFtU4h8Q0+PIZOjVUU0sNq9ZPe+iMz2TWm/QDXspp5w9oYww0shpW8GNvpSd58e0YKO9biO8TotmBog0MgVz0CW1zcI3f6yGGWJVq1M4xdGMTbtKPN23msiXlbERW57Xkt9bMWNGOaABO/w46N1f8GQGI0T+nI0ZGuQIJju7amu+3dD8pJ9oMCWpM4CjmL/vQI71BgypujTCzqtdYqHhFASOUCKhAIylQvcBZmSnG4uqfdxNnj2cHYRkHkuGUPg0JsZKlVn3zmxBYcEgXx5D2lolvOjpBy662gLz0EFtOx65qfAx7ykiuJgw8Y58/2X5PhiYgO5CO8idlpFgRGgexthOiXmg0/poO+R2QNK0WRWlAMj5yl3t2QhllqDjPoLuKgi7v1TAexerd+WhUsVZfeqmc9ylgk3PXJBrIRex3ix/TrcQZLd8cBmLKcG9NalNeU/TIreonD44/ThvrmNrKBtX1Zlw1ty3CaTQuouGVsYleppBYxC6Jo+5U/f4ZPXzt+cBdWTSAPJbj9ynJGZ766a/UGoiqkk6Olb2YKkN6lBmXNYDB1khkVuPZCTWGas3N1w7rKKnvS2fOHZynqIOqJzlWDF+f91+3yEGwdDV8866ld9Zu9nueyfbmgo6pFpa+gDU/J1PVWOvXp7szu9zwrMtxrTmUp8RVSqXgiC1bX/N1rQu3oJge7Zw0ANQ2BlEgvnFjhcGFK0N3bfrCFg3iwBjqiSE+dfRbbkIyAui1t9EqhkS/lZJF7xM3D+olde2LShjiUuqjGDLzu5+QB8osBVOOPg4LeAaaAZnPTvTS+WqcJyFRQzkTgBegLZOP+ctG+uieX7MR1vzhxiFCwRExy6AGzLWucRgU2npvUI6rgC4BTUFD+2JxrBs5j63HdQdfMwDt7jGdeZ6P8NRUOOHPrTtl0W2a1oFxg4QjnXq2o6uhRClVULGZWZISXLU/siLcO/DX8VY4LfA6ZgguGabCZ6FSIkbMrHJ2nz1fU7exDxFGOZO5VwZGiTxn1lSjRYoxMulOLGawKXL1FBdaJW4H+iRoYDpZizwiyyYc3gpHjbr2N96uwby4LvzptXgdbbOA0h5sfdwlyu8vWpo19jLKoMtIwxbZ4V2ygP1JkpmaH118CMTsV1p9MaJpbKQvWGOT/VOQlH/RF/ql2qVGOY7uzvl2e1aVydxDKU4bTWXw+CWOF/w54f0qBNPT5Nq4IVUjmIMI2uX/FoB0bmR/62nLwtJHCNVkEd56ofPRS1RBzZevvBPoD2klyaTh5Wvg73fEIeR+RnPMuHOcNOSd+JqMxQbrsiIjQ8HCA8IlnLzuYFlDQRtClPLbUQH8ckKNmehZy3ZsTrioFtvwxOZlKBnCWTkJ24m5FbPq/Erg6YV5OeGduxGtO/UOumwZsFvodZqZFL6KdnWqyW9UGcCL+9YCRZgCduWamCjpca2+bijVPfmd0QGX4Qd8SfQfunEJYQ+q3MDhagNw50Kp5C5zpc4FcK7f/BPcV0oSvHjZXPcaPkew4RauSh13IctFHmV5xmDNbtseUYeO8MJkoo9V8Ex9pwom0oRuOdWzSuJssH0f4bY1L1JkLGrLvKD1/RohJuWW7QDnFtZC2mcG8qePu2tF2fQzgpjpb6tEH+Th9CjiHBQuF8hZ0rxlUw2RxwBl9Drs8qKISpG8XYcwjr0GGA2HzLyamIguHIIY0tNRDwL8GzdnzFEYc9ksDRRq9CQxFR/ZT/Xlq71NDh1+khpCg4XpPXGqOkKqxVXf1UvIitbA42YGJTnqTkdQk0WoZ8yQiIU1qYrb1PyooEQWSSCj7KeaEBN+EoVgCJVTh5Or+dXqUYC6L9jNivntGgJjQRnKx1bHNLdIaoqdPWzpVOw3wZ96MKtfnYyiy3hz51p4jnzx49iAbS08XJU9MA9xhgKmtvMewxEBzQGqZksYW7TiFOZSje/GGZjZxoRpkxvI46aAn8z1emm8mQ725P4mVV5M/8uE4mI/rDDx/+ZCNkrlP71m+ubM0fXFhAbLoa8YUMrBr/vzJGYIPFBmWwgK9ALBvLys4Y4PPqwAGDcyhzb+Ediu1BnTX3sPNWjPHosyt7sDeYR92UtS4LDY+dcwiitkKTs0WsPoxs3pXAOPfC6lxzxOZ6ICSlCowHNZ+ccrs5K7U/+nzoUa/TTD1wvmdWgHqyIxxwAXDd6CVfSGZkyWwE+Bkh44SDpWbeN7N6PMquoAuQwPCwXDItVt61FwvEaDzmUoZEXW3dp9fzwwLrfW2hSeehd6ipuWl/NScgp7tECe0pVqyf+aqx7/SerlozXqUw4mcFeC3xx/+rGkU4y5s3BI6sF8WA1gV4YD9Eub4bCLt9D0IBDseJvXMN597jBCzF2E8YyN/Jq+7PNJpIoISFpgI+bH/GXLLSjE0Z6/UxqiXePCi3Yl1bDCEznL0mCgEoY+x5g/FL7bS/7JSklYB62X3HgKTU13TthPhwHTDUTLUstCmt6r9Qx2TUq9eD7oD8oY+3mjZCNi13D4tU6db+ugzkGoAsNNy/UpWdhZ+TovBhDclxryeERFQ6QudrPAtbpvlWyEmuucEs3Axl6KlJs5d7fDLwAZMis7aM8B/ynDHnsVjQzPcFx9ODh3ytH9XmUe/MF6795NvOjI6WwDj9zXhzaScW2wURtzqGF9wky5g1UjhiTGFy3MvjOIv8UGonK4DDeUaM8Hhw40qCWioME5e18oIEYlpWKndNh2CWfqcJIDVcqcDTxdbxcrU8HlSDGt+NZx0hnF16XfMtkpfG0Oxdhd/kg/kPA0obP3L1p8u0USvuRdhVWLOZkJdVxoyr4GM6pSleMLZuwsSs6skShcySVz9irDXmylAvuVaSG1u+kF5FJoDh6rP5ycF0RGX2SzruZd8pOMSGiTKNasJl4ehRK8rhk7k2FUvSQmtmYUvzNnCaluV2bWYQ8+rGi5WVE6/Rri7tMAGHoDJFyMVYowl70IomZDnq+n4Cy49OsCKWDTSLaFDmydi0YS7oV52BmB8pg56Si5e3TLDYJtlbCztLWslaZV/yRau7nk9CTZKxN3SjjfcuU8YDrSNo6PMhx614YTUDOXfCK9CGSx/OZVagrz6sS5d+53vDc4mUv/amQWFpT/RsX0hkWg5oT9RZjp3xd4K9OF8mEdx+wVXeX9+IQHr9GaWUTYRmzIozYAN+ah/73hzsmg4rv4CtaPG7CdcDoJlxIwa4XVKykkbq4ePNL0WUSx0yvGqSsNCakZcf8smOWQnSnL3p0VjqxfUjOzqS6hH4RkEFSHp5B2rvIUEqctUcdGXa3pGbLFQPKxNFk4o7rRcwm1gANGwOCV/8m98w2ZPsWDaIES2Wpn0GOtHMKpv6+ma3HZtHcK2rOfsKYCPLEtWMAPeuGP2NG7hQbKM2SHB8hqXb5EW9mdRFIoprzgUX6yULBhwOYKI2spevdymfeXZx7idVD0ECePsTFYfxi42lg7HlqAe86x1oLvkZQNg16Rd3QkhJNxgOK3HpbGG0gmWUyM5oWCxijtEp7cLyquMujAun2lEeKl+fH2B5lnvB42eJYDbQS+4IqNvDlavVA+aGib43W87zZJgNAHyZRgkE7sC+pE894xtAGUY4D+fJixDWVowB7e1j6H7MjNisrREvhzS1j85y6sKPAiSJNL704bnvyfP/O7obWQaNPOgg31WlVn4vubaBTFgOmP/98fYkGFhz9v2db3a0MnGXOWTAkUllm7WInOAZIjfmkzR99CYCibyTuTLoImxOCDt35Ink8iProrgryg31Qcik2oOdKG3shdvN7SRaLwoq5yMYSHlS4rD7QDkzrkgqrGQ/kLxOLDr4l36mzwLYpNQpmhpnrW6iBfncN5U4FlHHrRujhq5243SHXO6I7mv6db7HkutLL5Ri1h2faMw8YyAemvXrzxzasFqw5/NHGxdeOQqhLqfqaqbw8agfXe17627NTd2VDIRjcv7CUr7uZblulMLDT2M3AQR5UsAKstOnf/lVzd32jElr4YTelqwmpYSve8KDZPL+s7ZUJDmmE7u7d7iu+d9cty9XWQTiB71/9+ea+6bBHfxdJQLtGbYsP54QszJH79YNKGZymXE1dappHGpmJd+2936ZeEW/NL49FbVnTezE1ZM0KcyFt4HAK+qjCoeQHZY9qpbpwaxuAkFvZmU66zN3xE37Rj/1njQBE+ThlfIUsFtZhXLkB5OdfDmYdWk9Frn5/h4An5y3kZtwC2cgdgLoJLripdXxmk71dNztSAJn35cJJAFbDH+LNtDai6tguSTGYkosqDAoOP0fKv3mIVRYY3aUqQsuqn0qpmsGsunQZQthSDZlk2P1lLsdZEmNUw0/qt06BUOkaFPeCRvaCbWH3ySQphwLzzxmPyF5HQar/6inIcSIBQirAvYGlYkyV797VOb2wlx2v4xs5gLH+716/2/0i8CnwEYmtV/DoVgaCR0KHpqcuT9pRfAwa5kSg7qrsnQmgubSPc4R78FgV9sjdn/fPSHzbniewiITD6SPjkUlkHXsUk77KJGNi6JlOdf+IRR/xfpM1EqvRoiQHbCWmXk6RrC5IqHL8tK6wn136HomthiukKsWqRP0oIs5nqhtroFX66hBNclmI+emSFmQwJjSH4ozmil6eDhKJ7XnnPcdO7eVkQ5YO+vGp0iRn7ZVajdWUPJVlpwDpoTxz4JtijkhbFXMNfnKcQI78UJ5584Eqa8CdebX3dXjITy57tE8sCpBhjWQy9sQqtdpV9K0Z49r4NsIiabRtcMLCr6Rz8BeySo8jExQrtpwB7D55s9HomQEL9I3pH+boaoXXqRV2IZgTunJ3705lZwd8SOaDp/j+tq388gwo20ZDfp//axMVtO2PxeAlAiEFKnVEYbRvmseZOPJ3r75f88WySe0cz84E+0gjkGhVQI5yHP9pPB8Ss7vVvGXJie+gdy1EQVrvKUPcZN9HWxA2HyR+tlnnZWtT1y3RjMpOcZEWryV9TpBY4kunZqakDnXOGJOLveDoE3gdSUe20kQ3+nlGG/shEIT7XiQp77buSPB+vPxtgNwbre9d88FtQgWSZh+JWnw+4MIa5KIF+zVR1HIxhzJm82s26YDJixixMZQFZInxuqBUfer0KuFuscYeTB/wOGJMgytWPubWgyaq4zc3zEcT7QqiQ866uas8cRac7zJ4Yp0ynromAZmfLHWt6NS4UER49JCKU6MzEj9BvtYGk1zxvWM7R6ZCm0kmDuzT7AohwErUgDaZXZidQz+Ov+NpzgzJdZRAQS6VAUTGTRiR1IizUq8osgEQLfPcfHDvOC3Mn7YtHkWKoGkOKJeHydAcw+JvTptjfMX8g6zJLvwClYleABfozkX3QKeF+2TvCkOSBdgahNTscPYoj575MWO5dvXJ1TUPy3JBA3mfB/1D6smO0xME+KYjcHeEPTn5MNxmZBlmbRSR6cQTptpEWNPYZZcItp40u3WsH10V3/fqNv/vJGWSc6qJciYh+e1BNO3B/2Bbt+w1Bs6ArCgVjYMWM3jUhHsF3rylSoMloL4WghTmswg9pR4M49Oof7nhp3wQ+sIUGd+sNX2a9QWinonk+8G4fhXNGQiCoykP24eZM2cBwSh6x9vO/twbXNzDN1PNWKWmkSaxXhidlfOes4Gv3kxupotC/cnrwBOmtRhW/QEoNJIEJpgUfxbFM2s+6vX3hcBNw+daPM+I8xIRsQqf3/sT0aelPmGpCGlH7v5vtNjSo94bHQs71Ks2WlV2nBgd7FyXubLsxObAXvrpbhiHQyVrE2qTrVNZ8Lu53sopLWytwc2mZgA0AIoIMYogwzb9AwBzifgP+fYeHQFNdOxahBF5/F1OVoEbmbMV6klGq9sK+SF94TjsI/Iv1PqHwnKOjOlRnV0e7JTT9x8/E/Q98+UJTPMKsCBrdx5E+RjXn2VGYhCJ7SDfj/YayuM9C1gvwa1kmjp3rKvMJpYQ94aFyyn1mmL71rRGczdipPpRJC5zNY8r5BzfCIKIz4qGDhmu31wcHptITOijq7OkoNd8e6gYbvcA81ARq+4Eq9P3vHEufd1sR5SpC9BASLfN3Zz7kg8DOMdD1oGBuVAPUfceBraoilm2XMuR0tnNGNCCwZjCP5yznVe3fzVWkQqis7f3dE86QpmnOAhe3Adum6kld6yPdyG0QvwkmZDNSIgc1XWelEWMhINchP5WSeHrqOTBCWwJKvxo1MHOFoMuLRzCrbk04mhwyMCSenn0cFpDcV1RzkVE5spPh6jON5AVWzm2eQ/R6gFxbtep/UD6QxZ2t40Xm/Jb1pMBM1jo6TTAGDA7NjPnt3YKlCH4YhLpn5JX6xwyhkCk2IW7iSo5j9AaWnZ33okDw2LBhBYoEgsbYiQcCaiteffSF7ojYLo2OipOZXnYNzjogXDs+DSKP7s7AfhpFGIH+pNnzF6xZk4VZ28S/fJPeyhzonyZjp73MW8N/FtpkNHB1B0YAnBboeqI2Hm7y0dpDwGOsbVp5jwUXBJ+PuCeYb/fVnSSPYrnil5nfjxB9q4pdbGnYENJtUFA0DTYzab+U4EVbC2NfQuEk7KweMpSwJbYL1ksM0GiYaZrH3REqYxb4K29cnLbdlxWNBYqWN4lZ5na0JEOxsLGQSlGc2Sf0CCzQ2iucLfv1nz+ec8H85FKtle1w99/k1Aino791PwYsFvGzZYegu/D/JKZCQHSFpuUmGNMYRunEUXv6URJDjzI0SNTxuoyO8QByqhjyaP8uOFcQ6ymdCn9/SgugkoBsObGVHT3fcqrTX6U6LJ3qg2/gYaoV97eKY6oYSieBLBqkFGszpQEzVEI9W5WzHFSmeI7N3c1tqnvFqTkAouNuyss6p28W0IxFWR+j9KGSYQHC9k3YBceE5kYh2YWNbOoU5ZDOSGgsr/DZXNn4oGq0scr8rLWsh5CYkS2i9E/BhjSMwR664ONuImRzSqubmBIwc8N9lx+a6MXjBCECiIcU5HIUD8uEXIgiUX1ovsIEMLRTaYKXG80p1aEoORonCTKQNF+jvE1rul3d9NrIeji4C1sS/0kA9atA0g7UjdIYRSDoDR3rE2ACw6CV2/s5jbCNxjSkAs7KoQ6myGgyKJUVAh1YDJ4ttnFS7QIpK9ILVePglcYqosvCs+k/kRqsJxjRdO9gJQvbUvmOfU3Z0ZsE0w5YLT6HK/SmQuaPpDSt0hlG1cANa89lnR1+Xxa8oTMhktaoadFDQuQmJHszPYjxLA9dLvc/3VltnsCpPBn1Ed2zTF5KMCeT4TfswF7V9gDEyIr1O1D335Ip0Z+LQ30+PhtzYRNW9Y6kq/KWF0Z/ANCdJAHlNlOY0GwN1BL8PCyVrv0oE2F9W0rQhJynzTbnuwqXyq31GpTanVzptqARvc9TYmtqOLu/SwABJlEtILJoOCwkzppNfMpQsi7hGNdN379vCOsQaoNCUm7iNeONpZifVtGWas35avCNoA7xXAPaYPEAwK5Er94dNJB14dluPFDO+DUrZ17lS1OffkDrGSCH5eBTa8HSQveYCTi2EosRlHiDc3NaeI7XqNvjCfCFtD+qh8s/lbElL3vn5o5kd26wxQMvlF/aepBIX7wDPV74QqrifwuNPj3IU90bOvNiYIyGkSWmpPJ5Nk/FyKSJ1vEsMsofExAendF2d7//8sZFF2pOMuIQ/j4++sjxN6HJa+fT4D+mJfV0bQfD+ivW5V4fFOEKntnfEFIZG31If2hrbwp+IckUr04jX6VEIQI8cOerlgz8DGuqeK+2ENnWOtxb+zQbAqU1tSY9PCSde1tF60ly2dwRl3jLEHBmLkbmY+OEp+AmY2SoXLjfZsXFYIXeWgjNW2DD5og5xUgbrGlH1kxSXXXmgYO96Skl4aOArepwUsyIDk6+VWhcNYr5JOqvd05djvqR2XdrE3enGynys8lGoHQiTrUhGh+wUIIYORv28CsqExp95+6Bg9q9uM96EMPJOwhxpIowKMTxiXfCDPYIVA659ujHXxRcHlrSa/p2fhHZOpiB34qA4Zrm+b8bVij1geppqC0hoTRyTn0o5/w+6GlmI4HAyc7hYGzsr76mfgxtrn9fULUIappxdUXZyOEGvvd6Jz4yzGE3igLMomy7xPxRnjBrvxmDK1nYvRXIDhQQFu5JaddOrTJDfgjr+otCrVmGHkgMyYZ1dHUL0JvtNYXnwRCTsR6w0r0RGo9xHX3Yp+ozqik7OXC34yRlAX7TYjtks1plk463SwWBL+CH/oM21m7GN7XHKM0Q0riMCnktDLuYFoEWoAv8Sd8fnZ33oau1W9Wh+r8V4c3gYcOdVhUjVrUpfKVr/uITgB1SBhFM8a1PB630H18/RQ/wkd9wxKPKvOC8hhf/67QrlgwvdeT6pjZltWzZoL66m61hUIOxkaMMLvJncH0lwfd+fDPV02o6SRyXiMz+kAnm4Iq31BPqGrdd5COBcEeOG5zPkXh3/5O7YssDOcjYA03dc408XR1kkxF3xcfxIaBHIRJ7i2UwiJqBtzgPDvnJ83LzgQwwEAG0ykW/DX+kp9fXeOFPWhvdV6PAxnJnkcjoTGohm0JNiF0g0NWHbxiJ1BwNhgWzLHvGGXVNyCgh4yW9cMlp+GFPrp0+j56KtSy/6Jm2lcT3b4iDIZ1Z54rS8+LMIsGaP4OiF86ZaRtBwgixse4uKjfFPjWEZo2wItXfjN8BaDIc4NqiLuMp5r6sCeaRdJeFzaT4gEkXagKnMOuIG6p1fT3G7HvaV4msJ2cenaAD7ZmOAgPeIIgnzfaWO3AIZnyWDWzv4Kh1lkkYhmoSKQO7Wpunm7xyhw4ydFqo8cWRHpaoSoCWIuQdlzc3P5zbZmi9tbOfXoqkGzbncirlGoyQ16v+DdfqQolWQpRgJxlGHqsHWGGgJHXtE3o+jbHzWi4ZQtXk8tIodBzoNcUc31UFepaVFLLVL1lZN4k9hQ+yaXjAUYOgsSiQCCT0/nC2x1pDGe8SEu3xTfY5bg3bvxzhrkvIbWF0vZK4HTfoFx9h91x8qtH9JFp5aHX2d4khRgjvHSZqsNw1R0MOLlK41K+m6MwXQt0WyJfjLEyD5hLf0NJZdZxR24czVF6vhwEaWxwQeSsyk7LECKRblpt9fyKgdFGI3PyLSRz2GIWwbahKclLdC22fWfn+Wr9oheinLXThEcixbIyylm7GHWbhLVG/BCy1jHSl+T2ueQlUIey1xvMtDQC/ZF/pKtakasQ4IHUhPYg6y6n3KthXENl+IAgMo480KUJt/XdGQicf+T6WGqXm5FdpKqDsccc7/vsEcW9KoCIiWapH/m7WhHbbxzUbc4QwFK16Uk5IdVJ9L0jH7pdar+REx71ayyyZAJvxyflvvK2A1pS8PlRXbXYElHzyKcwSGrgU5gVpFUBSuo4jENJXT6fQ9jFYhA/bX4j5XHbIEPjLUwaIpSaCjtLEdRKzqOWOT3oqYo9W0WYso950lnLHp01M/wgqJxiMqwa/VyvGFPk3vicrN/SdPVBtoCj1NThXQo6D2pOR/HxJILTvQ8WZtrXoxwwOZJb/u4FiDU/X3Talyy9qmqwR+aeP6ZkE7hmTWZSHYq9JcOwZ8IiqlHxe1OLWrZmENVLZkXdqzhuBqwGMdGIiz2cSIBuQD2RiVsXsNV8Or5iCfd4jvKsKTL5XyWpV3Zf5uu9GzSp9d/zuBQknRmn19+7AYgOyocgecTI7ARh8x3Pd9QJFroDecsEjQoxuxSl10RwxeGT9Q4Y5qMaElV14oix7njkx98ln1zqAGPUx4NEqrqN2XSstVXtR3tLFY55KInlZq2id+cnbki4IgDfVhCG6HgHKn3w2ThSdrScJBRFpLbPFFFfRKEUb0jZMsmgDtfS2YgkfkoeexPCk4xb5bApJ0MwglP1+EW4j7ZynuJ4CIZEuDg0v2u7PBHNyam+hL6aC1oOc4DQlWTZUy24ZMhDLSdCM6/n2TQpOV7CnkPFo8OnmRA628jD/lLk+RMeB831KoVoJC6EZqRczQprdThuSE3VQEqOdILFPJPgrvdglYOAb8aeiBsyY91HSlVAVaEdnYwVqFeLQI5J4d6n2kF5vnVDkzyUy2iJLsNYfcK2QR1vDRuXUSr9IxWqSIuNXiPiCpkFaCidB1HXMpZ9zco4iI13HMw1YrnLc8/RQD5xq2SMYI7bm7ulaG3fHR2Di0OiA1TT5FI/rClGbgcjRhYQ2K8DgtiufhjM8/V4JCuDsHL3XYSNY6IzNcPtr2k7Qj3x42tDrKAA361JkbM9/g5rDBZSKr7cFdGxWm1V1fk4OgMiUEMrrHHHbjvn8CZSwLg1ZDY9oz9eUiFskZwk0dEUlAfBq94QpYfCS/9P8erJBxFGD2mzJRwbNYoPocbCcDexA3ePhHpoo3lz+Bh1HMqIx/1QnJqDfzbE1F7n2uIWWjDshxYFm+Q3dNxR4hoyPEXHEDFB0n1e+13tdaNpIh+KrkgbdR3n7Y7JPCveJk2a3s8ktsaNtIgPTIoogLTO0zUWifsqrdDeHpljy/8ddDpOnHSi+aD3R7pIAHu54pFj4vWDg4TNkgks//9pJ7iDYtrjdLsfPjlvQdI13PGF0zNw/EBMUyLX8sNuU1H7DzPP19cbEp8iEx73lqnCx4CGLVNGlwVq773SwklKWHeWnzN6MBVbS/XRAZQCQMo98czU6jG2h6r8Po2ItGIsOR8CrbbA5bxL1eSCcCoxGA3kLiv5VsBU5w4Hn7GRc54NaXENNstj75qsDMCcoCu2NWT7EkWgJaPuGYAmHgccWdL2qlsiop9ipXmVJxPQ+NcdNLICJba8Y+QFy6/E4mN4KLPZ3CzsbiJB6H8agnhYs8qR95ZkMZ8gC+Z4LUudigt0jgHVSDMAPqGZRZNUqFzukhuLprPJp/bwhzyaSQ7dC/J7cpJwxSeTwKO7VDSy+xivHo0GVMXv5DuamyFXQT86F5dLYz8OcQ54rVPNgwEfeeLQ6xDUirPm2zi1QSwB6ujMNpUVTf0yfbF2bxcNBaAHaEGT6bYtF6MOfnIwkaPA1x8pP89D0YBKHU14VGFSFAQbHZsnmgRkYdj8IUf101cuj6OIU+EOm8W8D5kOe/2XzZjzfhv1R4NRKDHuUK+hUo4C2mlCv14qvVyDoiSd0kXqo3Rp+1DUchZr+SfEY6JnzveKauyJczy+ZG/xB/Ki1Fb3WE3raqyXx23nAZnEsa9ainbqWmzZiPMSSK3IQhK87MDARx4CAEbH0hzjdIaYd1d1fss2tViIGCkOlhvxOtf2QZmzlcjAXqPwdBU87NRJvBRgUFLkF6trvlBRdeyDK88In4/1EIrvnhDNQvsu6j2wscBGlHpR65jannee42bg/dvA2mR6kv8UGbVDi2bjMNfccp4/5QW9fy98rtkcoieOVOA5Amx50r/uMQr9ULU3KW3nAyMJLk+LUs8nf+0q9u4OyLEiARWW6W05b/3A9Jh4vy9E7chEpAyb/BaJm/a9iKg72W/KvrFWa8gJcVjHnhN85KoSJPoKD4UvtbJBO1hHyIVBLo+dhyfFDSknNk2ZELgteF0EkphQ8HDNAWTGHR/kWPNKxW2vdBRU+8NIBtGo2HNY0yC3tIBsmkNc9VBI9arsv+Zzy2e1dImTXif8/nf3rvZguyuqUlAKXqxC38nfh6GjmFUbXdEqizoX9Tk/Y4RgdyN0UPSxWHFVnFTSEJs5Hn05HyiYiGtIRfCX5eBhMJ9/zQ3Oh/xJIOcS2sKtzHbxGBHAXwoEUBVtquZI/wOFpxFfsSCaGlb26ygNmS6NuztZhd4/w4yLIUoIWlGXwHlfIkYT56imIjt8cM5Pk3hFnrYfJZmIpL78127KAo5Z3ESwdh9xmFz+JCDQlPEKAWpbog1pbpQbloh8hTZl8zg+K6pXSTRSCEFFZDIvTDlNcgrQdqXIvB9DH9DQGSKllm25zonThPnVcl1SxdAwevIcIYdbFzDe9/pPQBMHlsV6bDaTBsEsSaXPQSke1EKvU99GFK3r3WXmJoU36y8l8k1ya+VAWJqCZJZkcXTgT69Iau5x3WV7dK6XXW+8ewK1DLwPiz4CMaT5C82nUhLn8MX0+g/oNSQ9V6uOWYpf2yBOD2kJU4wYtMlCTz76nLGCVw3OBpZ3HI25irjMKkxqHhAnoXrvzPjoSOexFnqD38wJVSB/XZ9bpZ8m9ndbGn9bUdlQYquRNuCKbM3vVZNRb/Djep3kp2P+FAEzLcL2XmFU+rEp/TsK/44RxBNiUtv83avTSJz6F3UE/BUUfzHPm+x9gRF2fFqueIjRfMzV1V2wbvnFNZU4XNmV17UMkIHY1W5dOSCfL1PdsFonoo32TBM5V0WI4vLZK/3D8/sneVdWk3jtf6q2Myl6Xj++00xjIpB1hWeAmy5FqWDZN1bJnVOii524xueu0SSssHSLbcPofvSCWmbrALNYKiRjsvVmj/w4JQ+c+7aIW97ceY9pkzrtvwvLS+w0ibZ1ZMYKn89P5r+3lus+zv1LDciNa3L3o7TF5kIZAc771KXAebLyIZG87qlPgGkrLFLaFV9RyQNXmKHoCetoebbz8A96Dwu9F2iAXxGoMIzQiEuErQyyqrVrnl+nns3FCTjrfnP1paFnovfAB4LJVBmEq4hZJXcop482BN1foUtvHJhyR4wv3NlhJBGKF4/g5NLDnSssfF83G+HfFUBIZue3bGiZXalvVViQ2BU4zjlPVPP/nFWWKgWhce4PVPtgpLyFprCD6Tu1ZCymG/FaLTzFdU9Z/dwFt+JemW7LI3AU2axT82pcOXIrBbUCoSWpThdPKFEbWnZjAg6I3Y7qYqaRiBdjs60ML+bSNtFF+4l0q/XT0PB0X0vDlNxuyzO91xbkqbZrmgDoBijVz/xDgphGrlVfazpNnmw1PpjFV3wkU7ZS8AUxQsdPHLVuCffnRCA/99fFi+S/S187iZQYC6H4zehUlg46zC39WOzjXcktiLtviLW2gKqOocJ0nGa2xZHrykgURGDvntOMmIC4dFx1phoEUfUItPEGvAEAxnNJ4ZUGnYePVcapzRRs6U4SdaBxHcSOK9QZ1Vno+WvDulY3aXgfSfRfAtHMFjZ9lVXxAVPHJPRryOQdisRZQ5/IB+3+zZFZ6tBvsl5ZQ7mVBqYexsvR7mjUJXxpu4u0YkDF3pvmZuLY+57KO92S/lm9srN1QJFsP2148gpLyeYICZjXMViS9y83qTOCMtBsMVBTlzvO9EJQwrb9buIy7+EN4GPTgqBuLZikOjFXkn803BqkYJyh2ASXZ9DA0xejGcr67e0DaCXpdqfphq/IydA4A4hDu3ruAN24zdchew6pvIdcvW1Yh3GI6w6KF6As15ws8c7GytKr6Rs/Ds6QjLy0ZMZSLHAWjOB7bLx+HSb22TmlPzjuOTxwO4pat4BkQ146N/gBfhqypiMYceJX3LWTG7aoW3tpPu8LhPHXc2X+q/Nh+r7kZ9QpVVsLjvclWx4n9pCZ2EXRw2QQP+XP0NThmW/zKBApHfu8Mitav3fXsRu5NV+5aTQ5sNw0cgbhSUB1iDPhzcfFZHaCy02jyyhBLf2VtO2RDHguqLshgcD5GXt+NIgZMKmzhkWUMaw2zaOF8vMGYkA5AflgeARsoT4X/3WKd6/1RieXhSsWxCvmiTICGY5mXRNztE7XNZkmIIgbS71AD1dccdWvHPaqyGn2K9vvOZ6NLp21Oa3g+FcbAunwxXQMG6xrHyEU7ADjfhPj/WXyI1I7J1TMyYVbQuNXkIelQlulHK8pRFcJiGRHPiuDLlShEwDn9w5PULWTEtvokR/EiCyfMPgZfKy6mLyHh6mKk4b8bVSi+oLT78QYqv109zRpT1LLl4IoTQAF1hXV2ayLhlkHEldqpnEZOCAJShrwSZJAImORyqK8AX12mRAR9GRZmxKhYmWxRGRThzrbpwkyMPD/9KCmHfbcZMS3s5DVIOj+UYP5U8BCJPDpphcNutdZFOgTcwGMh9MMOJPn29EWCpmVAKJBYgvebvbQPJE0z/YG8PKtfyQogUU2UGm5ulZKyYb7wDZIfRYR2S1mQmkqGfM/gH6hYwWC0smdU2F5kPAuySz2UlzkyuzgAm91yTqdoknUnyKVRX8TzI/GnkidgQ+wcoE3mYQ5cEIsErKO/KTuDJlOc11HLFAa5zWfCw26wMVNMazNuwVD2jNFvCcRmwhokK7smj4wZ7eNyiBxDhDs98tSs6yq/7H+NHrVoN67TQfrWD6lf8u6UFbuQ3dx9HLMW4B98HHuN0FBwrmYWZ4ZLJTO3fu40isvtTTnn/EBRYIpRU7iElp4vqtD7pVkUir/6RICIRX6jiAP7VJ/hRXLlPui/LyOeOYPTkFAnlMslIPEDTqUSSyjJD4iDds+IwQCjKXE59vNDD7NCpyFXbKbtIbVcNXIMdk4JX4S9TUsCperAhIevkbbf8dFsHxRiqPeipz/Bz67Vc1o5+zWfaSCmy3k002DmT2p8wYzPmmw1j4B44yQ4uRaJ8p0oCE143LJApej//6VYg9LOoJGDGF3o3Qe7T6BSnQMZWBD7j5Tpr3uVYyd7IWHAlxKolcTRVcOhxrqbOKzPyQtOU+ScrKauQYlnQGWC4ci2ORc+CAqxQSSG/vdg1oRlw1ok+aia/vsMvfyhK6qGHHiBd/0iUEyrE+6SD8LisMZvCFQqSnOMZs7LiQNaY0xrGiMsybhVzShE8ubrj5Of0e1i4BlbpbK3u7o93z16qhIe1coWhcttukOtP7QQR6htQtaFfqpckawfbnGp8WmlgHzniaQ6CjNfJrPqbpeLsH5HCaXZNaxP5y5TRORdj3ANju0fSje82Xh+p/NYX6ni+rVKtFAvnuYi9VAmAPbs6XQG7yfBW4PtGKJ7cBdS/1sECw4hFOQEiz6uTBxOLf+qFNgvPvW6gYEnz8AqRSqEO5BUbYa7XGAqokR8b3w67bmJn/T/wJmmogFw1IqCxd/CyYvwqP896aKsOONOWW0tBmt5/dqu3tZyIiRFReb6hYCJv/re3i2+hP3OfdCf726tgcev/SgOVA+Yja/tdsq+iQHnDHZ2D6pRlEbmAv65hfwjg9lHhWew1ULyTwnNe2Q06sqLdNQpKB/h2GhplK1RgIyNmPcQHKaYOwYcC67H5NpBJNop1fAiPUogAx2GDHWfIdeazLyg+ooEQV7w7sT0XZChRqPAdkIyAFecH58WmDadC3K681zAbIhve3WD81aFxn5WFNAxDfLCJspSKrIpUN2ddPJ+BzmDdLDyEjNeAzTLSeaHV//NHNwLeYITOn/mHypGIqckH6rLNvuUWyp2sRjQqMKliUrCPDfOUFt+FcKvHnKOskWHwGG7MADVfBOIJ/iuu/3MS2f6Hdd+1W0xrk27VoxhnPYChq3anIP9ugM69vkxN8vzgjF6WgaUXO7M+AVsuOOFg7e89h86/t8jiKfvDaiXgOnYoOIBfKXQblZvjJGxtKkgtfZBq27YDKxdWVt3nM2ucMhC+od7riYHSZQrZVz+pcoR0jqnRm8oRlkEfZzxfvWwty1t4JcI29q3TLNk8Ra1mgcSMxPn2YWILPRtNnfkxNK2BkoPI81sE82wFeY3fW6VUfBHdfx1Nwd8YdPb5GdR39sIafK1GoB4LJJKBh8gHa/hROPaOxwYHNHY2wc4QNi/lH9SOip21iAVR8Gs5FdSmv0qLqnWSkg7TDxcB0DR5xrkT+P/B71sKxnh38jdyHqCNPhlfUWOAbgFVgsULQtJJKbzwX1IgvT4AGvznNZNZVMHqwre4KLvNNCuauhfWGwGlwX3NDGzdh3qQz1c9c2ohZUbaHekCVmXHODICwTcgB4ystozxKY+p2z/AnOUrVSAVmm7wexorZbsCin+r8r/KfWjyCiEIbS+gkJ728foYed0rgFbcTWFG0cVH9EPOkmStTo/ftiXInCck9T1w05jXT+QQjBG75m8SfappVlT/V9MRozwOK3eIZsjqUHd397DjXx6aJeBF9R4HlNyuiKLiMUauvUwGnldMBXehV07rfJNhlG/F7Z5bnlZ7xbnYuufN8CYWS8jkcPgLuPVWq8dyEy+SnpQq+fubCIujY8p7DFwhI97FkkCqwwn0GHNI+VZ0scn9sE8k295GbXUqo7CL8MrsbhBLtnGOlxVUAS1fVl01golaAoI59YvxeJzQsB7JV1ZW7s4mqXLRBhjRl8CP6FEPZuIoTKt9/q2UYYnxosVDqgtGYPNvA75xm+ZOjaa4a8rMIkaNrJl40izEBWuR4M5xLbmzVMun16C+JkRC+BNXx6+3slKBCPNul/e36iSEAyv53SJm7F1O1/gjjHbiLXtzkTmBhd+UxbWvgF4OVWlyps3PgqbJfXV+W6NZXRQJt/lYcFP1ACMCjvxNl4P7h8HHvYLiaHC7sSBvregR31E18fPgCkh2wZJ+9Ay/lrcOzTsBNo8kWTbznvSlUUH1y3OCLEI9iBqVgyG0tBG+RIFsn9X08ewdXvqO9ttwSJZmYF0Y3NCBwobYPiMTiHRHHdh6A7aaFV00nxwhMCcuMZ/+C1Rr+DRb8cbqetnqgPu3vfR/GCNkKPRplh3yMTG1NbSFyiQ1eNaAeJIlhLw96vGHlfzuJv7rN5BiXv9QRUij1V+5yJO8GGs8mrVXEXbF+NvwnGV/IlVMyR2d6ehHvWEOBZ28KX0vgI8+dQogYyqRG1HnYuSupaP10XJU0b441ilPTM0p/QFnGQjbxHHxQ56+OHLbSsJ031X5CyDShlzuv7eylxf6QscUVt9wp41QhZU06+jXROQmnNKrOLE8q/KxpYME85VGMEtfGrT2/nig3AEww31vCDNuZ1ohsXqD5dx3bd3bszTkgKT7zhYafp9/9ZZV1a+fZ86MCFgj9k9Ps/1GZLsEjPe19lhanL93whtowWwZebNkyPF/N1DeUa3UpSaSWNurkyDxfHobzuxUNPgdtiwnoIYf3MVGKaU0LVFnWfqk0z6GsRr1blndRJHDUDkifs0In/SbjYiDWs40F/dcfcvQyqBHwOl136m8GFvFz6TGS2N2tnbeGxW5RPujEux8AHmSBSq9mzh31y5aLFlxoxfWo8CEAA/Um2MBx80Sl/y6OLImP5suqSltGWbS/Ge0RkZmtUSCSmmz5RcVyCRRHWAxjrqBerEHPYV/AAZhtnRRLx0AG+GQR9q277K2u8W0F1eWmpmRSvSCjLgVQwxDqxltUrtHhL31sjC/ve21vyYZVRJjrW5X6KH+iBj074oPt8ZRo45OzSDqEkoMPYxBgNp8UGtmjZCW9ccQxUqDgdYb5OrdsBCW1R8h0R050kTS2EyIJcsiwUiuasyvwkCH0xNDc8R6X1EWeZSB2LhBCxeP5XbGeMsUSWBW6/DP2LofaAXtxLOUOIH4OptWW9k/UxQr463IAWstHdpTbrnEJBTp7HWGOmUnWljRq7l+7nIC3EkFSQnAGNKjLqOiwiFeBrZ5Ip7VN6XjQFLZQjEzQbvVVYojdctDLUEIT/EYr/8YyQIwiG0PYVl/0tigFdbffO0sM3uMDb2ZkzcnHtaLoDUWb8Zf1h/6tMAqdpx3w2j8kyRjJ2axCYdZimMXebMSysc3JiO87/See6E1/V3uUqLKGtSKqYld3a/Tk+yXCKvEYbdfABJW2pmZsDrHsYTzmKMuTbNe9l4ftXQUG0Um0TsbfvI0SkzNtmsiKAGpbgHh9AmtEstsx06y82G735Ma4BB+ea4wPZ3fi2aCheQ63njctFSKYSanT3QK8qUvGe1FZrgsSd/GdtIq1OlYpJw47Csb+eMRXlkU7gmsSWm2H10bQrU/WHRJWGcwEj1/yxACkltsf800N88nYTtk4AQqn/QSZmo6NG+OPGTIMT4Ala4y/2J9aHNs7SsO7bPv3JHaLsN8N12nE1bHvihGUuAZKkCqyGPRcP2tbph3JkX/crB8bZBmzPui/QIXlIGsfOPITb3ZKyBs5KOqciHS/iwukoWxqG5PVjGgbGn0w2bYpdR6oEFkEb8rCHOC8SszFTwToc0OQgoMZLoZfkH7V+nNaEqygb8gbCtoS4izllAC1vj8Z+sYSMmV9q45+oJG+DegpalfqFUbSiAFGUiEULy9wLLgIJSrz7V1CgCPb0fYl5f95djcDGNx/893wT/qDB4//EV7pakGr4evVPpCpXiyg6SkqlSKXv8CqaieKAV88wyE+8WINSLNLyPTwihO0TjAylVXemfbviSTXARryVg3RNkbLZi7WlAOR0RCEFs39VJktkcGqIOg7u2c8x/Y4Rms3bGO+R+1DXkNnL1vKVVH+sBk79W4Ryt4aESFmx3+IFBX+EQf3CxHr+4jlqGM7dkYqmeFvZKe/JQ86y0jhhTc58zHNmnbzb2uawaK09ovw9gtfYc1GUcv6LHK2g4JYF47s8pOPyjjmB8Q6aMrn0BBEfuLTQ9lporePcQ5tnZy4Pv5o+MPqUID+6owF/KjlZZrOgXvfPQGT+FHw2xcMTxQClYqn3jcz0XhTA2AjUxOBhdVImmlWYHABe+Jq0gw7Z09Q6zOqbfgJxkNQ0OjkKEieXeX9WTpYiNWIJjFLMIOEcOWzR7PIPoQYBX34HR6igXNgW2vcMuzlAEuNRglFy9nHxhcKCDGh9Q309MWjQcky4Js4g8tg5tf8P3okz+Q4MOrl7kPNvUCXu9QVUMJ/dgkArB4w7wFJB5bcP0q0M1fPtnvrxs9xTf0LKXsSDAns1j57hRSgJHijwpdNtyFBND1Vr+AYUqDaUZDjAmC/p/lHIeOkUlOXBmrVxv1gnVTOKli4bzNoa85LrOvqXwvrTkElUFLoCcrYJtxor6O5ypwbCt3zegQqkxQWb5gw2KkZhTpoqSR7bUbZc1aiTOUo6PCP5PX79YNCGVB7p1N1Y/CSJhHuI8eHe8j5y4uanxLiUxQDWU77zlfEVA+hezIZ57CNtm0XTurO4/eFTuMxE4h5pscAVxMSjVz4RbdiGdx1Bqafz4Vx2e87fWfYDm55eiH2Fk1Ue66aPrq4zUsLsPJ4e+AyQ5CiDhMrVoQCNMyEVWngQnA/dLFAU6Y48pFM7GKjjZwugMQCAwjtHLrlF5ZD0zohjBu0BNlfxVGuVKmRKfibqcqf5uUQctr/bXBHFMV6AS3e6X6iFQUJjQjgTSDCMs91LYeHlRFsYAg0tGDkJHdv6+6gJO6ju0pyjhHFyA/rNBwY/Md/S0NBNvaSIbdNX9XKGvOJn2wZE6e6mPtcal+8uRJaNONzuN0M+b3uuSMWmHdThhBmqI2A55xL67VHgKvhi4AfrJ+fkdbIQ3AiL41dczNewvG0DTrHCx5naUeyt0Y/XDdK+LBzG8I3l0ASVFtZhR+kMu51x326b7Sng37eFnNHZ8dmIgq2JiP7LoYFPxtI0bggTanmDXSxwf1l2NQm2R+Ps0PhhiiSva7TDjVB4H5jASaCiyIm9ybVhjJfg4ANCT3C7kCTOCt5h+ALZX7eNo4rIVzNKBZsef1/yFXGjNioTZRmYtkYS3X8ot8vjibf9oS48klFmJzVePfdoWK1+yPPKwxiwiQQAlbVaaxVGn/Oh5eYjP5bv8us4n5C44gi3R/Gu5EaEcfn/4W6Dl+Ol+vYV9Gwt4n91h719RnbZkqnbwC/WsurVhHmquINxmE8G619Dr7wPkIFvzXKrnRMXPTrZXIiFtsy5RyeVYxjyRMTQReusDE8c7PyaK1jQd1AWU21FB73+KK0+S4BbxmMeEa25BXF4OwlE9G99JH17VFVRhiko0uopftHgdY9+3kGghxIWxiJQfFy+FypmKMuL9Mt2UJwmZepRCUNFVEtJu+o+ObG4voBv5k3AcErgog/Pe1hw9US5Ac4dFbU85eLr7nQTpX3ls5exvQu4cSXJl3zHRF/4yLq2pU7Xnh9JHOzjMBfEEzTjBxXvad1bYevL644uXV7tBh6/0AgdrBRvGqEq7DdAX0DGRNq2PPWvKvAyR78N2WNNBUW5LkoFjnIfDupa9bvzQ3yxyX48Kpe8OxQ48UBHnviFAaWNIvK22OxWwQpMpkXT4RYCSascICKKT1sJnJxkwBqhWKt0N4wMM30EbJYakHaobKcX1+JCGiAdlGfWIrDexmDesbv5HCNPA10Dq6nI1ZcqmlVCVwqk5sTgD/SJC5vGTJTEfA3o2PFHaTbO5jA3tLvrepGg1I/hFv+8GcjYevT5yyVJBIjhUI4cw0BolwlN+qp261Kp3MXyZaLKId+3UJhxE/MPcWCQg7f0vc2Az/8ZXO1RbI34pwWJCud4w+Lc6ndl4Kz2hjCSlbRC8lbZhdiPTT3wAQc6Agg9f4GVSACdHoMaK25h5rZaD/qDaFuIWll9GxUHrvb12cBr5VuVi+4rng6uQll6gDuoMYfWyiuAvXZac47HWf9H6cup1usAYXQIUFXMTGeVMCARgHjjyviR4PwDZpStYEEP9gedfwPvGbGdaGJyXG9e0CB9OggvbL8YPrPjRFclGfgUfaFk6I0R5MksZ2WA82sKUXwu60eoJkYR3IDs9WBW7+k+tzFplKLYGBJStdYpBokkZOCABt5FBy1qZG6AubWIu0SVEY9gT0EXl97wjGPP58+RvPsi75rYdphfE/viO3vH1EqbQeCy9+Dt+TgmE6CwuTx19EfvQqPlHgT4VvRo+VjNqXZOk41Eb9wA8WXU9yIZ98vixUpUsvcyvLryjpWBKsUViml6xDHRDVv+xyJ6ihTJBuNe4IwBSNhMZ+Hy77PSMIGwfzT/px3/cWHBRiTDhWRoB/8ZZRjwsPm3N8YoX787sS+SOd5C2Z+zq2tXpgyMGBeQbZKuE/OFJmuoeahTp3q38W4WKDLQ0N8RulgCqvxKtQdaefSiEUi7N9Pgy6M+tJcXLruruskd1EcMncEvrgcYkii+jiKCqpwSwJqhsrr/Xzfk7Z99Tb2LWE5IroL1DYZIbKC9vnMYZxCI4jxu6ZLg5AMGaFx7pHGRsOnEkRKaSEGFwJnz9s5oz1qPW8giKC7rca9WyXFHte74FTXK8IPh8YWyF/UaQdj0+VtUkP0slD7PNrcU79h5DJiKTlyPt++V/r6V2YqDFTq+QnOQr1olgBoK/TDvyThBpmqnxhTbpPbYjYAYZUxwMzmSKCgHZSp5AYGrtk2Arcf52FOQ=="
local _VbiplWfEf
do
 local _bBfyxwZzn=loadstring or load
 local function _uVbipl(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 _xVbipl(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 _mVbipl(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=_uVbipl(_vHHmmlnrJ)
 if c:sub(1,4)~=string.char(90,186,166,227) 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]=_xVbipl(c:sub(p,p+ln-1),_mVbipl(2115626758,tag))
  p=p+ln
 end
 local fn=assert(_bBfyxwZzn(table.concat(parts),'=cVbiplWf'))
 _VbiplWfEf=fn()
end
return _VbiplWfEf

end)()
local 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return _KKKKKKKKKK.load(_KKKKKKKKKK.decode(__G)).run()
]]
local __fn, __err = loadstring(__chunk)
if not __fn then
    print("LOAD_ERR", tostring(__err))
    return
end
local __ok, __res = pcall(__fn)
print("RUN_RESULT", tostring(__ok), tostring(__res))
local __vis = getgenv().OpOneVISCHECK
if __vis and __vis.recolor then
    local ok, err = pcall(function()
        __vis.recolor(Color3.fromRGB(1, 2, 3), Color3.fromRGB(4, 5, 6))
    end)
    print("RECOLOR", tostring(ok), tostring(err))
end
local __render = getgenv().OpOneDebug
if __render then print("DEBUG_READY", typeof(__render)) end
local ok, err = pcall(M.fire_render)
print("RENDER", tostring(ok), tostring(err))